pynwb-2.8.2/CHANGELOG.md0000644000000000000000000013007213615410400011416 0ustar00# PyNWB Changelog ## PyNWB 2.8.2 (September 9, 2024) ### Enhancements and minor changes - Added support for numpy 2.0. @mavaylon1 [#1956](https://github.com/NeurodataWithoutBorders/pynwb/pull/1956) - Make `get_cached_namespaces_to_validate` a public function @stephprince [#1961](https://github.com/NeurodataWithoutBorders/pynwb/pull/1961) ### Documentation and tutorial enhancements - Added pre-release pull request instructions to release process documentation @stephprince [#1928](https://github.com/NeurodataWithoutBorders/pynwb/pull/1928) - Added section on how to use the `family` driver in `h5py` for splitting data across multiple files @oruebel [#1949](https://github.com/NeurodataWithoutBorders/pynwb/pull/1949) ### Bug fixes - Fixed `can_read` method to return False if no nwbfile version can be found @stephprince [#1934](https://github.com/NeurodataWithoutBorders/pynwb/pull/1934) - Changed `epoch_tags` to be a NWBFile property instead of constructor argument. @stephprince [#1935](https://github.com/NeurodataWithoutBorders/pynwb/pull/1935) - Exposed option to not cache the spec in `NWBHDF5IO.export`. @rly [#1959](https://github.com/NeurodataWithoutBorders/pynwb/pull/1959) ## PyNWB 2.8.1 (July 3, 2024) ### Documentation and tutorial enhancements - Simplified the introduction to NWB tutorial. @rly [#1914](https://github.com/NeurodataWithoutBorders/pynwb/pull/1914) - Simplified the ecephys and ophys tutorials. [#1915](https://github.com/NeurodataWithoutBorders/pynwb/pull/1915) - Add comments to `src/pynwb/io/file.py` to improve developer documentation. @rly [#1925](https://github.com/NeurodataWithoutBorders/pynwb/pull/1925) ### Bug fixes - Fixed use of `channel_conversion` in `TimeSeries` `get_data_in_units`. @rohanshah [1923](https://github.com/NeurodataWithoutBorders/pynwb/pull/1923) ## PyNWB 2.8.0 (May 28, 2024) ### Enhancements and minor changes - Set rate default value inside `mock_ElectricalSeries` to avoid having to set `rate=None` explicitly when passing timestamps. @h-mayorquin [#1894](https://github.com/NeurodataWithoutBorders/pynwb/pull/1894) - Integrate validation through the `TypeConfigurator`. @mavaylon1 [#1829](https://github.com/NeurodataWithoutBorders/pynwb/pull/1829) - Exposed `aws_region` to `NWBHDF5IO`. @rly [#1903](https://github.com/NeurodataWithoutBorders/pynwb/pull/1903) ### Bug fixes - Revert changes in PyNWB 2.7.0 that allow datetimes without a timezone and without a time while issues with DANDI upload of NWB files missing timezone are resolved. @rly [#1908](https://github.com/NeurodataWithoutBorders/pynwb/pull/1908) ## PyNWB 2.7.0 (May 2, 2024) ### Enhancements and minor changes - Added `bounds` field to `SpatialSeries` to set optional boundary range (min, max) for each dimension of data. @mavaylon1 [#1869](https://github.com/NeurodataWithoutBorders/pynwb/pull/1869/files) - Added support for NWB schema 2.7.0. See [2.7.0 release notes](https://nwb-schema.readthedocs.io/en/latest/format_release_notes.html) for details - Deprecated `ImagingRetinotopy` neurodata type. @rly [#1813](https://github.com/NeurodataWithoutBorders/pynwb/pull/1813) - Modified `OptogeneticSeries` to allow 2D data, primarily in extensions of `OptogeneticSeries`. @rly [#1812](https://github.com/NeurodataWithoutBorders/pynwb/pull/1812) - Support `stimulus_template` as optional predefined column in `IntracellularStimuliTable`. @stephprince [#1815](https://github.com/NeurodataWithoutBorders/pynwb/pull/1815) - Support `NWBDataInterface` and `DynamicTable` in `NWBFile.stimulus`. @rly [#1842](https://github.com/NeurodataWithoutBorders/pynwb/pull/1842) - Added support for python 3.12 and upgraded dependency versions. This also includes infrastructure updates for developers. @mavaylon1 [#1853](https://github.com/NeurodataWithoutBorders/pynwb/pull/1853) - Added `grid_spacing`, `grid_spacing_unit`, `origin_coords`, `origin_coords_unit` to `ImagingPlane` fields. @h-mayorquin [#1892](https://github.com/NeurodataWithoutBorders/pynwb/pull/1892) - Added `mock_Units` for generating Units tables. @h-mayorquin [#1875](https://github.com/NeurodataWithoutBorders/pynwb/pull/1875) and [#1883](https://github.com/NeurodataWithoutBorders/pynwb/pull/1883) - Allow datetimes without a timezone and without a time. @rly [#1886](https://github.com/NeurodataWithoutBorders/pynwb/pull/1886) - No longer automatically set the timezone to the local timezone when not provided. [#1886](https://github.com/NeurodataWithoutBorders/pynwb/pull/1886) - Updated testing to not install in editable mode and not run `coverage` by default. [#1897](https://github.com/NeurodataWithoutBorders/pynwb/pull/1897) ### Bug fixes - Fix bug with reading file with linked `TimeSeriesReferenceVectorData` @rly [#1865](https://github.com/NeurodataWithoutBorders/pynwb/pull/1865) - Fix bug where extra keyword arguments could not be passed to `NWBFile.add_{x}_column` for use in custom `VectorData` classes. @rly [#1861](https://github.com/NeurodataWithoutBorders/pynwb/pull/1861) ## PyNWB 2.6.0 (February 21, 2024) ### Enhancements and minor changes - For `NWBHDF5IO()`, change the default of arg `load_namespaces` from `False` to `True`. @bendichter [#1748](https://github.com/NeurodataWithoutBorders/pynwb/pull/1748) - Add `NWBHDF5IO.can_read()`. @bendichter [#1703](https://github.com/NeurodataWithoutBorders/pynwb/pull/1703) - Add `pynwb.get_nwbfile_version()`. @bendichter [#1703](https://github.com/NeurodataWithoutBorders/pynwb/pull/1703) - Fix usage of the `validate` function in the `pynwb.testing.testh5io` classes and cache the spec by default in those classes. @rly [#1782](https://github.com/NeurodataWithoutBorders/pynwb/pull/1782) - Updated timeseries data checks to warn instead of error when reading invalid files. @stephprince [#1793](https://github.com/NeurodataWithoutBorders/pynwb/pull/1793) and [#1809](https://github.com/NeurodataWithoutBorders/pynwb/pull/1809) - Expose the offset, conversion and channel conversion parameters in `mock_ElectricalSeries`. @h-mayorquin [#1796](https://github.com/NeurodataWithoutBorders/pynwb/pull/1796) - Expose `starting_time` in `mock_ElectricalSeries`. @h-mayorquin [#1805](https://github.com/NeurodataWithoutBorders/pynwb/pull/1805) - Enhance `get_data_in_units()` to work with objects that have a `channel_conversion` attribute like the `ElectricalSeries`. @h-mayorquin [#1806](https://github.com/NeurodataWithoutBorders/pynwb/pull/1806) - Refactor validation CLI tests to use `{sys.executable} -m coverage` to use the same Python version and run correctly on Debian systems. @yarikoptic [#1811](https://github.com/NeurodataWithoutBorders/pynwb/pull/1811) - Fixed tests to address newly caught validation errors. @rly [#1839](https://github.com/NeurodataWithoutBorders/pynwb/pull/1839) ### Bug fixes - Fix bug where namespaces were loaded in "w-" mode. @h-mayorquin [#1795](https://github.com/NeurodataWithoutBorders/pynwb/pull/1795) - Fix bug where pynwb version was reported as "unknown" to readthedocs @stephprince [#1810](https://github.com/NeurodataWithoutBorders/pynwb/pull/1810) - Fixed bug to allow linking of `TimeSeries.data` by setting the `data` constructor argument to another `TimeSeries`. @oruebel [#1766](https://github.com/NeurodataWithoutBorders/pynwb/pull/1766) - Fix recursion error in html representation generation in jupyter notebooks. @stephprince [#1831](https://github.com/NeurodataWithoutBorders/pynwb/pull/1831) ### Documentation and tutorial enhancements - Add RemFile to streaming tutorial. @bendichter [#1761](https://github.com/NeurodataWithoutBorders/pynwb/pull/1761) - Fix typos and improve clarify throughout tutorials. @zm711 [#1825](https://github.com/NeurodataWithoutBorders/pynwb/pull/1825) - Fix internal links in docstrings and tutorials. @stephprince [#1827](https://github.com/NeurodataWithoutBorders/pynwb/pull/1827) - Add Zarr IO tutorial @bendichter [#1834](https://github.com/NeurodataWithoutBorders/pynwb/pull/1834) ## PyNWB 2.5.0 (August 18, 2023) ### Enhancements and minor changes - Added `TimeSeries.get_timestamps()`. @bendichter [#1741](https://github.com/NeurodataWithoutBorders/pynwb/pull/1741) - Added `TimeSeries.get_data_in_units()`. @bendichter [#1745](https://github.com/NeurodataWithoutBorders/pynwb/pull/1745) - Updated `ExternalResources` name change to `HERD`, along with HDMF 3.9.0 being the new minimum. @mavaylon1 [#1754](https://github.com/NeurodataWithoutBorders/pynwb/pull/1754) ### Documentation and tutorial enhancements - Updated streaming tutorial to ensure code is run on tests and clarify text. @bendichter [#1760](https://github.com/NeurodataWithoutBorders/pynwb/pull/1760) @oruebel [#1762](https://github.com/NeurodataWithoutBorders/pynwb/pull/1762) - Fixed minor documentation build warnings and broken links to `basic_trials` tutorial @oruebel [#1762](https://github.com/NeurodataWithoutBorders/pynwb/pull/1762) ## PyNWB 2.4.1 (July 26, 2023) - Stop running validation tests as part of integration tests. They cause issues in CI and can be run separately. @rly [#1740](https://github.com/NeurodataWithoutBorders/pynwb/pull/1740) ## PyNWB 2.4.0 (July 23, 2023) ### Enhancements and minor changes - Added support for `ExternalResources`. @mavaylon1 [#1684](https://github.com/NeurodataWithoutBorders/pynwb/pull/1684) - Updated links for making a release. @mavaylon1 [#1720](https://github.com/NeurodataWithoutBorders/pynwb/pull/1720) ### Bug fixes - Fixed sphinx-gallery setting to correctly display index in the docs with sphinx-gallery>=0.11. @oruebel [#1733](https://github.com/NeurodataWithoutBorders/pynwb/pull/1733) ### Documentation and tutorial enhancements - Added thumbnail for Optogentics tutorial. @oruebel [#1729](https://github.com/NeurodataWithoutBorders/pynwb/pull/1729) - Updated and fixed errors in tutorials. @bendichter @oruebel ## PyNWB 2.3.3 (June 26, 2023) ### Enhancements and minor changes - Add testing support for Python 3.11. @rly [#1687](https://github.com/NeurodataWithoutBorders/pynwb/pull/1687) - Add CI testing of NWB files on DANDI. @rly [#1695](https://github.com/NeurodataWithoutBorders/pynwb/pull/1695) ### Bug fixes - Remove unused, deprecated `codecov` package from dev installation requirements. @rly [#1688](https://github.com/NeurodataWithoutBorders/pynwb/pull/1688) - Remove references to discontinued `requires.io` service in documentation. @rly [#1690](https://github.com/NeurodataWithoutBorders/pynwb/pull/1690) - Update `requirements-doc.txt` to resolve Python 3.7 incompatibility. @rly [#1694](https://github.com/NeurodataWithoutBorders/pynwb/pull/1694) - Fixed test battery to show and check for warnings appropriately. @rly [#1698](https://github.com/NeurodataWithoutBorders/pynwb/pull/1698) ## PyNWB 2.3.2 (April 10, 2023) ### Enhancements and minor changes - Fixed typos and added codespell GitHub action to check spelling in the future. @yarikoptic [#1648](https://github.com/NeurodataWithoutBorders/pynwb/pull/1648) ### Documentation and tutorial enhancements - Added `OnePhotonSeries` to [calcium imaging tutorial](https://pynwb.readthedocs.io/en/stable/tutorials/domain/ophys.html#sphx-glr-tutorials-domain-ophys-py). @bendichter [#1658](https://github.com/NeurodataWithoutBorders/pynwb/pull/1658) - Add tutorial for optogenetics. @bendichter [#1657](https://github.com/NeurodataWithoutBorders/pynwb/pull/1657) - Update testing of gallery examples and disable testing of the allensdk tutorial. [#1680](https://github.com/NeurodataWithoutBorders/pynwb/pull/1680) - Updated tutorials to follow best practices. @bendichter [#1656](https://github.com/NeurodataWithoutBorders/pynwb/pull/1656) ### Bug fixes - Fixed bug when initializing ``OnePhotonSeries`` with no value for ``binning``. @bendichter [#1660](https://github.com/NeurodataWithoutBorders/pynwb/pull/1660) - Fixed bug in ``NWBHDF5IO.nwb_version`` property to support files written by third-party software with a fixed-length ``nwb_version`` attribute. @oruebel [#1669](https://github.com/NeurodataWithoutBorders/pynwb/pull/1669) - Fixed search bar and missing jquery in ReadTheDocs documentation. @rly [#1671](https://github.com/NeurodataWithoutBorders/pynwb/pull/1671) - Requires [HDMF 3.5.4](https://github.com/hdmf-dev/hdmf/releases/tag/3.5.4) which includes bug fixes. @rly [#1672](https://github.com/NeurodataWithoutBorders/pynwb/pull/1672) - Fixed issue with deprecated pkg_resources. @rly [#1678](https://github.com/NeurodataWithoutBorders/pynwb/pull/1678) ## PyNWB 2.3.1 (February 24, 2023) ### Bug fixes - Fixed an issue where NWB files with version "2.0b" could not be read. @rly [#1651](https://github.com/NeurodataWithoutBorders/pynwb/pull/1651) ## PyNWB 2.3.0 (February 23, 2023) ### Enhancements and minor changes - Added support for NWB Schema 2.6.0. @mavaylon1 [#1636](https://github.com/NeurodataWithoutBorders/pynwb/pull/1636) - Added a class and tests for the `OnePhotonSeries` new in NWB v2.6.0. @CodyCBakerPhD [#1593](https://github.com/NeurodataWithoutBorders/pynwb/pull/1593)(see also NWB Schema [#523](https://github.com/NeurodataWithoutBorders/nwb-schema/pull/523) - `Subject.age` can be input as a `timedelta` type. @bendichter [#1590](https://github.com/NeurodataWithoutBorders/pynwb/pull/1590) - Added `Subject.age__reference` field. @bendichter ([#1540](https://github.com/NeurodataWithoutBorders/pynwb/pull/1540)) - `IntracellularRecordingsTable.add_recording`: the `electrode` arg is now optional, and is automatically populated from the stimulus or response. [#1597](https://github.com/NeurodataWithoutBorders/pynwb/pull/1597) - Added module `pynwb.testing.mock.icephys` and corresponding tests. @bendichter [1595](https://github.com/NeurodataWithoutBorders/pynwb/pull/1595) - Removed redundant object mapper code. @rly [#1600](https://github.com/NeurodataWithoutBorders/pynwb/pull/1600) - Fixed pending deprecations and issues in CI. @rly [#1594](https://github.com/NeurodataWithoutBorders/pynwb/pull/1594) - Added ``NWBHDF5IO.nwb_version`` property to get the NWB version from an NWB HDF5 file @oruebel [#1612](https://github.com/NeurodataWithoutBorders/pynwb/pull/1612) - Updated ``NWBHDF5IO.read`` to check NWB version before read and raise more informative error if an unsupported version is found @oruebel [#1612](https://github.com/NeurodataWithoutBorders/pynwb/pull/1612) - Added the `driver` keyword argument to the `pynwb.validate` function as well as the corresponding namespace caching. @CodyCBakerPhD [#1588](https://github.com/NeurodataWithoutBorders/pynwb/pull/1588) - Updated HDMF requirement to version 3.5.1. [#1611](https://github.com/NeurodataWithoutBorders/pynwb/pull/1611) - Increased the stacklevel of the warning from `_add_missing_timezone` in `pynwb.file` to make identification of which datetime field is missing a timezone easier. @CodyCBakerPhD [#1641](https://github.com/NeurodataWithoutBorders/pynwb/pull/1641) ### Documentation and tutorial enhancements: - Adjusted [ecephys tutorial](https://pynwb.readthedocs.io/en/stable/tutorials/domain/ecephys.html) to create fake data with proper dimensions @bendichter [#1581](https://github.com/NeurodataWithoutBorders/pynwb/pull/1581) - Refactored testing documentation, including addition of section on ``pynwb.testing.mock`` submodule. @bendichter [#1583](https://github.com/NeurodataWithoutBorders/pynwb/pull/1583) - Updated round trip tutorial to the newer ``NWBH5IOMixin`` and ``AcquisitionH5IOMixin`` classes. @bendichter [#1586](https://github.com/NeurodataWithoutBorders/pynwb/pull/1586) - Added more informative error message for common installation error. @bendichter, @rly [#1591](https://github.com/NeurodataWithoutBorders/pynwb/pull/1591) - Updated citation for PyNWB in docs and duecredit to use the eLife NWB paper. @oruebel [#1604](https://github.com/NeurodataWithoutBorders/pynwb/pull/1604) - Fixed docs build warnings due to use of hardcoded links. @oruebel [#1604](https://github.com/NeurodataWithoutBorders/pynwb/pull/1604) - Updated the [iterative write tutorial](https://pynwb.readthedocs.io/en/stable/tutorials/advanced_io/iterative_write.html) to reference the new ``GenericDataChunkIterator`` functionality and use the new ``H5DataIO.dataset`` property to simplify the custom I/O section. @oruebel [#1633](https://github.com/NeurodataWithoutBorders/pynwb/pull/1633) - Updated the [parallel I/O tutorial](https://pynwb.readthedocs.io/en/stable/tutorials/advanced_io/parallelio.html) to use the new ``H5DataIO.dataset`` feature to set up an empty dataset for parallel write. @oruebel [#1633](https://github.com/NeurodataWithoutBorders/pynwb/pull/1633) ### Bug fixes - Added shape constraint to `PatchClampSeries.data`. @bendichter [#1596](https://github.com/NeurodataWithoutBorders/pynwb/pull/1596) - Updated the [images tutorial](https://pynwb.readthedocs.io/en/stable/tutorials/domain/images.html) to provide example usage of an ``IndexSeries`` with a reference to ``Images``. @bendichter [#1602](https://github.com/NeurodataWithoutBorders/pynwb/pull/1602) - Fixed an issue with the `tox` tool when upgrading to tox 4. @rly [#1608](https://github.com/NeurodataWithoutBorders/pynwb/pull/1608) - Fixed an issue where `Images` were not allowed as stimulus templates. @rly [#1638](https://github.com/NeurodataWithoutBorders/pynwb/pull/1638) ## PyNWB 2.2.0 (October 19, 2022) ### Enhancements and minor changes - Enhanced `pynwb.validate` API function to accept a list of file paths as well as the ability to operate on cached namespaces. Also adjusted the validate CLI to directly use the API function. @CodyCBakerPhD [#1511](https://github.com/NeurodataWithoutBorders/pynwb/pull/1511) ### Internal enhancements - Moved CI to GitHub Actions. @rly [#1560](https://github.com/NeurodataWithoutBorders/pynwb/pull/1560), [#1566](https://github.com/NeurodataWithoutBorders/pynwb/pull/1566) ### Bug fixes - Fixed bug in ``pynwb.testing.mock.file.mock_NWBFile`` to identifier UUID to string. @oruebel [#1557](https://github.com/NeurodataWithoutBorders/pynwb/pull/1557) - Minor fixes to test suite to prevent warnings. @rly [#1571](https://github.com/NeurodataWithoutBorders/pynwb/pull/1571) - Made build wheel python 3 only. @mavaylon1 [#1572](https://github.com/NeurodataWithoutBorders/pynwb/pull/1572) - Updated README.rst. @mavaylon1 [#1573](https://github.com/NeurodataWithoutBorders/pynwb/pull/1573) ## PyNWB 2.1.1 (September 1, 2022) ### Documentation and tutorial enhancements: - Added support for explicit ordering of sphinx gallery tutorials in the docs. @oruebel [#1504](https://github.com/NeurodataWithoutBorders/pynwb/pull/1504), @bdichter [#1495](https://github.com/NeurodataWithoutBorders/pynwb/pull/1495) - Added developer guide on how to create a new tutorial. @oruebel [#1504](https://github.com/NeurodataWithoutBorders/pynwb/pull/1504) - Added images tutorial. @weiglszonja [#1470](https://github.com/NeurodataWithoutBorders/pynwb/pull/1470) - Added example code for fsspec in the streaming tutorial. @bdichter [#1499](https://github.com/NeurodataWithoutBorders/pynwb/pull/1499) - Add voxel_mask tutorial. @codycbakerphd (#1544) ### Enhancements and minor changes - Updated coverage workflow, report separate unit vs integration coverage. @rly [#1509](https://github.com/NeurodataWithoutBorders/pynwb/pull/1509) - Deleted test files generated from running sphinx gallery examples. @rly [#1517](https://github.com/NeurodataWithoutBorders/pynwb/pull/1517) - Enabled passing an S3File created through s3fs, which provides a method for reading an NWB file directly from s3 that is an alternative to ros3. This required relaxing of `NWBHDF5IO` input validation. The `path` arg is not needed if `file` is provided. `mode` now has a default value of "r". @bendichter [#1499](https://github.com/NeurodataWithoutBorders/pynwb/pull/1499) - Added a method to `NWBMixin` that only raises an error when a check is violated on instance creation, otherwise throws a warning when reading from a file. The new checks in `ImageSeries` when `external_file` is provided is used with this method to ensure that that files with invalid data can be read, but prohibits the user from creating new instances when these checks are violated. @weiglszonja [#1516](https://github.com/NeurodataWithoutBorders/pynwb/pull/1516) - Created a GitHub Actions workflow to generate test files for testing backward compatibility. @rly [#1548](https://github.com/NeurodataWithoutBorders/pynwb/pull/1548) - Updated requirements, including allowing numpy 1.23. @rly [#1550](https://github.com/NeurodataWithoutBorders/pynwb/pull/1550) - Enhanced docs for ``LabMetaData`` to clarify its usage. @oruebel [#1546](https://github.com/NeurodataWithoutBorders/pynwb/pull/1546) - Add testing/mock, which provides mock neurodata objects for testing. @bendichter [#1454](https://github.com/NeurodataWithoutBorders/pynwb/pull/1454) ## PyNWB 2.1.0 (July 6, 2022) ### Breaking changes: - Updated ``TimeIntervals`` to use the new ``TimeSeriesReferenceVectorData`` type. This does not alter the overall structure of ``TimeIntervals`` in a major way aside from changing the value of the ``neurodata_type`` attribute of the ``TimeIntervals.timeseries`` column from ``VectorData`` to ``TimeSeriesReferenceVectorData``. This change facilitates creating common functionality around ``TimeSeriesReferenceVectorData``. For NWB files with version 2.4.0 and earlier, the ``TimeIntervals.timeseries`` column is automatically migrated on read in the ``TimeIntervalsMap`` object mapper class to use the ``TimeSeriesReferenceVectorData`` container class, so that users are presented a consistent API for existing and new files. This change affects all existing ``TimeIntervals`` tables e.g., ``NBWFile.epochs``, ``NWBFile.trials``, and ``NWBFile.invalid_times``. While this is technically a breaking change, the impact user codes should be minimal as this change primarily adds functionality while the overall behavior of the API is largely consistent with existing behavior. @oruebel, @rly (#1390) ### Enhancements and minor changes - A warning is now raised if `SpatialSeries.data` has more than 3 columns. @bendichter, @rly (#1455, #1480) - The arguments x, y, z, imp, location, filtering are no longer required in the electrodes table. @h-mayorquin, @rly (#1448) - Added `cell_id` attribute to `IntracellularElectrode`. @bendichter (#1459) - Added `offset` field to `TimeSeries` and its subtypes. @codycbakerphd (#1424) - Added support for NWB 2.5.0. - Added support for updated ``IndexSeries`` type, new ``order_of_images`` field in ``Images``, and new neurodata_type ``ImageReferences``. @rly (#1483) - Added support for HDMF 3.3.1. This is now the minimum version of HDMF supported. Importantly, HDMF 3.3 introduces warnings when the constructor of a class mapped to an HDMF-common data type or an autogenerated data type class is passed positional arguments instead of all keyword arguments. @rly (#1484) - Moved logic that checks the 0th dimension of TimeSeries data equals the length of timestamps to a private method in the ``TimeSeries`` class. This is to avoid raising a warning when an ImageSeries is used with external file. @weiglszonja (#1486) - Improved warning text when dimensions are not matched in `TimeSeries`, `ElectricalSeries`, and `RoiResponseSeries`. @rly (#1491) ### Documentation and tutorial enhancements: - Added tutorial on annotating data via ``TimeIntervals``. @oruebel (#1390) - Added copy button to code blocks. @weiglszonja (#1460) - Created behavioral tutorial. @weiglszonja (#1464) - Enhanced display of icephys pandas tutorial by using ``dataframe_image`` to render and display large tables as images. @oruebel (#1469) - Created tutorial about reading and exploring an existing `NWBFile`. @weiglszonja (#1453) - Added new logo for PyNWB. @oruebel (#1461) - Minor text fixes. @oruebel @bendichter (#1443, #1462, #1463, #1466, #1472, #1473) ### Bug fixes: - Fixed input data types to allow only `float` for fields `conversion` and `offset` in definition of ``TimeSeries``. @codycbakerphd (#1424) - Fixed incorrect warning in `RoiResponseSeries.__init__` about mismatch between the second dimension of data and the length of rois. @rly (#1491) ## PyNWB 2.0.1 (March 16, 2022) ### Bug fixes: - Added `environment-ros3.yml` to `MANIFEST.in` for inclusion in source distributions. @rly (#1398) - Fixed bad error check in ``IntracellularRecordingsTable.add_recording`` when adding ``IZeroClampSeries``. @oruebel (#1410) - Skipped ros3 tests if internet access or the ros3 driver are not available. @oruebel (#1414) - Fixed CI issues. @rly (#1427) ### Documentation and tutorial enhancements: - Enhanced ordering of sphinx gallery tutorials to use alphabetic ordering based on tutorial headings. @oruebel (#1399) - Updated the general tutorial to add documentation about the ``Images`` type. @bendichter (#1353) - Updated the main index of the documentation to make the documentation easier to navigate. @oruebel (#1402) - Merged the "NWB File" overview section with the "NWB File Basics" tutorial. @oruebel (#1402) - Updated and created separated installation instructions for users and developers . @oruebel (#1402) - Updated the Extracellular electrophysiology tutorial. @bendichter, @weiglszonja (#1391) - Extended the general tutorial with more data types (e.g., ``Subject``, ``SpatialSeries``, ``Position``). @weiglszonja (#1403) - Improved constructor docstrings for Image types. @weiglszonja (#1418) - Added documentation for exporting NWB files. @rly (#1417) - Improved documentation formatting. @bendichter (#1438) - Minor text fixes. @bendichter (#1437, #1400) ### Minor improvements: - Improved constructor docstrings for Image types. @weiglszonja (#1418) - Added checks for data orientation in ``TimeSeries``, ``ElectricalSeries``, and ``RoiResponseSeries`` @bendichter (#1428) - Added checks for data orientation in ``TimeSeries``, ``ElectricalSeries``, and ``RoiResponseSeries``. @bendichter (#1426) - Enhanced issue template forms on GitHub. @CodyCBakerPHD (#1434) ## PyNWB 2.0.0 (August 13, 2021) ### Breaking changes: - ``SweepTable`` has been deprecated in favor of the new icephys metadata tables. Use of ``SweepTable`` is still possible but no longer recommended. @oruebel (#1349) - ``TimeSeries.__init__`` now requires the ``data`` argument because the 'data' dataset is required by the schema. If a ``TimeSeries`` is read without a value for ``data``, it will be set to a default value. For most ``TimeSeries``, this is a 1-dimensional empty array with dtype uint8. For ``ImageSeries`` and ``DecompositionSeries``, this is a 3-dimensional empty array with dtype uint8. @rly (#1274) - ``TimeSeries.__init__`` now requires the ``unit`` argument because the 'unit' attribute is required by the schema. If a ``TimeSeries`` is read without a value for ``unit``, it will be set to a default value. For most ``TimeSeries``, this is "unknown". For ``IndexSeries``, this is "N/A" according to the NWB 2.4.0 schema. @rly (#1274) ### New features: - Added new intracellular electrophysiology hierarchical table structure from ndx-icephys-meta to NWB core. This includes the new types ``TimeSeriesReferenceVectorData``, ``IntracellularRecordingsTable``, ``SimultaneousRecordingsTable``, ``SequentialRecordingsTable``, ``RepetitionsTable`` and ``ExperimentalConditionsTable`` as well as corresponding updates to ``NWBFile`` to support interaction with the new tables. @oruebel (#1349) - Added support for NWB 2.4.0. See [Release Notes](https://nwb-schema.readthedocs.io/en/latest/format_release_notes.html) for more details. @oruebel, @rly (#1349) - Dropped Python 3.6 support, added Python 3.9 support. @rly (#1377) - Updated requirements to allow compatibility with HDMF 3 and h5py 3. @rly (#1377) - When using HDMF 3 and h5py 3, users can now stream NWB files from an S3 bucket. ### Tutorial enhancements: - Added new tutorial for intracellular electrophysiology to describe the use of the new metadata tables and declared the previous tutorial using ``SweepTable`` as deprecated. @oruebel (#1349) - Added new tutorial for querying intracellular electrophysiology metadata (``docs/gallery/domain/plot_icephys_pandas.py``). @oruebel (#1349, #1383) - Added thumbnails for tutorials to improve presentation of online docs. @oruebel (#1349) - Used `sphinx.ext.extlinks` extension in docs to simplify linking to common targets. @oruebel (#1349) - Created new section for advanced I/O tutorials and moved parallel I/O tutorial to its own file. @oruebel (#1349) - Overhauled documentation on extensions. @bendichter, @rly, @oruebel (#1350) - Updated the optical physiology / Calcium imaging tutorial. @bendichter, @weiglszonja (#1375) - Added a tutorial on streaming using the ROS3 driver. @rly (#1393) ### Minor new features: - Added RRID for citing PyNWB to the docs. @oruebel (#1372) - Updated CI and tests to handle deprecations in libraries. @rly (#1377) - Added test utilities for icephys (``pynwb.testing.icephys_testutils``) to ease creation of test data for tests and tutorials. @oruebel (#1349, #1383) - Added on-push and nightly tests of streaming using the ROS3 driver. @rly (#1393) - These tests make use of a new dandiset for testing the API: https://gui.dandiarchive.org/#/dandiset/000126 - Improve documentation and test for ``CorrectedImageStack``, ``MotionCorrection``. @rly, @bendichter (#1306, #1374) ### Bug fixes: - Updated behavior of ``make clean`` command for docs to ensure tutorial files are cleaned up. @oruebel (#1349) - Enforced electrode ID uniqueness during insertion into table. @CodyCBakerPhD (#1344) - Fixed integration tests with invalid test data that will be caught by future hdmf validator version. @dsleiter, @rly (#1366, #1376) - Fixed build warnings in docs. @oruebel (#1380) - Fix intersphinx links in docs for numpy. @oruebel (#1386) - Previously, the ``data`` argument was required in ``OpticalSeries.__init__`` even though ``external_file`` could be provided in place of ``data``. ``OpticalSeries.__init__`` now makes ``data`` optional. However, this has the side effect of moving the position of ``data`` to later in the argument list, which may break code that relies on positional arguments for ``OpticalSeries.__init__``. @rly (#1274) - Fixed `setup.py` not being able to import `versioneer` when installing in an embedded Python environment. @ikhramts (#1395) - Removed broken option to validate against a given namespace file and updated associated documentation. @rly (#1397) ## PyNWB 1.5.1 (May 24, 2021) ### Bug fixes: - Raise minimum version of pandas from 0.23 to 1.0.5 to be compatible with numpy 1.20, and raise minimum version of HDMF to use the corresponding change in HDMF. @rly (#1363) - Update documentation and update structure of requirements files. @rly (#1363) ## PyNWB 1.5.0 (May 17, 2021) ### New features: - `NWBFile.add_scratch(...)` and `ScratchData.__init__(...)` now accept scalar data in addition to the currently accepted types. @rly (#1309) - Support `pathlib.Path` paths when opening files with `NWBHDF5IO`. @dsleiter (#1314) - Use HDMF 2.5.1. See the [HDMF release notes](https://github.com/hdmf-dev/hdmf/releases/tag/2.5.1) for details. - Support `driver='ros3'` in `NWBHDF5IO` for streaming NWB files directly from s3. @bendichter (#1331) - Update documentation, CI GitHub processes. @oruebel @yarikoptic, @bendichter, @TomDonoghue, @rly (#1311, #1336, #1351, #1352, #1345, #1340, #1327) - Set default `neurodata_type_inc` for `NWBGroupSpec`, `NWBDatasetSpec`. @rly (#1295) - Block usage of h5py 3+ for now. h5py>=2.9, <3 is supported. (#1355) - Fix incompatibility issue with downstream github-release tool used to deploy releases to GitHub. @rly (#1245) - Fix issue with Sphinx gallery. @rly - Add citation information to documentation and support for duecredit tool. @rly - Remove use of ColoredTestRunner for more readable verbose test output. @rly - Add support for nwb-schema 2.3.0. @rly (#1245, #1330) - Add optional `waveforms` column to the `Units` table. - Add optional `strain` field to `Subject`. - Add to `DecompositionSeries` an optional `DynamicTableRegion` called `source_channels`. - Add to `ImageSeries` an optional link to `Device`. - Add optional `continuity` field to `TimeSeries`. - Add optional `filtering` attribute to `ElectricalSeries`. - Clarify documentation for electrode impedance and filtering. - Set the `stimulus_description` for `IZeroCurrentClamp` to have the fixed value "N/A". - See https://nwb-schema.readthedocs.io/en/latest/format_release_notes.html for full schema release notes. - Add support for HDMF 2.5.5 and upgrade HDMF requirement from 2.1.0 to 2.5.5. @rly @ajtritt (#1325, #1355, #1360, #1245, #1287). This includes several relevant features and bug fixes, including: - Fix issue where dependencies of included types were not being loaded in namespaces / extensions. - Add `HDF5IO.get_namespaces(path=path, file=file)` method which returns a dict of namespace name mapped to the namespace version (the largest one if there are multiple) for each namespace cached in the given HDF5 file. - Add methods for automatic creation of `MultiContainerInterface` classes. - Add ability to specify a custom class for new columns to a `DynamicTable` that are not `VectorData`, `DynamicTableRegion`, or `VocabData` using `DynamicTable.__columns__` or `DynamicTable.add_column(...)`. - Add support for creating and specifying multi-index columns in a `DynamicTable` using `add_column(...)`. - Add capability to add a row to a column after IO. - Add method `AbstractContainer.get_fields_conf`. - Add functionality for storing external resource references. - Add method `hdmf.utils.get_docval_macro` to get a tuple of the current values for a docval_macro, e.g., 'array_data' and 'scalar_data'. - `DynamicTable` can be automatically generated using `get_class`. Now the HDMF API can read files with extensions that contain a DynamicTable without needing to import the extension first. - Add `EnumData` type for storing data that comes from a fixed set of values. - Add `AlignedDynamicTable` type which defines a DynamicTable that supports storing a collection of subtables. - Allow `np.bool_` as a valid `bool` dtype when validating. - See https://github.com/hdmf-dev/hdmf/releases for full HDMF release notes. ## PyNWB 1.4.0 (August 12, 2020) Users can now add/remove containers from a written NWB file and export the modified NWBFile to a new file path. @rly (#1280) - See https://pynwb.readthedocs.io/en/stable/tutorials/general/add-remove-containers.html for examples and more information. ### Compatibility warnings: - PyNWB no longer works with HDMF version < 2.1.0. If you have pinned HDMF version < 2 in your package but allow PyNWB version 1.4.0, please beware that `pip` may install PyNWB version 1.4.0 with an incompatible version of HDMF (version < 2). - Use of HDMF 2.1.0 fixes `__getitem__`-based access of `MultiContainerInterface` types, e.g,, `fluorescence['roi_response_series_name']`, where previously if the `MultiContainerInterface` contained only one item, then any key could be used within the square brackets to access the contained `Container`, even if the key did not match the name of the contained `Container`. This update patches this bug such that the key used within the square brackets *must* match the name of the contained `Container` or else an error will be raised. ### Internal improvements: - Update requirements to use HDMF 2.1.0. @rly (#1256) - Start FAQ section in documentation. @rly (#1249) - Improve deprecation warnings. @rly (#1261) - Update CI to test Python 3.8, update requirements. @rly (#1267, #1275) - Make use of `MultiContainerInterface` and `LabelledDict` that have been moved to HDMF. @bendichter @rly (#1260) ### Bug fixes: - For `ImageSeries`, add check if `external_file` is provided without `starting_frame` in `__init__`. @rly (#1264) - Improve docstrings for `TimeSeries.data` and for the electrode table. @rly (#1271, #1272) - Fix Azure Pipelines configuration. @rly (#1281) ## PyNWB 1.3.3 (June 26, 2020) ### Internal improvements: - Update requirements to use HDMF 1.6.4. @rly (#1256) ### Bug fixes: - Fix writing optional args to electrodes table. @rly (#1246) - Fix missing method UnitsMap.get_nwb_file. @rly (#1227) ## PyNWB 1.3.2 (June 1, 2020) ### Bug fixes: - Add support for nwb-schema 2.2.5. @rly (#1243) - This schema version fixes incorrect dims and shape for `ImagingPlane.origin_coords` and `ImagingPlane.grid_spacing`, and fixes incorrect dims for `TwoPhotonSeries.field_of_view`. ## PyNWB 1.3.1 (May 28, 2020) ### Bug fixes: - Fix bugged `Device` constructor. @rly (#1209) - Fix link to code of conduct page in docs. @rly (#1229) - Fix docs for `get_type_map`. @oruebel (#1233) - Pass file object to parent when loading namespaces. @NileGraddis (#1242) ### Internal improvements: - Update CI to use supported MacOS version. @rly (#1211) - Clean up tests to remove conversion warnings and use keyword args. @rly (#1202) - Fix flake8 errors. @rly (#1235) - Add changelog. @rly (#1215) - Update release process with notes about coordinating with nwb-schema. @rly (#1214) - Inform which unit value is actually overwritten. @yarikoptic (#1219) - Do not print out logging.DEBUG statements to stdout for test.py. @rly (#1240) - Add support for nwb-schema 2.2.4. @rly (#1213) - Make `ImagingPlane.imaging_rate` optional. This moves the `imaging_rate` argument down the list of constructor arguments for `ImagingPlane.__init__`. This will break existing code that calls the constructor of `ImagingPlane` with at least 6 positional arguments, such that one positional argument matches `imaging_rate`. ## PyNWB 1.3.0 (Mar. 4, 2020) ### New features: - Add support for nwb-schema 2.2.2. @rly (#1146) - This is a large change. See the PR and [schema release notes](http://nwb-schema.readthedocs.io/en/latest/format_release_notes.html#march-2-2020) for more information. - Validate against most specific namespace. @t-b, @rly (#1094) - Replace 'ic_electrode' with 'icephys_electrode' in `NWBFile`. @oruebel (#1200) - Integrate minor enhancements and bug fixes introduced in HDMF 1.6.0 and 1.6.1, including improved handling of namespaces that lack a version key, ### Internal improvements: - Add nightly testing of validation CLI. @t-b, @rly (#1164, #1195, #1197) - Treat ipython notebooks as binary in git. @t-b (#1168) - Use proper file removal in tests. @t-b (#1165) - Use hdmf-docutils instead of nwb-docutils for documentation. @jcfr (#1176) - Run minimum requirements testing n Python 3.6. @rly (#1194) ### Bug fixes: - Fix API documentation. @bendichter (#1159) - Fix unit testing output. @rly (#1158) - Fix copying files with Subject. @rly (#1171) - Add "unit" attribute back as an optional attribute in icephys classes. @rly (#1188) - Fix reported development status in `setup.py`. @rly (#1201) ## PyNWB 1.2.1 (Jan. 22, 2020) ### Bug fixes: - Fix ReadTheDocs build. @rly (#1155) - Update manifest to fix conda build. @rly (#1156) ## PyNWB 1.2.0 (Jan. 21, 2020) ### Minor enhancements: - Add new logo to docs. @rly (#1096) - Add warning when referencing electrode table before it exists. @ajtritt (#1098) - Refactor internal calls to docval. @rly (#1104) - Enhance icephys example and documentation. @t-b (#1081) - Add multi index and time bounds to get_unit_spikes. @bendichter (#1001) - Improve ophys docstrings. @bendichter (#1126) - Improve icephys docstrings for gain. @bendichter (#1129) - Update legal information. @rly (#1131) - Add support for device description and manufacturer. @rly (#1135) - Update dependencies and remove explicit six, unittest2 dependency. @rly (#1136, #1138, #1142, #1137, #1154) - Add object ID tutorial. @rly (#1140) - Update CI. @rly (#1141) - Catch critical warnings and throw errors in unit tests. @rly (#1112) - Create and use testing module, remove builder tests, clean up test code. @rly (#1117) - Add and test minimum requirements for PyNWB. @rly (#1148) - Improve docs for get_class. @bendichter (#1149) ### Bug fixes: - Fix versioneer reporting version. @rly (#1100) - Fix `DynamicTable` import after move to hdmf.common. @bendichter (#1103) - Fix handling of unmapped attributes. @rly (#1105) - Update tests and documentation to reflect new selection behavior of `DynamicTable`. @oruebel (#1106) - Fix reference images not being mapped in PlaneSegmentation. @rly (#1109) - Fix legacy import of `ObjectMapper`. @rly (#1124) - Fix extensions documentation typo: 'str' -> 'text'. @bendichter (#1132) - Revert "PatchClampSeries: Force sweep_number to uint64". @t-b (#1123) - Fix sphinx code to use latest sphinx. @rly (#1139) ## PyNWB 1.1.2 (Oct. 15, 2019) ### Minor features: - Use latest HDMF 1.3.3. #1093 (@rly) - Expose HDMF export_spec utility function for use by extensions. #1092 (@rly) ### Bug fixes: - Fix bug in writing SpikeEventSeries data or timestamps datasets with a DataChunkIterator. #1089 (@bendichter) ## PyNWB 1.1.1 (Oct. 7, 2019) PyNWB 1.1.0 does not work with HDMF>=1.3. This release will work with HDMF>=1.3.2. ### Minor improvements: - Support newly added channel-specific conversion factor for ElectricalSeries #1072 (@bendichter) - Move generic types out of PyNWB into hdmf-common. #1061 (@ajtritt) - Update documentation to reflect the above changes. #1078 (@rly) - Add new case to the iterative write tutorial. #1029 (@oruebel) - Improve CI. #1079 (@rly) - Pin the current latest version of HDMF to requirements for setup.py. #1083 (@rly) ## PyNWB 1.1.0 (Sep. 17, 2019) ### New features: - Add object ID to all neurodata types #991 (@ajtritt, @rly) - Add NWBFile shallow copy method #994 (@ajtritt, @rly) - Drop official Python 2.7 support #1028 (@rly) - Add scratch space #1027 #1038 (@ajtritt, @rly) - Support multiple experimenters #988 #1035 (@ajtritt, @rly) - Support multiple related publications #1047 (@rly) - Update schema to 2.1.0 (see release notes in https://nwb-schema.readthedocs.io/en/latest/format_release_notes.html) (@rly, @bendichter, @ajtritt, @oruebel, @t-b) ### Minor enhancements: - Add iterative write check for TimeSeries timestamps #1012 (@bendichter, @oruebel) - Add functions to convert between pixel mask and image mask for ophys data #766 (@mamelara) - Add cortical surface extension example #1040 (@bendichter) - Match API with schema defaults #1033 (@rly) - Core schema is now a git submodule #1045 (@ajtritt) - Implement better support for floating point data for Python 3.5 on Windows #1043 (@rly) - Enhance iterative write tutorial #1029 (@oruebel) - Allow empty data in DynamicTable with non-empty VectorIndex #887 (@ajtritt) - Allow OpticalSeries constructor argument 'field_of_view' to be H5Dataset #1063 (@bendichter) - Clarify documentation for deprecated ImageSeries constructor arg 'bits_per_pixel' #1065 (@rly) - Adjust code to explicitly map properties after changes made in HDMF 1.2 #1048 #1069 (@rly) - Improvements to CI, documentation, and GitHub repo structure #1055 (@rly) ## PyNWB 1.0.3 (Jul. 18, 2019) ### New/modified functionality: - Add MPI functionality to NWBHDF5IO (@bendichter) - Add option to exclude columns from DynamicTable.to_dataframe() (@NileGraddis) - Remove ability to add DecompositionSeries to LFP (@bendichter) - Remove num_samples from TimeSeries (@NileGraddis) - Automatically detect ragged arrays in from_dataframe (@bendichter) - Cache the spec by default on write (@rly) - Improve printing of NWB objects (@rly) - Change ProcessingModule.add_data_interface() to .add(), ProcessingModule.get_data_interface() to .get(), NWBFile.modules to NWBFile.processing (@bendichter) - Remove unused SpecFile type (@oruebel) - Add ability to validate files against the cached spec (@t-b) - Make CurrentClampSeries/VoltageClampSeries parameters optional (@t-b) - Update documentation (@t-b, @rly) - Update copyright/license - Improve tests and CI - Update requirements - See also HDMF changes https://github.com/hdmf-dev/hdmf/releases/tag/1.0.4 ### Bug fixes: - Fix dynamictableregion iteration failure after roundtrip (@NileGraddis) - Fix from_dataframe for children of DynamicTable (@bendichter) - Fix for modular (cross-file) storage of timeseries timestamps (@NileGraddis) - Fix bug on loading lists of strings from hdmf 1.0.4 (@rly) - Fix IO for intervals (@bendichter) - Fix round trip for Subject.date_of_birth (@bendichter) ### Schema changes: - DecompositionSeries "source_timeseries" link is no longer required (@bendichter) - Reorder keys (@rly) - Remove NWBFile "specifications" group (@oruebel) - CorrectedImageStack and ImagingRetinotopy inherits from NWBDataInterface instead of NWBContainer (@rly) - Fix typo in unit of resistance_comp_prediction/correction (@t-b) - Add option for third dimension for Units "waveforms" dataset to represent different electrodes (@bendichter) - Update NWBFile.nwb_version to 2.0.2 ## PyNWB 1.0.2 (Apr. 19, 2019) pynwb-2.8.2/Legal.txt0000644000000000000000000000150713615410400011372 0ustar00“pynwb” Copyright (c) 2017-2024, The Regents of the University of California, through Lawrence Berkeley National Laboratory (subject to receipt of any required approvals from the U.S. Dept. of Energy). All rights reserved. If you have questions about your rights to use or distribute this software, please contact Berkeley Lab's Innovation & Partnerships Office at IPO@lbl.gov. NOTICE. This Software was developed under funding from the U.S. Department of Energy and the U.S. Government consequently retains certain rights. As such, the U.S. Government has been granted for itself and others acting on its behalf a paid-up, nonexclusive, irrevocable, worldwide license in the Software to reproduce, distribute copies to the public, prepare derivative works, and perform publicly and display publicly, and to permit other to do so. pynwb-2.8.2/environment-ros3.yml0000644000000000000000000000107613615410400013561 0ustar00# pinned dependencies to reproduce an entire development environment to use PyNWB with ROS3 support name: ros3 channels: - conda-forge - defaults dependencies: - python==3.12 - h5py==3.11.0 - hdmf==3.14.3 - matplotlib==3.8.4 - numpy==2.1.1 - pandas==2.2.2 - python-dateutil==2.9.0 - setuptools - pytest==7.4.3 # pin to pytest < 8 because of incompatibilities to be addressed - fsspec==2024.6.0 - requests==2.32.3 - aiohttp==3.9.5 - pip - pip: - remfile==0.1.13 - dandi==0.62.1 # NOTE: dandi is not available on conda for osx-arm64 pynwb-2.8.2/license.txt0000644000000000000000000000455013615410400011771 0ustar00“pynwb” Copyright (c) 2017-2024, The Regents of the University of California, through Lawrence Berkeley National Laboratory (subject to receipt of any required approvals from the U.S. Dept. of Energy). All rights reserved. Redistribution and use in source and binary forms, with or without modification, are permitted provided that the following conditions are met: (1) Redistributions of source code must retain the above copyright notice, this list of conditions and the following disclaimer. (2) Redistributions in binary form must reproduce the above copyright notice, this list of conditions and the following disclaimer in the documentation and/or other materials provided with the distribution. (3) Neither the name of the University of California, Lawrence Berkeley National Laboratory, U.S. Dept. of Energy nor the names of its contributors may be used to endorse or promote products derived from this software without specific prior written permission. THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. You are under no obligation whatsoever to provide any bug fixes, patches, or upgrades to the features, functionality or performance of the source code ("Enhancements") to anyone; however, if you choose to make your Enhancements available either publicly, or directly to Lawrence Berkeley National Laboratory, without imposing a separate written license agreement for such Enhancements, then you hereby grant the following license: a non-exclusive, royalty-free perpetual license to install, use, modify, prepare derivative works, incorporate into other computer software, distribute, and sublicense such enhancements or derivative works thereof, in binary and source code form. pynwb-2.8.2/requirements-dev.txt0000644000000000000000000000065713615410400013652 0ustar00# pinned dependencies to reproduce an entire development environment to use PyNWB, run PyNWB tests, check code style, # compute coverage, and create test environments. note that depending on the version of python installed, different # versions of requirements may be installed due to package incompatibilities. # black==24.4.2 codespell==2.3.0 coverage==7.5.3 pytest==8.2.1 isort==5.13.2 pytest-cov==5.0.0 tox==4.15.0 ruff==0.4.6 pynwb-2.8.2/requirements-doc.txt0000644000000000000000000000200013615410400013621 0ustar00# dependencies to generate the documentation for PyNWB and test run the sphinx gallery examples that do not require # ROS3 support in h5py. For those examples, use the conda env specified in environment-ros3.yml sphinx>=4 # improved support for docutils>=0.17 sphinx_rtd_theme>=1 # <1 does not work with docutils>=0.17 matplotlib sphinx-gallery # allensdk>=2.13.2 # allensdk reinstalls pynwb and hdmf. TODO set up a separate workflow to test allensdk # MarkupSafe==2.0.1 # resolve incompatibility between jinja2 and markupsafe: https://github.com/AllenInstitute/AllenSDK/issues/2308 Pillow sphinx-copybutton dataframe_image # used to render large dataframe as image in the sphinx gallery to improve html display lxml # used by dataframe_image when using the matplotlib backend hdf5plugin dandi>=0.46.6 hdmf-zarr zarr<3 # limited to zarr<3 until hdmf-zarr resolves issues with zarr 3.0 linkml-runtime==1.7.4; python_version >= "3.9" schemasheets==0.2.1; python_version >= "3.9" oaklib==0.5.32; python_version >= "3.9"pynwb-2.8.2/requirements-min.txt0000644000000000000000000000032113615410400013643 0ustar00# minimum versions of package dependencies for installing PyNWB h5py==2.10 # support for selection of datasets with list of indices added in 2.10 hdmf==3.14.3 numpy==1.18 pandas==1.1.5 python-dateutil==2.7.3 pynwb-2.8.2/requirements-opt.txt0000644000000000000000000000020413615410400013662 0ustar00linkml-runtime==1.7.4; python_version >= "3.9" schemasheets==0.2.1; python_version >= "3.9" oaklib==0.5.32; python_version >= "3.9" pynwb-2.8.2/requirements.txt0000644000000000000000000000041513615410400013066 0ustar00# pinned dependencies to reproduce an entire development environment to use PyNWB h5py==3.11.0 hdmf==3.14.3 numpy==2.1.1; python_version > "3.9" # numpy 2.1+ is not compatible with py3.9 numpy==2.0.2; python_version == "3.9" pandas==2.2.2 python-dateutil==2.9.0.post0 pynwb-2.8.2/test.py0000644000000000000000000004052113615410400011135 0ustar00#!/usr/bin/env python import warnings import re import argparse import glob import h5py import inspect import logging import os.path import os import shutil from subprocess import run, PIPE, STDOUT import sys import traceback import unittest import importlib.util flags = { 'pynwb': 2, 'integration': 3, 'example': 4, 'backwards': 5, 'validate-examples': 6, 'ros3': 7, 'example-ros3': 8, 'validation-module': 9 } TOTAL = 0 FAILURES = 0 ERRORS = 0 class SuccessRecordingResult(unittest.TextTestResult): '''A unittest test result class that stores successful test cases as well as failures and skips. ''' def addSuccess(self, test): if not hasattr(self, 'successes'): self.successes = [test] else: self.successes.append(test) def get_all_cases_run(self): '''Return a list of each test case which failed or succeeded ''' cases = [] if hasattr(self, 'successes'): cases.extend(self.successes) cases.extend([failure[0] for failure in self.failures]) return cases def run_test_suite(directory, description="", verbose=True): global TOTAL, FAILURES, ERRORS logging.info("running %s" % description) directory = os.path.join(os.path.dirname(__file__), directory) runner = unittest.TextTestRunner(verbosity=verbose, resultclass=SuccessRecordingResult) # set top_level_dir below to prevent import name clashes between # tests/unit/test_base.py and tests/integration/hdf5/test_base.py test_result = runner.run(unittest.TestLoader().discover(directory, top_level_dir='tests')) TOTAL += test_result.testsRun FAILURES += len(test_result.failures) ERRORS += len(test_result.errors) return test_result def _import_from_file(script): modname = os.path.basename(script) spec = importlib.util.spec_from_file_location(os.path.basename(script), script) module = importlib.util.module_from_spec(spec) sys.modules[modname] = module spec.loader.exec_module(module) warning_re = re.compile("Parent module '[a-zA-Z0-9]+' not found while handling absolute import") ros3_examples = [ os.path.join('general', 'read_basics.py'), os.path.join('advanced_io', 'streaming.py'), ] allensdk_examples = [ os.path.join('domain', 'brain_observatory.py'), # TODO create separate workflow for this ] def run_example_tests(): """Run the Sphinx gallery example files, excluding ROS3-dependent ones, to check for errors.""" logging.info('running example tests') examples_scripts = list() for root, dirs, files in os.walk(os.path.join(os.path.dirname(__file__), "docs", "gallery")): for f in files: if f.endswith(".py"): name_with_parent_dir = os.path.join(os.path.basename(root), f) if name_with_parent_dir in ros3_examples or name_with_parent_dir in allensdk_examples: logging.info("Skipping %s" % name_with_parent_dir) continue examples_scripts.append(os.path.join(root, f)) __run_example_tests_helper(examples_scripts) def run_example_ros3_tests(): """Run the Sphinx gallery example files that depend on ROS3 to check for errors.""" logging.info('running example ros3 tests') examples_scripts = list() for root, dirs, files in os.walk(os.path.join(os.path.dirname(__file__), "docs", "gallery")): for f in files: if f.endswith(".py"): name_with_parent_dir = os.path.join(os.path.basename(root), f) if name_with_parent_dir not in ros3_examples: logging.info("Skipping %s" % name_with_parent_dir) continue examples_scripts.append(os.path.join(root, f)) __run_example_tests_helper(examples_scripts) def __run_example_tests_helper(examples_scripts): global TOTAL, FAILURES, ERRORS TOTAL += len(examples_scripts) for script in examples_scripts: try: logging.info("Executing %s" % script) ws = list() with warnings.catch_warnings(record=True) as tmp: _import_from_file(script) for w in tmp: # ignore RunTimeWarnings about importing if isinstance(w.message, RuntimeWarning) and not warning_re.match(str(w.message)): ws.append(w) for w in ws: warnings.showwarning(w.message, w.category, w.filename, w.lineno, w.line) except (ImportError, ValueError, ModuleNotFoundError) as e: if "linkml" in str(e): pass # this is OK because linkml is not always installed else: raise e except Exception: print(traceback.format_exc()) FAILURES += 1 ERRORS += 1 def validate_nwbs(): global TOTAL, FAILURES, ERRORS logging.info('running validation tests on NWB files') examples_nwbs = glob.glob('*.nwb') # exclude files downloaded from dandi, validation of those files is handled by dandisets-health-status checks examples_nwbs = [x for x in examples_nwbs if not x.startswith('sub-')] import pynwb from pynwb.validate import get_cached_namespaces_to_validate for nwb in examples_nwbs: try: logging.info("Validating file %s" % nwb) ws = list() with warnings.catch_warnings(record=True) as tmp: logging.info("Validating with pynwb.validate method.") is_family_nwb_file = False try: with pynwb.NWBHDF5IO(nwb, mode='r') as io: errors = pynwb.validate(io) except OSError as e: # if the file was created with the family driver, need to use the family driver to open it if 'family driver should be used' in str(e): is_family_nwb_file = True match = re.search(r'(\d+)', nwb) filename_pattern = nwb[:match.start()] + '%d' + nwb[match.end():] # infer the filename pattern memb_size = 1024**2 # note: the memb_size must be the same as the one used to create the file with h5py.File(filename_pattern, mode='r', driver='family', memb_size=memb_size) as f: with pynwb.NWBHDF5IO(file=f, manager=None, mode='r') as io: errors = pynwb.validate(io) else: raise e TOTAL += 1 if errors: FAILURES += 1 ERRORS += 1 for err in errors: print("Error: %s" % err) # if file was created with family driver, skip pynwb.validate CLI because not yet supported if is_family_nwb_file: continue namespaces, _, _ = get_cached_namespaces_to_validate(nwb) if len(namespaces) == 0: FAILURES += 1 ERRORS += 1 cmds = [] cmds += [["python", "-m", "pynwb.validate", nwb]] cmds += [["python", "-m", "pynwb.validate", "--no-cached-namespace", nwb]] for ns in namespaces: # for some reason, this logging command is necessary to correctly printing the namespace in the # next logging command logging.info("Namespace found: %s" % ns) cmds += [["python", "-m", "pynwb.validate", "--ns", ns, nwb]] for cmd in cmds: logging.info("Validating with \"%s\"." % (" ".join(cmd[:-1]))) comp = run(cmd, stdout=PIPE, stderr=STDOUT, universal_newlines=True, timeout=30) TOTAL += 1 if comp.returncode != 0: FAILURES += 1 ERRORS += 1 print("Error: %s" % comp.stdout) for w in tmp: # ignore RunTimeWarnings about importing if isinstance(w.message, RuntimeWarning) and not warning_re.match(str(w.message)): ws.append(w) for w in ws: warnings.showwarning(w.message, w.category, w.filename, w.lineno, w.line) except Exception: print(traceback.format_exc()) FAILURES += 1 ERRORS += 1 def run_integration_tests(verbose=True): pynwb_test_result = run_test_suite("tests/integration/hdf5", "integration tests", verbose=verbose) test_cases = pynwb_test_result.get_all_cases_run() import pynwb type_map = pynwb.get_type_map() tested_containers = {} for test_case in test_cases: if not hasattr(test_case, 'container'): continue container_class = test_case.container.__class__ if container_class not in tested_containers: tested_containers[container_class] = [test_case._testMethodName] else: tested_containers[container_class].append(test_case._testMethodName) count_missing = 0 for container_class in type_map.get_container_classes('core'): if container_class not in tested_containers: count_missing += 1 if verbose > 1: logging.info('%s missing test case; should define in %s' % (container_class, inspect.getfile(container_class))) if count_missing > 0: logging.info('%d classes missing integration tests in ui_write' % count_missing) else: logging.info('all classes have integration tests') run_test_suite("tests/integration/utils", "integration utils tests", verbose=verbose) def clean_up_tests(): # remove files generated from running example files files_to_remove = [ "advanced_io_example.nwb", "basic_alternative_custom_write.nwb", "basic_iterwrite_example.nwb", "basic_sparse_iterwrite_*.nwb", "basic_sparse_iterwrite_*.npy", "basics_tutorial.nwb", "behavioral_tutorial.nwb", "brain_observatory.nwb", "cache_spec_example.nwb", "ecephys_tutorial.nwb", "ecog.extensions.yaml", "ecog.namespace.yaml", "ex_test_icephys_file.nwb", "example_timeintervals_file.nwb", "exported_nwbfile.nwb", "external_linkcontainer_example.nwb", "external_linkdataset_example.nwb", "external1_example.nwb", "external2_example.nwb", "icephys_example.nwb", "icephys_pandas_testfile.nwb", "images_tutorial.nwb", "manifest.json", "mylab.extensions.yaml", "mylab.namespace.yaml", "nwbfile.nwb", "ophys_tutorial.nwb", "processed_data.nwb", "raw_data.nwb", "scratch_analysis.nwb", "sub-P11HMH_ses-20061101_ecephys+image.nwb", "test_edit.nwb", "test_edit2.nwb", "test_cortical_surface.nwb", "test_icephys_file.nwb", "test_multicontainerinterface.extensions.yaml", "test_multicontainerinterface.namespace.yaml", "test_multicontainerinterface.nwb", ] for f in files_to_remove: for name in glob.glob(f): if os.path.exists(name): os.remove(name) shutil.rmtree("zarr_tutorial.nwb.zarr") def main(): # setup and parse arguments parser = argparse.ArgumentParser('python test.py [options]') parser.set_defaults(verbosity=1, suites=[]) parser.add_argument('-v', '--verbose', const=2, dest='verbosity', action='store_const', help='run in verbose mode') parser.add_argument('-q', '--quiet', const=0, dest='verbosity', action='store_const', help='run disabling output') parser.add_argument('-p', '--pynwb', action='append_const', const=flags['pynwb'], dest='suites', help='run unit tests for pynwb package') parser.add_argument('-i', '--integration', action='append_const', const=flags['integration'], dest='suites', help='run integration tests') parser.add_argument('-e', '--example', action='append_const', const=flags['example'], dest='suites', help='run example tests') parser.add_argument('-f', '--example-ros3', action='append_const', const=flags['example-ros3'], dest='suites', help='run example tests with ros3 streaming') parser.add_argument('-b', '--backwards', action='append_const', const=flags['backwards'], dest='suites', help='run backwards compatibility tests') parser.add_argument('-w', '--validate-examples', action='append_const', const=flags['validate-examples'], dest='suites', help='run example tests and validation tests on example NWB files') parser.add_argument('-r', '--ros3', action='append_const', const=flags['ros3'], dest='suites', help='run ros3 streaming tests') parser.add_argument('-x', '--validation-module', action='append_const', const=flags['validation-module'], dest='suites', help='run tests on pynwb.validate') args = parser.parse_args() if not args.suites: args.suites = list(flags.values()) # remove from test suites run by default args.suites.pop(args.suites.index(flags['example'])) args.suites.pop(args.suites.index(flags['example-ros3'])) args.suites.pop(args.suites.index(flags['validate-examples'])) args.suites.pop(args.suites.index(flags['ros3'])) args.suites.pop(args.suites.index(flags['validation-module'])) # set up logger root = logging.getLogger() root.setLevel(logging.INFO) ch = logging.StreamHandler(sys.stdout) ch.setLevel(logging.INFO) formatter = logging.Formatter('======================================================================\n' '%(asctime)s - %(levelname)s - %(message)s') ch.setFormatter(formatter) root.addHandler(ch) warnings.simplefilter('always') warnings.filterwarnings("ignore", category=ImportWarning, module='importlib._bootstrap', message=("can't resolve package from __spec__ or __package__, falling back on __name__ " "and __path__")) # Run unit tests for pynwb package if flags['pynwb'] in args.suites: run_test_suite("tests/unit", "pynwb unit tests", verbose=args.verbosity) # Run example tests is_run_example_tests = False if flags['example'] in args.suites or flags['validate-examples'] in args.suites: run_example_tests() is_run_example_tests = True # Run example tests with ros3 streaming examples # NOTE this requires h5py to be built with ROS3 support and the dandi package to be installed # this is most easily done by creating a conda environment using environment-ros3.yml if flags['example-ros3'] in args.suites: run_example_ros3_tests() # Run validation tests on the example NWB files generated above if flags['validate-examples'] in args.suites: validate_nwbs() # Run integration tests if flags['integration'] in args.suites: run_integration_tests(verbose=args.verbosity) # Run validation module tests, requires coverage to be installed if flags['validation-module'] in args.suites: run_test_suite("tests/validation", "validation tests", verbose=args.verbosity) # Run backwards compatibility tests if flags['backwards'] in args.suites: run_test_suite("tests/back_compat", "pynwb backwards compatibility tests", verbose=args.verbosity) # Run ros3 streaming tests if flags['ros3'] in args.suites: run_test_suite("tests/integration/ros3", "pynwb ros3 streaming tests", verbose=args.verbosity) # Delete files generated from running example tests above if is_run_example_tests: clean_up_tests() final_message = 'Ran %s tests' % TOTAL exitcode = 0 if ERRORS > 0 or FAILURES > 0: exitcode = 1 _list = list() if ERRORS > 0: _list.append('errors=%d' % ERRORS) if FAILURES > 0: _list.append('failures=%d' % FAILURES) final_message = '%s - FAILED (%s)' % (final_message, ','.join(_list)) else: final_message = '%s - OK' % final_message logging.info(final_message) return exitcode if __name__ == "__main__": sys.exit(main()) pynwb-2.8.2/tox.ini0000644000000000000000000001113413615410400011115 0ustar00# Tox (https://tox.readthedocs.io/) is a tool for running tests # in multiple virtualenvs. This configuration file will run the # test suite on all supported python versions. To use it, "pip install tox" # and then run "tox" from this directory. [tox] envlist = py38, py39, py310, py311, py312 requires = pip >= 22.0 [testenv] download = True setenv = PYTHONDONTWRITEBYTECODE = 1 VIRTUALENV_PIP = 23.3.1 install_command = python -m pip install -U {opts} {packages} deps = -rrequirements-dev.txt -rrequirements.txt commands = python -m pip check # Check for conflicting packages python -m pip list python test.py -v # Test with python 3.12; pinned dev reqs; upgraded run reqs [testenv:py312-upgraded] basepython = python3.12 install_command = python -m pip install -U {opts} {packages} deps = -rrequirements-dev.txt commands = {[testenv]commands} # Test with python 3.11; optional and dev reqs (some features are not compatible with 3.12 yet) [testenv:py311-optional] basepython = python3.11 deps = -rrequirements-dev.txt -rrequirements-opt.txt commands = {[testenv]commands} # Test with python 3.12; pinned dev reqs; upgraded, pre-release run reqs [testenv:py312-prerelease] basepython = python3.12 install_command = python -m pip install -U --pre {opts} {packages} deps = -rrequirements-dev.txt commands = {[testenv]commands} # Test with python 3.8; pinned dev reqs; minimum run reqs [testenv:py38-minimum] basepython = python3.8 deps = -rrequirements-dev.txt -rrequirements-min.txt commands = {[testenv]commands} # Envs that builds wheels and source distribution [testenv:build] commands = python -m pip install --upgrade build python -m build [testenv:build-py38] basepython = python3.8 commands = {[testenv:build]commands} [testenv:build-py39] basepython = python3.9 commands = {[testenv:build]commands} [testenv:build-py310] basepython = python3.10 commands = {[testenv:build]commands} [testenv:build-py311] basepython = python3.11 commands = {[testenv:build]commands} [testenv:build-py312] basepython = python3.12 commands = {[testenv:build]commands} [testenv:build-py312-upgraded] basepython = python3.12 install_command = python -m pip install -U {opts} {packages} deps = -rrequirements-dev.txt commands = {[testenv:build]commands} [testenv:build-py312-prerelease] basepython = python3.12 install_command = python -m pip install -U --pre {opts} {packages} deps = -rrequirements-dev.txt commands = {[testenv:build]commands} [testenv:build-py38-minimum] basepython = python3.8 deps = -rrequirements-dev.txt -rrequirements-min.txt commands = {[testenv:build]commands} # Envs that will test installation from a wheel [testenv:wheelinstall] deps = null commands = python -c "import pynwb" # Envs that will execute gallery tests that do not require ROS3 # Test with pinned dev, doc, and run reqs [testenv:gallery] install_command = python -m pip install -U {opts} {packages} deps = -rrequirements.txt commands = python -m pip install . python -m pip install -r requirements-doc.txt # NOTE: allensdk (requirements-doc.txt) requires pynwb python -m pip check python -m pip list python test.py --example [testenv:gallery-py38] basepython = python3.8 deps = {[testenv:gallery]deps} commands = {[testenv:gallery]commands} [testenv:gallery-py39] basepython = python3.9 deps = {[testenv:gallery]deps} commands = {[testenv:gallery]commands} [testenv:gallery-py310] basepython = python3.10 deps = {[testenv:gallery]deps} commands = {[testenv:gallery]commands} [testenv:gallery-py311] basepython = python3.11 deps = {[testenv:gallery]deps} commands = {[testenv:gallery]commands} # Test with python 3.12; pinned dev, and doc reqs; upgraded run reqs [testenv:gallery-py312-upgraded] basepython = python3.12 deps = -rrequirements-dev.txt commands = python -m pip install -U . python -m pip install -r requirements-doc.txt # NOTE: allensdk (requirements-doc.txt) requires pynwb python -m pip check python -m pip list python test.py --example # Test with python 3.12; pinned dev, doc, and optional reqs; pre-release run reqs [testenv:gallery-py312-prerelease] basepython = python3.12 deps = -rrequirements-dev.txt commands = python -m pip install -U --pre . python -m pip install -r requirements-doc.txt # NOTE: allensdk (requirements-doc.txt) requires pynwb python -m pip check python -m pip list python test.py --example # Test with python 3.8; pinned dev and doc reqs; minimum run reqs [testenv:gallery-py38-minimum] basepython = python3.8 deps = -rrequirements-min.txt commands = {[testenv:gallery]commands} pynwb-2.8.2/docs/CONTRIBUTING.rst0000644000000000000000000002623013615410400013176 0ustar00How to contribute to NWB software and documents =============================================== .. _sec-code-of-conduct: Code of Conduct --------------- This project and everyone participating in it is governed by our `code of conduct guidelines `_. By participating, you are expected to uphold this code. Please report unacceptable behavior. .. _sec-contribution-types: Types of Contributions ---------------------- Did you find a bug? or Do you intend to add a new feature or change an existing one? ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ * **Identify the appropriate repository** for the change you are suggesting: * Use `nwb-schema `_ for any changes to the NWB format schema, schema language, storage, and other NWB related documents * Use `PyNWB `_ for any changes regarding the PyNWB API and the corresponding documentation * Use `MatNWB `_ for any changes regarding the MatNWB API and the corresponding documentation * **Ensure the feature or change was not already reported** by searching on GitHub under `PyNWB Issues `_ and `nwb-schema issues `_, respectively . * If you are unable to find an open issue addressing the problem then open a new issue on the respective repository. Be sure to include: * **brief and descriptive title** * **clear description of the problem you are trying to solve***. Describing the use case is often more important than proposing a specific solution. By describing the use case and problem you are trying to solve gives the development team and ultimately the NWB community a better understanding for the reasons of changes and enables others to suggest solutions. * **context** providing as much relevant information as possible and if available a **code sample** or an **executable test case** demonstrating the expected behavior and/or problem. * Be sure to select the appropriate labels (see :ref:`sec-issue-labels`) for your tickets so that they can be processed accordingly. * NWB is currently being developed primarily by staff at scientific research institutions and industry, most of which work on many different research projects. Please be patient, if our development team is not able to respond immediately to your issues. In particular issues that belong to later project milestones may not be reviewed or processed until work on that milestone begins. Did you write a patch that fixes a bug or implements a new feature? ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ See the ``Contributing Patches and Changes`` section below for details. Do you have questions about NWB? ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ Ask questions on our `Slack workspace `_ or sign up for our `NWB mailing list `_ for updates. Informal discussions between developers and users? ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ The https://nwb-users.slack.com slack is currently used mainly for informal discussions between developers and users. .. _sec-contributing: Contributing Patches and Changes -------------------------------- The ``dev`` branches of `PyNWB `_ and `nwb-schema `_, are protected; you cannot push to them directly. You must upload your changes by pushing a new branch, then submit your changes to the ``dev`` branch via a `Pull Request `_. This allows us to conduct automated testing of your contribution, and gives us a space for developers to discuss the contribution and request changes. If you decide to tackle an issue, please make yourself an assignee on the issue to communicate this to the team. Don't worry - this does not commit you to solving this issue. It just lets others know who they should talk to about it. From your local copy directory, use the following commands. If you have not already, you will need to clone the repo: .. code-block:: bash $ git clone --recurse-submodules https://github.com/NeurodataWithoutBorders/pynwb.git 1) First create a new branch to work on .. code-block:: bash $ git checkout -b 2) Make your changes. 3) We will automatically run tests to ensure that your contributions didn't break anything and that they follow our style guide. You can speed up the testing cycle by running these tests locally on your own computer using ``tox`` and ``flake8``. 4) Push your feature branch to origin (i.e. github) .. code-block:: bash $ git push origin 5) Once you have tested and finalized your changes, create a pull request (PR) targeting ``dev`` as the base branch: * Ensure the PR description clearly describes the problem and solution. * Include the relevant issue number if applicable. TIP: Writing e.g. "fix #613" will automatically close issue #613 when this PR is merged. * Before submitting, please ensure that the code follows the standard coding style of the respective repository. * If you would like help with your contribution, or would like to communicate contributions that are not ready to merge, submit a PR where the title begins with "[WIP]." * **NOTE:** Contributed branches will be removed by the development team after the merge is complete and should, hence, not be used after the pull request is complete. .. _sec-issue-labels: Issue Labels, Projects, and Milestones -------------------------------------- Labels ^^^^^^ Labels are used to describe the general scope of an issue, e.g., whether it describes a bug or feature request etc. Please review and select the appropriate labels for the respective Git repository: * `PyNWB issue labels `_ * `nwb-schema issue labels `_ Milestones ^^^^^^^^^^ Milestones are used to define the scope and general timeline for issues. Please review and select the appropriate milestones for the respective Git repository: * `PyNWB milestones `_ * `nwb-schema milestones `_ Projects ^^^^^^^^ Projects are currently used mainly on the NeurodataWithoutBorders organization level and are only accessible to members of the organization. Projects are used to plan and organize developments across repositories. We currently do not use projects on the individual repository level, although that might change in the future. .. _sec-styleguides: Style Guides ------------ Git Commit Message Style Guide ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ * Use the present tense ("Add feature" not "Added feature") * The first line should be short and descriptive. * Additional details may be included in further paragraphs. * If a commit fixes an issues, then include "Fix #X" where X is the number of the issue. * Reference relevant issues and pull requests liberally after the first line. Documentation Style Guide ^^^^^^^^^^^^^^^^^^^^^^^^^ All documentations is written in reStructuredText (RST) using Sphinx. Did you fix whitespace, format code, or make a purely cosmetic patch in source code? ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ Source code changes that are purely cosmetic in nature and do not add anything substantial to the stability, functionality, or testability will generally not be accepted unless they have been approved beforehand. One of the main reasons is that there are a lot of hidden costs in addition to writing the code itself, and with the limited resources of the project, we need to optimize developer time. E.g,. someone needs to test and review PRs, backporting of bug fixes gets harder, it creates noise and pollutes the git repo and many other cost factors. Format Specification Style Guide ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ **Coming soon** Python Code Style Guide ^^^^^^^^^^^^^^^^^^^^^^^ Before you create a Pull Request, make sure you are following the PyNWB style guide. To check whether your code conforms to the PyNWB style guide, simply run the ruff_ tool in the project's root directory. ``ruff`` will also sort imports automatically and check against additional code style rules. We also use ``ruff`` to sort python imports automatically and double-check that the codebase conforms to PEP8 standards, while using the codespell_ tool to check spelling. ``ruff`` and ``codespell`` are installed when you follow the developer installation instructions. See :ref:`install_developers`. .. _ruff: https://beta.ruff.rs/docs/ .. _codespell: https://github.com/codespell-project/codespell .. code:: $ ruff check . $ codespell Endorsement ----------- Please don’t take the fact that you worked with an organization (e.g., during a hackathon or via GitHub) as an endorsement of your work or your organization. It is okay to say e.g., “We worked with XXXXX to advance science” but not e.g., “XXXXX supports our work on NWB”.” License and Copyright --------------------- See the `license `_ files for details about the copyright and license. As indicated in the PyNWB license: *“You are under no obligation whatsoever to provide any bug fixes, patches, or upgrades to the features, functionality or performance of the source code ("Enhancements") to anyone; however, if you choose to make your Enhancements available either publicly, or directly to Lawrence Berkeley National Laboratory, without imposing a separate written license agreement for such Enhancements, then you hereby grant the following license: a non-exclusive, royalty-free perpetual license to install, use, modify, prepare derivative works, incorporate into other computer software, distribute, and sublicense such enhancements or derivative works thereof, in binary and source code form.”* Contributors to the NWB code base are expected to use a permissive, non-copyleft open source license. Typically 3-clause BSD is used, but any compatible license is allowed, the MIT and Apache 2.0 licenses being good alternative choices. 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The message catalogs are in %BUILDDIR%/locale. goto end ) if "%1" == "changes" ( %SPHINXBUILD% -b changes %ALLSPHINXOPTS% %BUILDDIR%/changes if errorlevel 1 exit /b 1 echo. echo.The overview file is in %BUILDDIR%/changes. goto end ) if "%1" == "linkcheck" ( %SPHINXBUILD% -W -b linkcheck %ALLSPHINXOPTS% %BUILDDIR%/linkcheck if errorlevel 1 exit /b 1 echo. echo.Link check complete; look for any errors in the above output ^ or in %BUILDDIR%/linkcheck/output.txt. goto end ) if "%1" == "doctest" ( %SPHINXBUILD% -b doctest %ALLSPHINXOPTS% %BUILDDIR%/doctest if errorlevel 1 exit /b 1 echo. echo.Testing of doctests in the sources finished, look at the ^ results in %BUILDDIR%/doctest/output.txt. goto end ) if "%1" == "apidoc" ( %SPHINXAPIDOC% -f -e --no-toc -o %RSTDIR% %SRCDIR% if errorlevel 1 exit /b 1 echo. echo.Build rst docs from source code. goto end ) :end pynwb-2.8.2/docs/gallery/README.txt0000644000000000000000000000004713615410400013670 0ustar00 .. _tutorials: Tutorials ========= pynwb-2.8.2/docs/gallery/advanced_io/README.txt0000644000000000000000000000007113615410400016121 0ustar00 .. _advanced-io-tutorials: Advanced I/O ------------ pynwb-2.8.2/docs/gallery/advanced_io/h5dataio.py0000644000000000000000000002432113615410400016477 0ustar00""" Defining HDF5 Dataset I/O Settings (chunking, compression, etc.) ================================================================ The HDF5 storage backend supports a broad range of advanced dataset I/O options, such as, chunking and compression. Here we demonstrate how to use these features from PyNWB. """ #################### # Wrapping data arrays with :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO` # --------------------------------------------------------------------------- # # In order to customize the I/O of datasets using the HDF I/O backend we simply need to wrap our datasets # using :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO`. Using H5DataIO allows us to keep the Container # classes independent of the I/O backend while still allowing us to customize HDF5-specific I/O features. # # Before we get started, lets create an NWBFile for testing so that we can add our data to it. # from datetime import datetime from dateutil.tz import tzlocal from pynwb import NWBFile start_time = datetime(2017, 4, 3, 11, tzinfo=tzlocal()) nwbfile = NWBFile( session_description="demonstrate advanced HDF5 I/O features", identifier="NWB123", session_start_time=start_time, ) #################### # Normally if we create a :py:class:`~pynwb.base.TimeSeries` we would do import numpy as np from pynwb import TimeSeries data = np.arange(100, 200, 10) timestamps = np.arange(10) test_ts = TimeSeries( name="test_regular_timeseries", data=data, unit="SIunit", timestamps=timestamps, ) nwbfile.add_acquisition(test_ts) #################### # Now let's say we want to chunk and compress the recorded data values. We now simply need to wrap our data with # :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO`. Everything else remains the same from hdmf.backends.hdf5.h5_utils import H5DataIO test_ts = TimeSeries( name="test_compressed_timeseries", data=H5DataIO(data=data, compression=True), # <---- unit="SIunit", timestamps=timestamps, ) nwbfile.add_acquisition(test_ts) #################### # This simple approach gives us access to a broad range of advanced I/O features, such as, chunking and # compression. For a complete list of all available settings see :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO`. # Here, the settings for chunking and compression are determined automatically. #################### # Chunking # -------- # # By default, data arrays are stored *contiguously*. This means that on disk/in memory the elements of a # multi-dimensional, such as, ```[[1 2] [3 4]]``` are actually stored in a one-dimensional buffer # ```1 2 3 4```. Using chunking allows us to break up our array into chunks so that our array will be # stored not in one but multiple buffers, e.g., ``[1 2] [3 4]``. Using this approach allows optimization # of data locality for I/O operations and enables the application of filters (e.g., compression) on a # per-chunk basis. ##################### # .. tip:: # # For an introduction to chunking and compression in HDF5 and h5py in particular see also the online book # `Python and HDF5 `__ # by Andrew Collette. #################### # To use chunking we again, simply need to wrap our dataset via :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO`. # Using chunking then also allows to also create resizable arrays simply by defining the ``maxshape`` of the array. data = np.arange(10000).reshape((1000, 10)) wrapped_data = H5DataIO( data=data, chunks=True, # <---- Enable chunking maxshape=(None, 10), # <---- Make the time dimension unlimited and hence resizable ) test_ts = TimeSeries( name="test_chunked_timeseries", data=wrapped_data, # <---- unit="SIunit", starting_time=0.0, rate=10.0, ) nwbfile.add_acquisition(test_ts) #################### # .. hint:: # # By also specifying ``fillvalue`` we can define the value that should be used when reading uninitialized # portions of the dataset. If no fill value has been defined, then HDF5 will use a type-appropriate default value. # #################### # .. note:: # # Chunking can help improve data read/write performance by allowing us to align chunks with common # read/write operations. You can find a discussion on how chunking can help in the # `Python and HDF5 book `__. # by Andrew Collette. But you should also know that, with great power comes great responsibility! I.e., if you choose # a bad chunk size e.g., too small chunks that don't align with our read/write operations, then chunking can # also harm I/O performance. #################### # Compression and Other I/O Filters # --------------------------------- # # HDF5 supports I/O filters, i.e, data transformation (e.g, compression) that are applied transparently on # read/write operations. I/O filters operate on a per-chunk basis in HDF5 and as such require the use of chunking. # Chunking will be automatically enabled by h5py when compression and other I/O filters are enabled. # # To use compression, we can wrap our dataset using :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO` and # define the appropriate options: wrapped_data = H5DataIO( data=data, compression="gzip", # <---- Use GZip compression_opts=4, # <---- Optional GZip aggression option ) test_ts = TimeSeries( name="test_gzipped_timeseries", data=wrapped_data, # <---- unit="SIunit", starting_time=0.0, rate=10.0, ) nwbfile.add_acquisition(test_ts) #################### # .. hint:: # # In addition to ``compression``, :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO` also allows us to # enable the ``shuffle`` and ``fletcher32`` HDF5 I/O filters. #################### # Writing the data # ---------------- # # # Writing the data now works as usual. from pynwb import NWBHDF5IO with NWBHDF5IO("advanced_io_example.nwb", "w") as io: io.write(nwbfile) #################### # Reading the data # ---------------- # # # Nothing has changed for read. All the above advanced I/O features are handled transparently. io = NWBHDF5IO("advanced_io_example.nwb", "r") nwbfile = io.read() #################### # Now lets have a look to confirm that all our I/O settings where indeed used. for k, v in nwbfile.acquisition.items(): print( "name=%s, chunks=%s, compression=%s, maxshape=%s" % (k, v.data.chunks, v.data.compression, v.data.maxshape) ) io.close() #################### # # .. code-block:: python # # name=test_regular_timeseries, chunks=None, compression=None, maxshape=(10,) # name=test_compressed_timeseries, chunks=(10,), compression=gzip, maxshape=(10,) # name=test_chunked_timeseries, chunks=(250, 5), compression=None, maxshape=(None, 10) # name=test_gzipped_timeseries, chunks=(250, 5), compression=gzip, maxshape=(1000, 10) # # As we can see, the datasets have been chunked and compressed correctly. Also, as expected, chunking # was automatically enabled for the compressed datasets. #################### # Wrapping ``h5py.Datasets`` with :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO` # --------------------------------------------------------------------------------- # # Just for completeness, :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO` also allows us to customize # how ``h5py.Dataset`` objects should be handled on write by the PyNWBs HDF5 backend via the ``link_data`` # parameter. If ``link_data`` is set to ``True`` then a ``SoftLink`` or ``ExternalLink`` will be created to # point to the HDF5 dataset On the other hand, if ``link_data`` is set to ``False`` then the dataset # be copied using `h5py.Group.copy `__ # **without copying attributes** and **without expanding soft links, external links, or references**. # # .. note:: # # When wrapping an ``h5py.Dataset`` object using H5DataIO, then all settings except ``link_data`` # will be ignored as the h5py.Dataset will either be linked to or copied as on write. #################### # Dynamically Loaded Filters # -------------------------- # # HDF5 allows you to install additional filters and use these filters as plugins. Some of these filters may have # superior performance to the default *GZIP* when it comes to read speed, write speed, or compression ratio. You can # install several of the most popular filter plugins using the # `hdf5plugin library `_. # # First, use ``pip`` to install hdf5plugin: # # ``pip install hdf5plugin`` #################### # This command automatically installs the filters. Here is an example of how you would use the Z Standard algorithm: import hdf5plugin from hdmf.backends.hdf5.h5_utils import H5DataIO from pynwb.file import TimeSeries wrapped_data = H5DataIO( data=data, **hdf5plugin.Zstd(clevel=3), # set the compression and compression_opts parameters allow_plugin_filters=True, ) test_ts = TimeSeries( name="test_gzipped_timeseries", data=wrapped_data, unit="SIunit", starting_time=0.0, rate=10.0, ) #################### # See a list of supported compressors # `here `_. #################### # .. note:: # # *h5py* (and *HDF5* more broadly) supports a number of different compression # algorithms, e.g., *GZIP*, *SZIP*, or *LZF* (or even custom compression filters). # However, only *GZIP* is built by default with HDF5, i.e., while data compressed # with *GZIP* can be read on all platforms and installation of HDF5, other # compressors may not be installed, so some users may not be able to access those # datasets. #################### # Disclaimer # ---------- # # External links included in the tutorial are being provided as a convenience and for informational purposes only; # they do not constitute an endorsement or an approval by the authors of any of the products, services or opinions of # the corporation or organization or individual. The authors bear no responsibility for the accuracy, legality or # content of the external site or for that of subsequent links. Contact the external site for answers to questions # regarding its content. # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_h5dataio.png' pynwb-2.8.2/docs/gallery/advanced_io/parallelio.py0000644000000000000000000000472613615410400017134 0ustar00""" Parallel I/O using MPI ====================== The HDF5 storage backend supports parallel I/O using the Message Passing Interface (MPI). Using this feature requires that you install ``hdf5`` and ``h5py`` against an MPI driver, and you install ``mpi4py``. The basic installation of pynwb will not work. Setup can be tricky, and is outside the scope of this tutorial (for now), and the following assumes that you have HDF5 installed in a MPI configuration. """ # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_parallelio.png' #################### # Here we: # # 1. **Instantiate a dataset for parallel write**: We create TimeSeries with 4 timestamps that we # will write in parallel # # 2. **Write to that file in parallel using MPI**: Here we assume 4 MPI ranks while each rank writes # the data for a different timestamp. # # 3. **Read from the file in parallel using MPI**: Here each of the 4 MPI ranks reads one time # step from the file # # .. code-block:: python # # from mpi4py import MPI # import numpy as np # from dateutil import tz # from pynwb import NWBHDF5IO, NWBFile, TimeSeries # from datetime import datetime # from hdmf.backends.hdf5.h5_utils import H5DataIO # # start_time = datetime(2018, 4, 25, 2, 30, 3, tzinfo=tz.gettz("US/Pacific")) # fname = "test_parallel_pynwb.nwb" # rank = MPI.COMM_WORLD.rank # The process ID (integer 0-3 for 4-process run) # # # Create file on one rank. Here we only instantiate the dataset we want to # # write in parallel but we do not write any data # if rank == 0: # nwbfile = NWBFile("aa", "aa", start_time) # data = H5DataIO(shape=(4,), maxshape=(4,), dtype=np.dtype("int")) # # nwbfile.add_acquisition( # TimeSeries(name="ts_name", description="desc", data=data, rate=100.0, unit="m") # ) # with NWBHDF5IO(fname, "w") as io: # io.write(nwbfile) # # # write to dataset in parallel # with NWBHDF5IO(fname, "a", comm=MPI.COMM_WORLD) as io: # nwbfile = io.read() # print(rank) # nwbfile.acquisition["ts_name"].data[rank] = rank # # # read from dataset in parallel # with NWBHDF5IO(fname, "r", comm=MPI.COMM_WORLD) as io: # print(io.read().acquisition["ts_name"].data[rank]) #################### # # .. note:: # # Using :py:class:`hdmf.backends.hdf5.h5_utils.H5DataIO` we can also specify further # details about the data layout, e.g., via the chunking and compression parameters. # pynwb-2.8.2/docs/gallery/advanced_io/plot_editing.py0000644000000000000000000001335713615410400017471 0ustar00""" .. _editing: Editing NWB files ================= This tutorial demonstrates how to edit NWB files in-place to make small changes to existing containers. To add or remove containers from an NWB file, see :ref:`modifying_data`. How and whether it is possible to edit an NWB file depends on the storage backend and the type of edit. .. warning:: Manually editing an existing NWB file can make the file invalid if you are not careful. We highly recommend making a copy before editing and running a validation check on the file after editing it. See :ref:`validating`. Editing datasets ---------------- When reading an HDF5 NWB file, PyNWB exposes :py:class:`h5py.Dataset` objects, which can be edited in place. For this to work, you must open the file in read/write mode (``"r+"`` or ``"a"``). First, let's create an NWB file with data: """ from pynwb import NWBHDF5IO, NWBFile, TimeSeries from datetime import datetime from dateutil.tz import tzlocal import numpy as np nwbfile = NWBFile( session_description="my first synthetic recording", identifier="EXAMPLE_ID", session_start_time=datetime.now(tzlocal()), session_id="LONELYMTN", ) nwbfile.add_acquisition( TimeSeries( name="synthetic_timeseries", description="Random values", data=np.random.randn(100, 100), unit="m", rate=10e3, ) ) with NWBHDF5IO("test_edit.nwb", "w") as io: io.write(nwbfile) ############################################## # Now, let's edit the values of the dataset with NWBHDF5IO("test_edit.nwb", "r+") as io: nwbfile = io.read() nwbfile.acquisition["synthetic_timeseries"].data[:10] = 0.0 ############################################## # You can edit the attributes of that dataset through the ``attrs`` attribute: with NWBHDF5IO("test_edit.nwb", "r+") as io: nwbfile = io.read() nwbfile.acquisition["synthetic_timeseries"].data.attrs["unit"] = "volts" ############################################## # Changing the shape of dataset # ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ # Whether it is possible to change the shape of a dataset depends on how the dataset was # created. If the dataset was created with a flexible shape, then it is possible to # change in-place. Creating a dataset with a flexible shape is done by specifying the # ``maxshape`` argument of the :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO` class # constructor. Using a ``None`` value for a component of the ``maxshape`` tuple allows # the size of the corresponding dimension to grow, such that is can be be reset arbitrarily long # in that dimension. Chunking is required for datasets with flexible shapes. Setting ``maxshape``, # hence, automatically sets chunking to ``True``, if not specified. # # First, let's create an NWB file with a dataset with a flexible shape: from hdmf.backends.hdf5.h5_utils import H5DataIO nwbfile = NWBFile( session_description="my first synthetic recording", identifier="EXAMPLE_ID", session_start_time=datetime.now(tzlocal()), session_id="LONELYMTN", ) data_io = H5DataIO(data=np.random.randn(100, 100), maxshape=(None, 100)) nwbfile.add_acquisition( TimeSeries( name="synthetic_timeseries", description="Random values", data=data_io, unit="m", rate=10e3, ) ) with NWBHDF5IO("test_edit2.nwb", "w") as io: io.write(nwbfile) ############################################## # The ``None`` value in the first component of ``maxshape`` means that the # the first dimension of the dataset is unlimited. By setting the second dimension # of ``maxshape`` to ``100``, that dimension is fixed to be no larger than ``100``. # If you do not specify a``maxshape``, then the shape of the dataset will be fixed # to the shape that the dataset was created with. Here, you can change the shape of # the first dimension of this dataset. with NWBHDF5IO("test_edit2.nwb", "r+") as io: nwbfile = io.read() nwbfile.acquisition["synthetic_timeseries"].data.resize((200, 100)) ############################################## # This will change the shape of the dataset in-place. If you try to change the shape of # a dataset with a fixed shape, you will get an error. # # .. note:: # There are several types of dataset edits that cannot be done in-place: changing the # shape of a dataset with a fixed shape, or changing the datatype, compression, # chunking, max-shape, or fill-value of a dataset. For any of these, we recommend using # the :py:class:`pynwb.NWBHDF5IO.export` method to export the data to a new file. See # :ref:`modifying_data` for more information. # # Editing groups # -------------- # Editing of groups is not yet supported in PyNWB. # To edit the attributes of a group, open the file and edit it using ``h5py``: import h5py with h5py.File("test_edit.nwb", "r+") as f: f["acquisition"]["synthetic_timeseries"].attrs["description"] = "Random values in volts" ############################################## # .. warning:: # Be careful not to edit values that will bring the file out of compliance with the # NWB specification. # # Renaming groups and datasets # ~~~~~~~~~~~~~~~~~~~~~~~~~~~~ # Rename groups and datasets in-place using the :py:meth:`~h5py.Group.move` method. For example, to rename # the ``"synthetic_timeseries"`` group: with h5py.File("test_edit.nwb", "r+") as f: f["acquisition"].move("synthetic_timeseries", "synthetic_timeseries_renamed") ############################################## # You can use this same technique to move a group or dataset to a different location in # the file. For example, to move the ``"synthetic_timeseries_renamed"`` group to the # ``"analysis"`` group: with h5py.File("test_edit.nwb", "r+") as f: f["acquisition"].move( "synthetic_timeseries_renamed", "/analysis/synthetic_timeseries_renamed", ) pynwb-2.8.2/docs/gallery/advanced_io/plot_iterative_write.py0000644000000000000000000007441313615410400021254 0ustar00""" .. _iterative_write: Iterative Data Write ==================== This example demonstrate how to iteratively write data arrays with applications to writing large arrays without loading all data into memory and streaming data write. """ #################### # Introduction # ------------ #################### # What is Iterative Data Write? # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # In the typical write process, datasets are created and written as a whole. In contrast, # iterative data write refers to the writing of the contents of a dataset in an incremental, # iterative fashion. #################### # Why Iterative Data Write? # ^^^^^^^^^^^^^^^^^^^^^^^^^ # # The possible applications for iterative data write are broad. Here we list a few typical applications # for iterative data write in practice. # # * **Large data arrays** A central challenge when dealing with large data arrays is that it is often # not feasible to load all of the data into memory. Using an iterative data write process allows us # to avoid this problem by writing the data one-subblock-at-a-time, so that we only need to hold # a small subset of the array in memory at any given time. # * **Data streaming** In the context of streaming data we are faced with several issues: # **1)** data is not available in-memory but arrives in subblocks as the stream progresses # **2)** caching the data of a stream in-memory is often prohibitively expensive and volatile # **3)** the total size of the data is often unknown ahead of time. # Iterative data write allows us to address issues 1) and 2) by enabling us to save data to a # file incrementally as it arrives from the data stream. Issue 3) is addressed in the HDF5 # storage backend via support for chunking, enabling the creation of resizable arrays. # # * **Data generators** Data generators are in many ways similar to data streams only that the # data is typically being generated locally and programmatically rather than from an external # data source. # # * **Sparse data arrays** In order to reduce storage size of sparse arrays a challenge is that while # the data array (e.g., a matrix) may be large, only a few values are set. To avoid storage overhead # for storing the full array we can employ (in HDF5) a combination of chunking, compression, and # and iterative data write to significantly reduce storage cost for sparse data. # #################### # Iterating Over Data Arrays # ^^^^^^^^^^^^^^^^^^^^^^^^^^ # # In PyNWB the process of iterating over large data arrays is implemented via the concept of # :py:class:`~hdmf.data_utils.DataChunk` and :py:class:`~hdmf.data_utils.AbstractDataChunkIterator`. # # * :py:class:`~hdmf.data_utils.DataChunk` is a simple data structure used to describe # a subset of a larger data array (i.e., a data chunk), consisting of: # # * ``DataChunk.data`` : the array with the data value(s) of the chunk and # * ``DataChunk.selection`` : the NumPy index tuple describing the location of the chunk in the whole array. # # * :py:class:`~hdmf.data_utils.AbstractDataChunkIterator` then defines a class for iterating over large # data arrays one-:py:class:`~hdmf.data_utils.DataChunk`-at-a-time. # # * :py:class:`~hdmf.data_utils.DataChunkIterator` is a specific implementation of an # :py:class:`~hdmf.data_utils.AbstractDataChunkIterator` that accepts any iterable and assumes # that we iterate over the first dimension of the data array. :py:class:`~hdmf.data_utils.DataChunkIterator` # also supports buffered read, i.e., multiple values from the input iterator can be combined to a single chunk. # This is useful for buffered I/O operations, e.g., to improve performance by accumulating data in memory and # writing larger blocks at once. # # * :py:class:`~hdmf.data_utils.GenericDataChunkIterator` is a semi-abstract version of a # :py:class:`~hdmf.data_utils.AbstractDataChunkIterator` that automatically handles the selection of # buffer regions and resolves communication of compatible chunk regions. Users specify chunk # and buffer shapes or sizes and the iterator will manage how to break the data up for write. # For further details, see the # :hdmf-docs:`GenericDataChunkIterator tutorial `. # #################### # Iterative Data Write: API # ^^^^^^^^^^^^^^^^^^^^^^^^^ # # On the front end, all a user needs to do is to create or wrap their data in a # :py:class:`~hdmf.data_utils.AbstractDataChunkIterator`. The I/O backend (e.g., # :py:class:`~hdmf.backends.hdf5.h5tools.HDF5IO` or :py:class:`~pynwb.NWBHDF5IO`) then # implements the iterative processing of the data chunk iterators. PyNWB also provides with # :py:class:`~hdmf.data_utils.DataChunkIterator` a specific implementation of a data chunk iterator # which we can use to wrap common iterable types (e.g., generators, lists, or numpy arrays). # For more advanced use cases we then need to implement our own derived class of # :py:class:`~hdmf.data_utils.AbstractDataChunkIterator`. # # .. tip:: # # Currently the HDF5 I/O backend of PyNWB (:py:class:`~hdmf.backends.hdf5.h5tools.HDF5IO`, # :py:class:`~pynwb.NWBHDF5IO`) processes iterative data writes one-dataset-at-a-time. This means, that # while you may have an arbitrary number of iterative data writes, the write is performed in order. # In the future we may use a queuing process to enable the simultaneous processing of multiple iterative writes at # the same time. # # Preparations: # ^^^^^^^^^^^^^ # # The data write in our examples really does not change. We, therefore, here create a # simple helper function first to write a simple NWBFile containing a single timeseries to # avoid repetition of the same code and to allow us to focus on the important parts of this tutorial. # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_iterative_write.png' from datetime import datetime from uuid import uuid4 from dateutil.tz import tzlocal from pynwb import NWBHDF5IO, NWBFile, TimeSeries def write_test_file(filename, data, close_io=True): """ Simple helper function to write an NWBFile with a single timeseries containing data :param filename: String with the name of the output file :param data: The data of the timeseries :param close_io: Close and destroy the NWBHDF5IO object used for writing (default=True) :returns: None if close_io==True otherwise return NWBHDF5IO object used for write """ # Create a test NWBfile start_time = datetime(2017, 4, 3, 11, tzinfo=tzlocal()) nwbfile = NWBFile( session_description="demonstrate iterative write", identifier=str(uuid4()), session_start_time=start_time, ) # Create our time series test_ts = TimeSeries( name="synthetic_timeseries", data=data, unit="n/a", rate=1.0, ) nwbfile.add_acquisition(test_ts) # Write the data to file io = NWBHDF5IO(filename, "w") io.write(nwbfile) if close_io: io.close() del io io = None return io #################### # Example: Write Data from Generators and Streams # ----------------------------------------------- # # Here we use a simple data generator but PyNWB does not make any assumptions about what happens # inside the generator. Instead of creating data programmatically, you may hence, e.g., receive # data from an acquisition system (or other source). We can use the same approach to write streaming data. #################### # Step 1: Define the data generator # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # from math import pi, sin from random import random import numpy as np def iter_sin(chunk_length=10, max_chunks=100): """ Generator creating a random number of chunks (but at most max_chunks) of length chunk_length containing random samples of sin([0, 2pi]). """ x = 0 num_chunks = 0 while x < 0.5 and num_chunks < max_chunks: val = np.asarray([sin(random() * 2 * pi) for i in range(chunk_length)]) x = random() num_chunks += 1 yield val return #################### # Step 2: Wrap the generator in a DataChunkIterator # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # from hdmf.data_utils import DataChunkIterator data = DataChunkIterator(data=iter_sin(10)) #################### # Step 3: Write the data as usual # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # Here we use our wrapped generator to create the data for a synthetic time series. write_test_file(filename="basic_iterwrite_example.nwb", data=data) #################### # Discussion # ^^^^^^^^^^ # Note, here we don't actually know how long our timeseries will be. print( "maxshape=%s, recommended_data_shape=%s, dtype=%s" % (str(data.maxshape), str(data.recommended_data_shape()), str(data.dtype)) ) #################### # As we can see :py:class:`~hdmf.data_utils.DataChunkIterator` automatically recommends # in its ``maxshape`` that the first dimensions of our array should be unlimited (``None``) and the second # dimension should be ``10`` (i.e., the length of our chunk. Since :py:class:`~hdmf.data_utils.DataChunkIterator` # has no way of knowing the minimum size of the array it automatically recommends the size of the first # chunk as the minimum size (i.e, ``(1, 10)``) and also infers the data type automatically from the first chunk. # To further customize this behavior we may also define the ``maxshape``, ``dtype``, and ``buffer_size`` when # we create the :py:class:`~hdmf.data_utils.DataChunkIterator`. # # .. tip:: # # We here used :py:class:`~hdmf.data_utils.DataChunkIterator` to conveniently wrap our data stream. # :py:class:`~hdmf.data_utils.DataChunkIterator` assumes that our generator yields in **consecutive order** # a **single** complete element along the **first dimension** of our array (i.e., iterate over the first # axis and yield one-element-at-a-time). This behavior is useful in many practical cases. However, if # this strategy does not match our needs, then using :py:class:`~hdmf.data_utils.GenericDataChunkIterator` # or implementing your own derived :py:class:`~hdmf.data_utils.AbstractDataChunkIterator` may be more # appropriate. We show an example of how to implement your own :py:class:`~hdmf.data_utils.AbstractDataChunkIterator` # next. See the :hdmf-docs:`GenericDataChunkIterator tutorial ` as # part of the HDMF documentation for details on how to use :py:class:`~hdmf.data_utils.GenericDataChunkIterator`. # #################### # Example: Optimizing Sparse Data Array I/O and Storage # ----------------------------------------------------- # # Step 1: Create a data chunk iterator for our sparse matrix # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ from hdmf.data_utils import AbstractDataChunkIterator, DataChunk class SparseMatrixIterator(AbstractDataChunkIterator): def __init__(self, shape, num_chunks, chunk_shape): """ :param shape: 2D tuple with the shape of the matrix :param num_chunks: Number of data chunks to be created :param chunk_shape: The shape of each chunk to be created :return: """ self.shape, self.num_chunks, self.chunk_shape = shape, num_chunks, chunk_shape self.__chunks_created = 0 def __iter__(self): return self def __next__(self): """ Return in each iteration a fully occupied data chunk of self.chunk_shape values at a random location within the matrix. Chunks are non-overlapping. REMEMBER: h5py does not support all the fancy indexing that numpy does so we need to make sure our selection can be handled by the backend. """ if self.__chunks_created < self.num_chunks: data = np.random.rand(np.prod(self.chunk_shape)).reshape(self.chunk_shape) xmin = ( np.random.randint(0, int(self.shape[0] / self.chunk_shape[0]), 1)[0] * self.chunk_shape[0] ) xmax = xmin + self.chunk_shape[0] ymin = ( np.random.randint(0, int(self.shape[1] / self.chunk_shape[1]), 1)[0] * self.chunk_shape[1] ) ymax = ymin + self.chunk_shape[1] self.__chunks_created += 1 return DataChunk(data=data, selection=np.s_[xmin:xmax, ymin:ymax]) else: raise StopIteration next = __next__ def recommended_chunk_shape(self): # Here we can optionally recommend what a good chunking could be. return self.chunk_shape def recommended_data_shape(self): # We know the full size of the array. In cases where we don't know the full size # this should be the minimum size. return self.shape @property def dtype(self): # The data type of our array return np.dtype(float) @property def maxshape(self): # We know the full shape of the array. If we don't know the size of a dimension # beforehand we can set the dimension to None instead return self.shape ##################### # Step 2: Instantiate our sparse matrix # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # Setting for our random sparse matrix xsize = 1000000 ysize = 1000000 num_chunks = 1000 chunk_shape = (10, 10) num_values = num_chunks * np.prod(chunk_shape) # Create our sparse matrix data. data = SparseMatrixIterator( shape=(xsize, ysize), num_chunks=num_chunks, chunk_shape=chunk_shape ) ##################### # In order to also enable compression and other advanced HDF5 dataset I/O features we can then also # wrap our data via :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO`. from hdmf.backends.hdf5.h5_utils import H5DataIO matrix2 = SparseMatrixIterator( shape=(xsize, ysize), num_chunks=num_chunks, chunk_shape=chunk_shape ) data2 = H5DataIO(data=matrix2, compression="gzip", compression_opts=4) ###################### # We can now also customize the chunking, fill value, and other settings # from hdmf.backends.hdf5.h5_utils import H5DataIO # Increase the chunk size and add compression matrix3 = SparseMatrixIterator( shape=(xsize, ysize), num_chunks=num_chunks, chunk_shape=chunk_shape ) data3 = H5DataIO(data=matrix3, chunks=(100, 100), fillvalue=np.nan) # Increase the chunk size and add compression matrix4 = SparseMatrixIterator( shape=(xsize, ysize), num_chunks=num_chunks, chunk_shape=chunk_shape ) data4 = H5DataIO( data=matrix4, compression="gzip", compression_opts=4, chunks=(100, 100), fillvalue=np.nan, ) #################### # Step 3: Write the data as usual # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # Here we simply use our ``SparseMatrixIterator`` as input for our ``TimeSeries`` write_test_file(filename="basic_sparse_iterwrite_example.nwb", data=data) write_test_file(filename="basic_sparse_iterwrite_compressed_example.nwb", data=data2) write_test_file(filename="basic_sparse_iterwrite_largechunks_example.nwb", data=data3) write_test_file( filename="basic_sparse_iterwrite_largechunks_compressed_example.nwb", data=data4 ) #################### # Check the results # ^^^^^^^^^^^^^^^^^ # # Now lets check out the size of our data file and compare it against the expected full size of our matrix import os expected_size = xsize * ysize * 8 # This is the full size of our matrix in bytes occupied_size = num_values * 8 # Number of non-zero values in out matrix file_size = os.stat( "basic_sparse_iterwrite_example.nwb" ).st_size # Real size of the file file_size_compressed = os.stat("basic_sparse_iterwrite_compressed_example.nwb").st_size file_size_largechunks = os.stat( "basic_sparse_iterwrite_largechunks_example.nwb" ).st_size file_size_largechunks_compressed = os.stat( "basic_sparse_iterwrite_largechunks_compressed_example.nwb" ).st_size mbfactor = 1000.0 * 1000 # Factor used to convert to MegaBytes print("1) Sparse Matrix Size:") print(" Expected Size : %.2f MB" % (expected_size / mbfactor)) print(" Occupied Size : %.5f MB" % (occupied_size / mbfactor)) print("2) NWB HDF5 file (no compression):") print(" File Size : %.2f MB" % (file_size / mbfactor)) print(" Reduction : %.2f x" % (expected_size / file_size)) print("3) NWB HDF5 file (with GZIP compression):") print(" File Size : %.5f MB" % (file_size_compressed / mbfactor)) print(" Reduction : %.2f x" % (expected_size / file_size_compressed)) print("4) NWB HDF5 file (large chunks):") print(" File Size : %.5f MB" % (file_size_largechunks / mbfactor)) print(" Reduction : %.2f x" % (expected_size / file_size_largechunks)) print("5) NWB HDF5 file (large chunks with compression):") print(" File Size : %.5f MB" % (file_size_largechunks_compressed / mbfactor)) print(" Reduction : %.2f x" % (expected_size / file_size_largechunks_compressed)) #################### # Discussion # ^^^^^^^^^^ # # * **1) vs 2):** While the full matrix would have a size of ``8TB`` the HDF5 file is only ``0.88MB``. This is roughly # the same as the real occupied size of ``0.8MB``. When using chunking, HDF5 does not allocate the full dataset but # only allocates chunks that actually contain data. In (2) the size of our chunks align perfectly with the # occupied chunks of our sparse matrix, hence, only the minimal amount of storage needs to be allocated. # A slight overhead (here 0.08MB) is expected because our file contains also the additional objects from # the NWBFile, plus some overhead for managing all the HDF5 metadata for all objects. # * **3) vs 2):** Adding compression does not yield any improvement here. This is expected, because, again we # selected the chunking here in a way that we already allocated the minimum amount of storage to represent our data # and lossless compression of random data is not efficient. # * **4) vs 2):** When we increase our chunk size to ``(100,100)`` (i.e., ``100x`` larger than the chunks produced by # our matrix generator) we observe an accordingly roughly ``100x`` increase in file size. This is expected # since our chunks now do not align perfectly with the occupied data and each occupied chunk is allocated fully. # * **5) vs 4):** When using compression for the larger chunks we see a significant reduction # in file size (``1.14MB`` vs. ``80MB``). This is because the allocated chunks now contain in addition to the random # values large areas of constant fill values, which compress easily. # # **Advantages:** # # * We only need to hold one :py:class:`~hdmf.data_utils.DataChunk` in memory at any given time # * Only the data chunks in the HDF5 file that contain non-default values are ever being allocated # * The overall size of our file is reduced significantly # * Reduced I/O load # * On read, users can use the array as usual # # .. tip:: # # With great power comes great responsibility **!** I/O and storage cost will depend, among other factors, # on the chunk size, compression options, and the write pattern, i.e., the number and structure of the # :py:class:`~hdmf.data_utils.DataChunk` objects written. For example, using ``(1,1)`` chunks and writing them # one value at a time would result in poor I/O performance in most practical cases, because of the large number of # chunks and large number of small I/O operations required. # # .. tip:: # # A word of caution, while this approach helps optimize storage, the in-memory representation on read is # still a dense numpy array. This behavior is convenient for many user interactions with the data but # can be problematic with regard to performance/memory when accessing large data subsets. # # .. code-block:: python # # io = NWBHDF5IO('basic_sparse_iterwrite_example.nwb', 'r') # nwbfile = io.read() # data = nwbfile.get_acquisition('synthetic_timeseries').data # <-- PyNWB does lazy load; no problem # subset = data[10:100, 10:100] # <-- Loading a subset is fine too # alldata = data[:] # <-- !!!! This would load the complete (1000000 x 1000000) array !!!! # # .. tip:: # # As we have seen here, our data chunk iterator may produce chunks in arbitrary order and locations within the # array. In the case of the HDF5 I/O backend we need to take care that the selection we yield can be understood # by h5py. #################### # Example: Convert large binary data arrays # ----------------------------------------- # # When converting large data files, a typical problem is that it is often too expensive to load all the data # into memory. This example is very similar to the data generator example only that instead of generating # data on-the-fly in-memory we are loading data from a file one-chunk-at-a-time in our generator. # #################### # Create example data # ^^^^^^^^^^^^^^^^^^^ import numpy as np # Create the test data datashape = (100, 10) # This is not really large, but we just want to show how it works num_values = np.prod(datashape) arrdata = np.arange(num_values).reshape(datashape) # Write the test data to disk temp = np.memmap( "basic_sparse_iterwrite_testdata.npy", dtype="float64", mode="w+", shape=datashape ) temp[:] = arrdata del temp # Flush to disk #################### # Step 1: Create a generator for our array # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # Note, we here use a generator for simplicity but we could equally well also implement our own # :py:class:`~hdmf.data_utils.AbstractDataChunkIterator` or use :py:class:`~hdmf.data_utils.GenericDataChunkIterator`. def iter_largearray(filename, shape, dtype="float64"): """ Generator reading [chunk_size, :] elements from our array in each iteration. """ for i in range(shape[0]): # Open the file and read the next chunk newfp = np.memmap(filename, dtype=dtype, mode="r", shape=shape) curr_data = newfp[i : (i + 1), ...][0] del newfp # Reopen the file in each iterator to prevent accumulation of data in memory yield curr_data return #################### # Step 2: Wrap the generator in a DataChunkIterator # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # from hdmf.data_utils import DataChunkIterator data = DataChunkIterator( data=iter_largearray( filename="basic_sparse_iterwrite_testdata.npy", shape=datashape ), maxshape=datashape, buffer_size=10, ) # Buffer 10 elements into a chunk, i.e., create chunks of shape (10,10) #################### # Step 3: Write the data as usual # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # write_test_file(filename="basic_sparse_iterwrite_largearray.nwb", data=data) #################### # .. tip:: # # Again, if we want to explicitly control how our data will be chunked (compressed etc.) # in the HDF5 file then we need to wrap our :py:class:`~hdmf.data_utils.DataChunkIterator` # using :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO` #################### # Discussion # ^^^^^^^^^^ # Let's verify that our data was written correctly # Read the NWB file from pynwb import NWBHDF5IO # noqa: F811 with NWBHDF5IO("basic_sparse_iterwrite_largearray.nwb", "r") as io: nwbfile = io.read() data = nwbfile.get_acquisition("synthetic_timeseries").data # Compare all the data values of our two arrays data_match = np.all(arrdata == data[:]) # Don't do this for very large arrays! # Print result message if data_match: print("Success: All data values match") else: print("ERROR: Mismatch between data") #################### # Example: Convert arrays stored in multiple files # ------------------------------------------------ # # In practice, data from recording devices may be distributed across many files, e.g., one file per time range # or one file per recording channel. Using iterative data write provides an elegant solution to this problem # as it allows us to process large arrays one-subarray-at-a-time. To make things more interesting we'll show # this for the case where each recording channel (i.e., the second dimension of our ``TimeSeries``) is broken up # across files. #################### # Create example data # ^^^^^^^^^^^^^^^^^^^ import numpy as np # Create the test data num_channels = 10 num_steps = 100 channel_files = [ "basic_sparse_iterwrite_testdata_channel_%i.npy" % i for i in range(num_channels) ] for f in channel_files: temp = np.memmap(f, dtype="float64", mode="w+", shape=(num_steps,)) temp[:] = np.arange(num_steps, dtype="float64") del temp # Flush to disk ##################### # Step 1: Create a data chunk iterator for our multifile array # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ from hdmf.data_utils import AbstractDataChunkIterator, DataChunk # noqa: F811 class MultiFileArrayIterator(AbstractDataChunkIterator): def __init__(self, channel_files, num_steps): """ :param channel_files: List of files with the channels :param num_steps: Number of timesteps per channel :return: """ self.shape = (num_steps, len(channel_files)) self.channel_files = channel_files self.num_steps = num_steps self.__curr_index = 0 def __iter__(self): return self def __next__(self): """ Return in each iteration the data from a single file """ if self.__curr_index < len(channel_files): newfp = np.memmap( channel_files[self.__curr_index], dtype="float64", mode="r", shape=(self.num_steps,), ) curr_data = newfp[:] i = self.__curr_index self.__curr_index += 1 del newfp return DataChunk(data=curr_data, selection=np.s_[:, i]) else: raise StopIteration next = __next__ def recommended_chunk_shape(self): return None # Use autochunking def recommended_data_shape(self): return self.shape @property def dtype(self): return np.dtype("float64") @property def maxshape(self): return self.shape ##################### # Step 2: Instantiate our multi file iterator # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # data = MultiFileArrayIterator(channel_files, num_steps) #################### # Step 3: Write the data as usual # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # write_test_file(filename="basic_sparse_iterwrite_multifile.nwb", data=data) #################### # Discussion # ^^^^^^^^^^ # # That's it ;-) # # .. tip:: # # Common mistakes that will result in errors on write: # # * The size of a :py:class:`~hdmf.data_utils.DataChunk` does not match the selection. # * The selection for the :py:class:`~hdmf.data_utils.DataChunk` is not supported by h5py # (e.g., unordered lists etc.) # # Other common mistakes: # # * Choosing inappropriate chunk sizes. This typically means bad performance with regard to I/O and/or storage cost. # * Using auto chunking without supplying a good recommended_data_shape. h5py auto chunking can only make a good # guess of what the chunking should be if it (at least roughly) knows what the shape of the array will be. # * Trying to wrap a data generator using the default :py:class:`~hdmf.data_utils.DataChunkIterator` # when the generator does not comply with the assumptions of the default implementation (i.e., yield # individual, complete elements along the first dimension of the array one-at-a-time). Depending on the generator, # this may or may not result in an error on write, but the array you are generating will probably end up # at least not having the intended shape. # * The shape of the chunks returned by the ``DataChunkIterator`` do not match the shape of the chunks of the # target HDF5 dataset. This can result in slow I/O performance, for example, when each chunk of an HDF5 dataset # needs to be updated multiple times on write. For example, when using compression this would mean that HDF5 # may have to read, decompress, update, compress, and write a particular chunk each time it is being updated. # # #################### # Alternative Approach: User-defined dataset write # ------------------------------------------------ # # In the above cases we used the built-in capabilities of PyNWB to perform iterative data write. To # gain more fine-grained control of the write process we can alternatively use PyNWB to setup the full # structure of our NWB file and then update select datasets afterwards. This approach is useful, e.g., # in context of parallel write and any time we need to optimize write patterns. # # #################### # Step 1: Initially allocate the data as empty # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # from hdmf.backends.hdf5.h5_utils import H5DataIO # Use H5DataIO to specify how to setup the dataset in the file dataio = H5DataIO( shape=(0, 10), # Initial shape. If the shape is known then set to full shape dtype=np.dtype("float"), # dtype of the dataset maxshape=(None, 10), # Make the time dimension resizable chunks=(131072, 2), # Use 2MB chunks compression="gzip", # Enable GZip compression compression_opts=4, # GZip aggression shuffle=True, # Enable shuffle filter fillvalue=np.nan, # Use NAN as fillvalue ) # Write a test NWB file with our dataset and keep the NWB file (i.e., the NWBHDF5IO object) open io = write_test_file( filename="basic_alternative_custom_write.nwb", data=dataio, close_io=False ) #################### # Step 2: Get the dataset(s) to be updated # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # Let's check what the data looks like before we write print( "Before write: Shape= %s, Chunks= %s, Maxshape=%s" % ( str(dataio.dataset.shape), str(dataio.dataset.chunks), str(dataio.dataset.maxshape), ) ) # Allocate space. Only needed if we didn't set the initial shape large enough dataio.dataset.resize((8, 10)) # Write 1s in timesteps 0-2 dataio.dataset[0:3, :] = 1 # Write 2s in timesteps 3-5 # NOTE: timesteps 6 and 7 are not being initialized dataio.dataset[3:6, :] = 2 # Close the file io.close() #################### # Check the results # ^^^^^^^^^^^^^^^^^ from pynwb import NWBHDF5IO # noqa io = NWBHDF5IO("basic_alternative_custom_write.nwb", mode="r") nwbfile = io.read() dataset = nwbfile.get_acquisition("synthetic_timeseries").data print( "After write: Shape= %s, Chunks= %s, Maxshape=%s" % (str(dataset.shape), str(dataset.chunks), str(dataset.maxshape)) ) print(dataset[:]) io.close() #################### # We allocated our data to be ``shape=(8, 10)`` but we only wrote data to the first 6 rows of the # array. As expected, we therefore, see our ``fillvalue`` of ``nan`` in the last two rows of the data. # pynwb-2.8.2/docs/gallery/advanced_io/plot_linking_data.py0000644000000000000000000003374413615410400020474 0ustar00""" .. _linking_data: Modular Data Storage using External Files =========================================== PyNWB supports linking between files using external links. Example Use Case: Integrating data from multiple files --------------------------------------------------------- NBWContainer classes (e.g., :py:class:`~pynwb.base.TimeSeries`) support the integration of data stored in external HDF5 files with NWB data files via external links. To make things more concrete, let's look at the following use case. We want to simultaneously record multiple data streams during data acquisition. Using the concept of external links allows us to save each data stream to an external HDF5 files during data acquisition and to afterward link the data into a single NWB file. In this case, each recording becomes represented by a separate file-system object that can be set as read-only once the experiment is done. In the following we are using :py:meth:`~pynwb.base.TimeSeries` as an example, but the same approach works for other NWBContainers as well. .. tip:: The same strategies we use here for creating External Links also apply to Soft Links. The main difference between soft and external links is that soft links point to other objects within the same file while external links point to objects in external files. .. tip:: In the case of :py:meth:`~pynwb.base.TimeSeries`, the uncorrected timestamps generated by the acquisition system can be stored (or linked) in the *sync* group. In the NWB format, hardware-recorded time data must then be corrected to a common time base (e.g., timestamps from all hardware sources aligned) before it can be included in the *timestamps* of the *TimeSeries*. This means, in the case of :py:meth:`~pynwb.base.TimeSeries` we need to be careful that we are not including data with incompatible timestamps in the same file when using external links. .. warning:: External links can become stale/break. Since external links are pointing to data in other files external links may become invalid any time files are modified on the file system, e.g., renamed, moved or access permissions are changed. Creating test data ^^^^^^^^^^^^^^^^^^ In the following we are creating two :py:meth:`~pynwb.base.TimeSeries` each written to a separate file. We then show how we can integrate these files into a single NWBFile. """ # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_linking_data.png' from datetime import datetime from uuid import uuid4 import numpy as np from dateutil.tz import tzlocal from pynwb import NWBHDF5IO, NWBFile, TimeSeries # Create the base data start_time = datetime(2017, 4, 3, 11, tzinfo=tzlocal()) data = np.arange(1000).reshape((100, 10)) timestamps = np.arange(100, dtype=float) filename1 = "external1_example.nwb" filename2 = "external2_example.nwb" filename3 = "external_linkcontainer_example.nwb" filename4 = "external_linkdataset_example.nwb" # Create the first file nwbfile1 = NWBFile( session_description="demonstrate external files", identifier=str(uuid4()), session_start_time=start_time, ) # Create the second file test_ts1 = TimeSeries( name="test_timeseries1", data=data, unit="SIunit", timestamps=timestamps ) nwbfile1.add_acquisition(test_ts1) # Write the first file with NWBHDF5IO(filename1, "w") as io: io.write(nwbfile1) # Create the second file nwbfile2 = NWBFile( session_description="demonstrate external files", identifier=str(uuid4()), session_start_time=start_time, ) # Create the second file test_ts2 = TimeSeries( name="test_timeseries2", data=data, unit="SIunit", timestamps=timestamps, ) nwbfile2.add_acquisition(test_ts2) # Write the second file with NWBHDF5IO(filename2, "w") as io: io.write(nwbfile2) ##################### # Linking to select datasets # ^^^^^^^^^^^^^^^^^^^^^^^^^^ # #################### # Step 1: Create the new NWBFile # ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ # Create the first file nwbfile4 = NWBFile( session_description="demonstrate external files", identifier=str(uuid4()), session_start_time=start_time, ) #################### # Step 2: Get the dataset you want to link to # ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ # Now let's open our test files and retrieve our timeseries. # # Get the first timeseries io1 = NWBHDF5IO(filename1, "r") nwbfile1 = io1.read() timeseries_1 = nwbfile1.get_acquisition("test_timeseries1") timeseries_1_data = timeseries_1.data #################### # Step 3: Create the object you want to link to the data # ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ # # To link to the dataset we can simply assign the data object (here `` timeseries_1.data``) to a new ``TimeSeries`` # Create a new timeseries that links to our data test_ts4 = TimeSeries( name="test_timeseries4", data=timeseries_1_data, # <------- unit="SIunit", timestamps=timestamps, ) nwbfile4.add_acquisition(test_ts4) #################### # In the above case we did not make it explicit how we want to handle the data from # our TimeSeries, this means that :py:class:`~pynwb.NWBHDF5IO` will need to # determine on write how to treat the dataset. We can make this explicit and customize this # behavior on a per-dataset basis by wrapping our dataset using # :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO` from hdmf.backends.hdf5.h5_utils import H5DataIO # Create another timeseries that links to the same data test_ts5 = TimeSeries( name="test_timeseries5", data=H5DataIO(data=timeseries_1_data, link_data=True), # <------- unit="SIunit", timestamps=timestamps, ) nwbfile4.add_acquisition(test_ts5) #################### # Step 4: Write the data # ~~~~~~~~~~~~~~~~~~~~~~~~ # with NWBHDF5IO(filename4, "w") as io4: # Use link_data=True to specify default behavior to link rather than copy data io4.write(nwbfile4, link_data=True) io1.close() ##################### # .. note:: # # In the case of TimeSeries one advantage of linking to just the main dataset is that we can now # use our own timestamps in case the timestamps in the original file are not aligned with the # clock of the NWBFile we are creating. In this way we can use the linking to "re-align" different # TimeSeries without having to copy the main data. #################### # Linking to whole Containers # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # Appending to files and linking is made possible by passing around the same # :py:class:`~hdmf.build.manager.BuildManager`. You can get a manager to pass around # using the :py:meth:`~pynwb.get_manager` function. # from pynwb import get_manager manager = get_manager() #################### # .. tip:: # # You can pass in extensions to :py:meth:`~pynwb.get_manager` using the *extensions* argument. #################### # Step 1: Get the container object you want to link to # ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ # Now let's open our test files and retrieve our timeseries. # # Get the first timeseries io1 = NWBHDF5IO(filename1, "r", manager=manager) nwbfile1 = io1.read() timeseries_1 = nwbfile1.get_acquisition("test_timeseries1") # Get the second timeseries io2 = NWBHDF5IO(filename2, "r", manager=manager) nwbfile2 = io2.read() timeseries_2 = nwbfile2.get_acquisition("test_timeseries2") #################### # Step 2: Add the container to another NWBFile # ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ # To integrate both :py:meth:`~pynwb.base.TimeSeries` into a single file we simply create a new # :py:meth:`~pynwb.file.NWBFile` and add our existing :py:meth:`~pynwb.base.TimeSeries` to it. PyNWB's # :py:class:`~pynwb.NWBHDF5IO` backend then automatically detects that the TimeSeries have already # been written to another file and will create external links for us. # # Create a new NWBFile that links to the external timeseries nwbfile3 = NWBFile( session_description="demonstrate external files", identifier=str(uuid4()), session_start_time=start_time, ) nwbfile3.add_acquisition(timeseries_1) # <-------- nwbfile3.add_acquisition(timeseries_2) # <-------- # Write our third file that includes our two timeseries as external links with NWBHDF5IO(filename3, "w", manager=manager) as io3: io3.write(nwbfile3) io1.close() io2.close() #################### # Copying an NWBFile for linking # ------------------------------ # # Using the :py:func:`~pynwb.file.NWBFile.copy` method allows us to easily create a shallow copy # of a whole NWB file with links to all data in the original file. For example, we may want to # store processed data in a new file separate from the raw data, while still being able to access # the raw data. See the :ref:`scratch` tutorial for a detailed example. # #################### # Creating a single file for sharing # ----------------------------------- # # External links are convenient but to share data we may want to hand a single file with all the # data to our collaborator rather than having to collect all relevant files. To do this, # :py:class:`~hdmf.backends.hdf5.h5tools.HDF5IO` (and in turn :py:class:`~pynwb.NWBHDF5IO`) # provide the convenience function :py:meth:`~hdmf.backends.hdf5.h5tools.HDF5IO.export`, # which can copy the file and resolves all external links. #################### # Automatically splitting large data across multiple HDF5 files # ------------------------------------------------------------------- # # For extremely large datasets it can be useful to split data across multiple files, e.g., in cases where # the file stystem does not allow for large files. While we can achieve this by writing different # components (e.g., :py:meth:`~pynwb.base.TimeSeries`) to different files as described above, # this option does not allow splitting data from single datasets. An alternative option is to use the # ``family`` driver in ``h5py`` to automatically split the NWB file into a collection of many HDF5 files. # The ``family`` driver stores the file on disk as a series of fixed-length chunks (each in its own file). # In practice, to write very large arrays, we can combine this approach with :ref:`iterative_write` to # avoid having to load all data into memory. In the example shown here we use a manual approach to # iterative write by using :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO` to create an empty dataset and # then filling in the data afterward. #################### # Step 1: Create the NWBFile as usual # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ from pynwb import NWBFile from pynwb.base import TimeSeries from datetime import datetime from hdmf.backends.hdf5 import H5DataIO import numpy as np # Create an NWBFile object nwbfile = NWBFile(session_description='example file family', identifier=str(uuid4()), session_start_time=datetime.now().astimezone()) # Create the data as an empty dataset so that we can write to it later data = H5DataIO(maxshape=(None, 10), # make the first dimension expandable dtype=np.float32, # create the data as float32 shape=(0, 10), # initial data shape to initialize as empty dataset chunks=(1000, 10) ) # Create a TimeSeries object time_series = TimeSeries(name='example_timeseries', data=data, starting_time=0.0, rate=1.0, unit='mV') # Add the TimeSeries to the NWBFile nwbfile.add_acquisition(time_series) #################### # Step 2: Open the new file with the `family` driver and write # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # Here we need to open the file with `h5py` first to set up the driver, and then we can use # that file with :py:class:`pynwb.NWBHDF5IO`. This is required, because :py:class:`pynwb.NWBHDF5IO` # currently does not support passing the `memb_size` option required by the `family` driver. import h5py from pynwb import NWBHDF5IO # Define the size of the individual files, determining the number of files to create # chunk_size = 1 * 1024**3 # 1GB per file chunk_size = 1024**2 # 1MB just for testing # filename pattern filename_pattern = 'family_nwb_file_%d.nwb' # Create the HDF5 file using the family driver with h5py.File(name=filename_pattern, mode='w', driver='family', memb_size=chunk_size) as f: # Use NWBHDF5IO to write the NWBFile to the HDF5 file with NWBHDF5IO(file=f, mode='w') as io: io.write(nwbfile) # Write new data iteratively to the file for i in range(10): start_index = i * 1000 stop_index = start_index + 1000 data.dataset.resize((stop_index, 10)) # Resize the dataset data.dataset[start_index: stop_index , :] = i # Set the additional values #################### # .. note:: # # Alternatively, we could have also used the :ref:`iterative_write` features to write the data # iteratively directly as part of the `io.write` call instead of manually afterward. #################### # Step 3: Read a file written with the family driver # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # Open the HDF5 file using the family driver with h5py.File(name=filename_pattern, mode='r', driver='family', memb_size=chunk_size) as f: # Use NWBHDF5IO to read the NWBFile from the HDF5 file with NWBHDF5IO(file=f, manager=None, mode='r') as io: nwbfile = io.read() print(nwbfile) #################### # .. note:: # # The filename you provide when using the ``family`` driver must contain a printf-style integer format code # (e.g.`%d`), which will be replaced by the file sequence number. # # .. note:: # # The ``memb_size`` parameter must be set on both write and read. As such, reading the file requires # the user to know the ``memb_size`` that was used for writing. # # .. warning:: # # The DANDI archive may not support NWB files that are split in this fashion. # # .. note:: # # Other file drivers, e.g., ``split`` or ``multi`` could be used in a similar fashion. # However, not all HDF5 drivers are supported by the the high-level API of # ``h5py`` and as such may require a bit more complex setup via the the # low-level HDF5 API in ``h5py``. # pynwb-2.8.2/docs/gallery/advanced_io/plot_zarr_io.py0000644000000000000000000000676613615410400017521 0ustar00""" Zarr IO ======= Zarr is an alternative backend option for NWB files. It is a Python package that provides an implementation of chunked, compressed, N-dimensional arrays. Zarr is a good option for large datasets because, like HDF5, it is designed to store data on disk and only load the data into memory when needed. Zarr is also a good option for parallel computing because it supports concurrent reads and writes. Note that the Zarr native storage formats are optimized for storage in cloud storage (e.g., S3). For very large files, Zarr will create many files which can lead to issues for traditional file system (that are not cloud object stores) due to limitations on the number of files per directory (this affects local disk, GDrive, Dropbox etc.). Zarr read and write is provided by the :hdmf-zarr:`hdmf-zarr<>` package. First, create an an NWBFile using PyNWB. """ # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnail_plot_nwbzarrio.png' from datetime import datetime from dateutil.tz import tzlocal import numpy as np from pynwb import NWBFile, TimeSeries # Create the NWBFile. Substitute your NWBFile generation here. nwbfile = NWBFile( session_description="my first synthetic recording", identifier="EXAMPLE_ID", session_start_time=datetime.now(tzlocal()), session_id="LONELYMTN", ) ####################################################################################### # Dataset Configuration # --------------------- # Like HDF5, Zarr provides options to chunk and compress datasets. To leverage these # features, replace all :py:class:`~hdmf.backends.hdf5.h5_utils.H5DataIO` with the analogous # :py:class:`~hdmf_zarr.utils.ZarrDataIO`, which takes compressors specified by the # :py:mod:`numcodecs` library. For example, here is an example :py:class:`.TimeSeries` # where the ``data`` Dataset is compressed with a Blosc-zstd compressor: from numcodecs import Blosc from hdmf_zarr import ZarrDataIO data_with_zarr_data_io = ZarrDataIO( data=np.random.randn(100, 100), chunks=(10, 10), fillvalue=0, compressor=Blosc(cname='zstd', clevel=3, shuffle=Blosc.SHUFFLE) ) ####################################################################################### # Now add it to the :py:class:`.NWBFile`. nwbfile.add_acquisition( TimeSeries( name="synthetic_timeseries", data=data_with_zarr_data_io, unit="m", rate=10e3, ) ) ####################################################################################### # Writing to Zarr # --------------- # To write NWB files to Zarr, replace the :py:class:`~pynwb.NWBHDF5IO` with # :py:class:`hdmf_zarr.nwb.NWBZarrIO`. from hdmf_zarr.nwb import NWBZarrIO import os path = "zarr_tutorial.nwb.zarr" absolute_path = os.path.abspath(path) with NWBZarrIO(path=path, mode="w") as io: io.write(nwbfile) ####################################################################################### # .. note:: # The main reason for using the ``absolute_path`` here is for testing purposes to # ensure links and references work as expected. Otherwise, using the relative path # here instead is fine. # # Reading from Zarr # ----------------- # To read NWB files from Zarr, replace the :py:class:`~pynwb.NWBHDF5IO` with the analogous # :py:class:`hdmf_zarr.nwb.NWBZarrIO`. with NWBZarrIO(path=absolute_path, mode="r") as io: read_nwbfile = io.read() ####################################################################################### # .. note:: # For more information, see the :hdmf-zarr:`hdmf-zarr documentation<>`. pynwb-2.8.2/docs/gallery/advanced_io/streaming.py0000644000000000000000000001706013615410400016774 0ustar00""" .. _streaming: Streaming NWB files =================== You can read specific sections within individual data files directly from remote stores such as the `DANDI Archive `_. This is especially useful for reading small pieces of data from a large NWB file stored remotely. First, you will need to get the location of the file. The code below illustrates how to do this on DANDI using the dandi API library. Getting the location of the file on DANDI ----------------------------------------- The :py:class:`~dandi.dandiapi.DandiAPIClient` can be used to get the S3 URL of any NWB file stored in the DANDI Archive. If you have not already, install the latest release of the ``dandi`` package. .. code-block:: bash pip install dandi Now you can get the url of a particular NWB file using the dandiset ID and the path of that file within the dandiset. .. note:: To learn more about the dandi API see the `DANDI Python API docs `_ """ # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_streaming.png' from dandi.dandiapi import DandiAPIClient dandiset_id = '000006' # ephys dataset from the Svoboda Lab filepath = 'sub-anm372795/sub-anm372795_ses-20170718.nwb' # 450 kB file with DandiAPIClient() as client: asset = client.get_dandiset(dandiset_id, 'draft').get_asset_by_path(filepath) s3_url = asset.get_content_url(follow_redirects=1, strip_query=True) ############################################## # Streaming Method 1: fsspec # -------------------------- # fsspec is another data streaming approach that is quite flexible and has several performance advantages. This library # creates a virtual filesystem for remote stores. With this approach, a virtual file is created for the file and # the virtual filesystem layer takes care of requesting data from the S3 bucket whenever data is # read from the virtual file. Note that this implementation is completely unaware of internals of the HDF5 format # and thus can work for **any** file, not only for the purpose of use with H5PY and PyNWB. # # First install ``fsspec`` and the dependencies of the :py:class:`~fsspec.implementations.http.HTTPFileSystem`: # # .. code-block:: bash # # pip install fsspec requests aiohttp # # Then in Python: import fsspec import pynwb import h5py from fsspec.implementations.cached import CachingFileSystem # first, create a virtual filesystem based on the http protocol fs = fsspec.filesystem("http") # create a cache to save downloaded data to disk (optional) fs = CachingFileSystem( fs=fs, cache_storage="nwb-cache", # Local folder for the cache ) # next, open the file with fs.open(s3_url, "rb") as f: with h5py.File(f) as file: with pynwb.NWBHDF5IO(file=file) as io: nwbfile = io.read() print(nwbfile.acquisition['lick_times'].time_series['lick_left_times'].data[:]) ################################## # fsspec is a library that can be used to access a variety of different store formats, including (at the time of # writing): # # .. code-block:: python # # from fsspec.registry import known_implementations # known_implementations.keys() # # file, memory, dropbox, http, https, zip, tar, gcs, gs, gdrive, sftp, ssh, ftp, hdfs, arrow_hdfs, webhdfs, s3, s3a, # wandb, oci, adl, abfs, az, cached, blockcache, filecache, simplecache, dask, dbfs, github, git, smb, jupyter, jlab, # libarchive, reference # # The S3 backend, in particular, may provide additional functionality for accessing data on DANDI. See the # `fsspec documentation on known implementations `_ # for a full updated list of supported store formats. # # One downside of this fsspec method is that fsspec is not optimized for reading HDF5 files, and so streaming data # using this method can be slow. A faster alternative is ``remfile`` described below. # # Streaming Method 2: ROS3 # ------------------------ # ROS3 stands for "read only S3" and is a driver created by the HDF5 Group that allows HDF5 to read HDF5 files stored # remotely in s3 buckets. Using this method requires that your HDF5 library is installed with the ROS3 driver enabled. # With ROS3 support enabled in h5py, we can instantiate a :py:class:`~pynwb.NWBHDF5IO` object with the S3 URL and # specify the driver as "ros3". from pynwb import NWBHDF5IO with NWBHDF5IO(s3_url, mode='r', driver='ros3') as io: nwbfile = io.read() print(nwbfile) print(nwbfile.acquisition['lick_times'].time_series['lick_left_times'].data[:]) ################################## # This will download metadata about the file from the S3 bucket to memory. The values of datasets are accessed lazily, # just like when reading an NWB file stored locally. So, slicing into a dataset will require additional time to # download the sliced data (and only the sliced data) to memory. # # .. note:: # # Pre-built h5py packages on PyPI do not include this S3 support. If you want this feature, you could use packages # from conda-forge, or build h5py from source against an HDF5 build with S3 support. You can install HDF5 with # the ROS3 driver from `conda-forge `_ using ``conda``. You may # first need to uninstall a currently installed version of ``h5py``. # # .. code-block:: bash # # pip uninstall h5py # conda install -c conda-forge "h5py>=3.2" # # Besides the extra burden of installing h5py from a non-PyPI source, one downside of this ROS3 method is that # this method does not support automatic retries in case the connection fails. ################################################## # Method 3: remfile # ----------------- # ``remfile`` is another library that enables indexing and streaming of files in s3. remfile is simple and fast, # especially for the initial load of the nwb file and for accessing small pieces of data. The caveats of ``remfile`` # are that it is a very new project that has not been tested in a variety of use-cases and caching options are # limited compared to ``fsspec``. `remfile` is a simple, lightweight dependency with a very small codebase. # # You can install ``remfile`` with pip: # # .. code-block:: bash # # pip install remfile # import h5py from pynwb import NWBHDF5IO import remfile rem_file = remfile.File(s3_url) with h5py.File(rem_file, "r") as h5py_file: with NWBHDF5IO(file=h5py_file, load_namespaces=True) as io: nwbfile = io.read() print(nwbfile.acquisition["lick_times"].time_series["lick_left_times"].data[:]) ################################################## # Which streaming method to choose? # --------------------------------- # # From a user perspective, once opened, the :py:class:`~pynwb.file.NWBFile` works the same with # fsspec, ros3, or remfile. However, in general, we currently recommend using fsspec for streaming # NWB files because it is more performant and reliable than ros3 and more widely tested than remfile. # However, if you are experiencing long wait times for the initial file load on your network, you # may want to try remfile. # # Advantages of fsspec include: # # 1. supports caching, which will dramatically speed up repeated requests for the # same region of data, # 2. automatically retries when s3 fails to return, which helps avoid errors when accessing data due to # intermittent errors in connections with S3 (remfile does this as well), # 3. works also with other storage backends (e.g., GoogleDrive or Dropbox, not just S3) and file formats, and # 4. in our experience appears to provide faster out-of-the-box performance than the ros3 driver. pynwb-2.8.2/docs/gallery/domain/README.txt0000644000000000000000000000011613615410400015134 0ustar00 .. _domain-tutorials: Domain-specific tutorials ------------------------- pynwb-2.8.2/docs/gallery/domain/brain_observatory.py0000644000000000000000000001767413615410400017563 0ustar00""" Allen Brain Observatory ================================= Create an nwb file from Allen Brain Observatory data. """ ######################################## # This example demonstrates the basic functionality of several parts of the pynwb write API, centered around the optical # physiology submodule (pynwb.ophys). We will use the allensdk as a read API, while leveraging the pynwb data model and # write api to transform and write the data back to disk. # # .. note: Using the latest allensdk package requires Python 3.6 or higher. ######################################## # .. raw:: html # :url: https://gist.githubusercontent.com/nicain/82e6b3d8f9ff5b85ef01a582e41e2389/raw/ # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_allenbrainobservatory.png' import allensdk.brain_observatory.stimulus_info as si from allensdk.core.brain_observatory_cache import BrainObservatoryCache from pynwb import NWBHDF5IO, NWBFile, TimeSeries from pynwb.device import Device from pynwb.image import ImageSeries, IndexSeries from pynwb.ophys import DfOverF, ImageSegmentation, OpticalChannel # Settings: ophys_experiment_id = 562095852 save_file_name = "brain_observatory.nwb" ######################################## # Let's begin by downloading an Allen Institute Brain Observatory file. After we cache this file locally (approx. 450 # MB), we can open data assets we wish to write into our NWB:N file. These include stimulus, acquisition, and # processing data, as well as time "epochs" (intervals of interest)". boc = BrainObservatoryCache(manifest_file="manifest.json") dataset = boc.get_ophys_experiment_data(ophys_experiment_id) metadata = dataset.get_metadata() cell_specimen_ids = dataset.get_cell_specimen_ids() timestamps, dFF = dataset.get_dff_traces() stimulus_list = [ s for s in si.SESSION_STIMULUS_MAP[metadata["session_type"]] if s != "spontaneous" ] running_data, _ = dataset.get_running_speed() trial_table = dataset.get_stimulus_table("master") trial_table["start"] = timestamps[trial_table["start"].values] trial_table["end"] = timestamps[trial_table["end"].values] epoch_table = dataset.get_stimulus_epoch_table() epoch_table["start"] = timestamps[epoch_table["start"].values] epoch_table["end"] = timestamps[epoch_table["end"].values] ######################################## # 1) First, lets create a top-level "file" container object. All the other NWB:N data components will be stored # hierarchically, relative to this container. The data won't actually be written to the file system until the end of # the script. nwbfile = NWBFile( session_description="Allen Brain Observatory dataset", identifier=str(metadata["ophys_experiment_id"]), session_start_time=metadata["session_start_time"], ) ######################################## # 2) Next, we add stimuli templates (one for each type of stimulus), and a data series that indexes these templates to # describe what stimulus was being shown during the experiment. for stimulus in stimulus_list: visual_stimulus_images = ImageSeries( name=stimulus, data=dataset.get_stimulus_template(stimulus), unit="NA", format="raw", timestamps=[0.0], ) image_index = IndexSeries( name=stimulus, data=dataset.get_stimulus_table(stimulus).frame.values, unit="NA", indexed_timeseries=visual_stimulus_images, timestamps=timestamps[dataset.get_stimulus_table(stimulus).start.values], ) nwbfile.add_stimulus_template(visual_stimulus_images) nwbfile.add_stimulus(image_index) ######################################## # 3) Besides the two-photon calcium image stack, the running speed of the animal was also recorded in this experiment. # We can store this data as a TimeSeries, in the acquisition portion of the file. running_speed = TimeSeries( name="running_speed", data=running_data, timestamps=timestamps, unit="cm/s" ) nwbfile.add_acquisition(running_speed) ######################################## # 4) In NWB:N, an "epoch" is an interval of experiment time that can slice into a timeseries (for example running_speed, # the one we just added). PyNWB uses an object-oriented approach to create links into these timeseries, so that data is # not copied multiple times. Here, we extract the stimulus epochs (both fine and coarse-grained) from the Brain # Observatory experiment using the allensdk. for _, row in trial_table.iterrows(): nwbfile.add_epoch( start_time=row.start, stop_time=row.end, timeseries=[running_speed], tags="trials", ) for _, row in epoch_table.iterrows(): nwbfile.add_epoch( start_time=row.start, stop_time=row.end, timeseries=[running_speed], tags="stimulus", ) ######################################## # 5) In the brain observatory, a two-photon microscope is used to acquire images of the calcium activity of neurons # expressing a fluorescent protein indicator. Essentially the microscope captures picture (30 times a second) at a # single depth in the visual cortex (the imaging plane). Let's use pynwb to store the metadata associated with this # hardware and experimental setup: optical_channel = OpticalChannel( name="optical_channel", description="2P Optical Channel", emission_lambda=520.0, ) device = Device(metadata["device"]) nwbfile.add_device(device) imaging_plane = nwbfile.create_imaging_plane( name="imaging_plane", optical_channel=optical_channel, description="Imaging plane ", device=device, excitation_lambda=float(metadata["excitation_lambda"].split(" ")[0]), imaging_rate=30.0, indicator="GCaMP6f", location=metadata["targeted_structure"], conversion=1.0, unit="unknown", reference_frame="unknown", ) ######################################## # The Allen Institute does not include the raw imaging signal, as this data would make the file too large. Instead, # these data are preprocessed, and a dF/F fluorescence signal extracted for each region-of-interest (ROI). To store the # chain of computations necessary to describe this data processing pipeline, pynwb provides a "processing module" with # interfaces that simplify and standardize the process of adding the steps in this provenance chain to the file: ophys_module = nwbfile.create_processing_module( name="ophys_module", description="Processing module for 2P calcium responses", ) ######################################## # 6) First, we add an image segmentation interface to the module. This interface implements a pre-defined schema and # API that facilitates writing segmentation masks for ROI's: image_segmentation_interface = ImageSegmentation(name="image_segmentation") ophys_module.add(image_segmentation_interface) plane_segmentation = image_segmentation_interface.create_plane_segmentation( name="plane_segmentation", description="Segmentation for imaging plane", imaging_plane=imaging_plane, ) for cell_specimen_id in cell_specimen_ids: curr_name = cell_specimen_id curr_image_mask = dataset.get_roi_mask_array([cell_specimen_id])[0] plane_segmentation.add_roi(id=curr_name, image_mask=curr_image_mask) ######################################## # 7) Next, we add a dF/F interface to the module. This allows us to write the dF/F timeseries data associated with # each ROI. dff_interface = DfOverF(name="dff_interface") ophys_module.add(dff_interface) rt_region = plane_segmentation.create_roi_table_region( description="segmented cells with cell_specimen_ids", ) dFF_series = dff_interface.create_roi_response_series( name="df_over_f", data=dFF, unit="NA", rois=rt_region, timestamps=timestamps, ) ######################################## # Now that we have created the data set, we can write the file to disk: with NWBHDF5IO(save_file_name, mode="w") as io: io.write(nwbfile) ######################################## # For good measure, lets read the data back in and see if everything went as planned: with NWBHDF5IO(save_file_name, mode="r") as io: nwbfile_in = io.read() pynwb-2.8.2/docs/gallery/domain/ecephys.py0000644000000000000000000003674513615410400015471 0ustar00# -*- coding: utf-8 -*- """ .. _ecephys_tutorial: Extracellular Electrophysiology Data ==================================== This tutorial describes storage of extracellular electrophysiology data in NWB in four main steps: 1. Create the electrodes table 2. Add acquired raw voltage data 3. Add LFP data 4. Add spike data It is recommended to cover :ref:`basics` before this tutorial. .. note:: It is recommended to check if your source data is supported by `NeuroConv Extracellular Electrophysiology Gallery `_. If it is supported, it is recommended to use NeuroConv to convert your data. The following examples will reference variables that may not be defined within the block they are used in. For clarity, we define them here: """ # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_ecephys.png' from datetime import datetime from uuid import uuid4 import numpy as np from dateutil.tz import tzlocal from pynwb import NWBHDF5IO, NWBFile from pynwb.ecephys import LFP, ElectricalSeries ####################### # Creating and Writing NWB files # ------------------------------ # # When creating a NWB file, the first step is to create the :py:class:`~pynwb.file.NWBFile`. nwbfile = NWBFile( session_description="my first synthetic recording", identifier=str(uuid4()), session_start_time=datetime.now(tzlocal()), experimenter=[ "Baggins, Bilbo", ], lab="Bag End Laboratory", institution="University of Middle Earth at the Shire", experiment_description="I went on an adventure to reclaim vast treasures.", keywords=["ecephys", "exploration", "wanderlust"], related_publications="doi:10.1016/j.neuron.2016.12.011", ) ####################### # Electrodes Table # ---------------- # # To store extracellular electrophysiology data, you first must create an electrodes table # describing the electrodes that generated this data. Extracellular electrodes are stored in an # ``"electrodes"`` table, which is a :py:class:`~hdmf.common.table.DynamicTable`. # # .. only:: html # # .. image:: ../../_static/Electrodes.svg # :width: 500 # :alt: electrodes table UML diagram # :align: center # # .. only:: latex # # .. image:: ../../_static/Electrodes.png # :width: 500 # :alt: electrodes table UML diagram # :align: center # # The electrodes table references a required :py:class:`~pynwb.ecephys.ElectrodeGroup`, which is used to represent a # group of electrodes. Before creating an :py:class:`~pynwb.ecephys.ElectrodeGroup`, you must define a # :py:class:`~pynwb.device.Device` object using the method :py:meth:`.NWBFile.create_device`. device = nwbfile.create_device( name="array", description="the best array", manufacturer="Probe Company 9000" ) ####################### # Once you have created the :py:class:`~pynwb.device.Device`, you can create an # :py:class:`~pynwb.ecephys.ElectrodeGroup`. Then you can add electrodes one-at-a-time with # :py:meth:`.NWBFile.add_electrode`. :py:meth:`.NWBFile.add_electrode` has two required arguments, # ``group``, which takes an :py:class:`~pynwb.ecephys.ElectrodeGroup`, and ``location``, which takes a string. It also # has a number of optional metadata fields for electrode features (e.g, ``x``, ``y``, ``z``, ``imp``, # and ``filtering``). Since this table is a :py:class:`~hdmf.common.table.DynamicTable`, we can add # additional user-specified metadata as custom columns of the table. We will be adding a ``"label"`` column to the # table. Use the following code to add electrodes for an array with 4 shanks and 3 channels per shank. nwbfile.add_electrode_column(name="label", description="label of electrode") nshanks = 4 nchannels_per_shank = 3 electrode_counter = 0 for ishank in range(nshanks): # create an electrode group for this shank electrode_group = nwbfile.create_electrode_group( name="shank{}".format(ishank), description="electrode group for shank {}".format(ishank), device=device, location="brain area", ) # add electrodes to the electrode table for ielec in range(nchannels_per_shank): nwbfile.add_electrode( group=electrode_group, label="shank{}elec{}".format(ishank, ielec), location="brain area", ) electrode_counter += 1 ####################### # Similarly to other tables in PyNWB, we can view the ``electrodes`` table in tabular form # by converting it to a pandas :py:class:`~pandas.DataFrame`. nwbfile.electrodes.to_dataframe() ####################### # .. note:: When we added an electrode with the :py:meth:`~pynwb.file.NWBFile.add_electrode` # method, we passed in the :py:class:`~pynwb.ecephys.ElectrodeGroup` object for the ``"group"`` argument. # This creates a reference from the ``"electrodes"`` table to the individual # :py:class:`~pynwb.ecephys.ElectrodeGroup` objects, one per row (electrode). ####################### # .. _ec_recordings: # # Extracellular recordings # ------------------------ # # Raw voltage traces and local-field potential (LFP) data are stored in :py:class:`~pynwb.ecephys.ElectricalSeries` # objects. :py:class:`~pynwb.ecephys.ElectricalSeries` is a subclass of :py:class:`~pynwb.base.TimeSeries` # specialized for voltage data. To create the :py:class:`~pynwb.ecephys.ElectricalSeries` objects, we need to # reference a set of rows in the ``"electrodes"`` table to indicate which electrodes were recorded. We will do this # by creating a :py:class:`~hdmf.common.table.DynamicTableRegion`, which is a type of link that allows you to reference # rows of a :py:class:`~hdmf.common.table.DynamicTable`. :py:meth:`.NWBFile.create_electrode_table_region` is a # convenience function that creates a :py:class:`~hdmf.common.table.DynamicTableRegion` which references the # ``"electrodes"`` table. all_table_region = nwbfile.create_electrode_table_region( region=list(range(electrode_counter)), # reference row indices 0 to N-1 description="all electrodes", ) #################### # Raw voltage data # ^^^^^^^^^^^^^^^^^ # # Now create an :py:class:`~pynwb.ecephys.ElectricalSeries` object to store raw data collected # during the experiment, passing in this ``all_table_region`` :py:class:`~hdmf.common.table.DynamicTableRegion` # reference to all rows of the electrodes table. # # .. only:: html # # .. image:: ../../_static/ElectricalSeries.svg # :width: 800 # :alt: electrical series UML diagram # :align: center # # .. only:: latex # # .. image:: ../../_static/ElectricalSeries.png # :width: 800 # :alt: electrical series UML diagram # :align: center # raw_data = np.random.randn(50, 12) raw_electrical_series = ElectricalSeries( name="ElectricalSeries", description="Raw acquisition traces", data=raw_data, electrodes=all_table_region, starting_time=0.0, # timestamp of the first sample in seconds relative to the session start time rate=20000.0, # in Hz ) #################### # Since this :py:class:`~pynwb.ecephys.ElectricalSeries` represents raw data from the data acquisition system, # add it to the acquisition group of the :py:class:`~pynwb.file.NWBFile`. nwbfile.add_acquisition(raw_electrical_series) #################### # LFP # ^^^ # # Now create an :py:class:`~pynwb.ecephys.ElectricalSeries` object to store LFP data collected during the experiment, # again passing in the :py:class:`~hdmf.common.table.DynamicTableRegion` reference to all rows of the ``"electrodes"`` # table. lfp_data = np.random.randn(50, 12) lfp_electrical_series = ElectricalSeries( name="ElectricalSeries", description="LFP data", data=lfp_data, electrodes=all_table_region, starting_time=0.0, rate=200.0, ) #################### # To help data analysis and visualization tools know that this :py:class:`~pynwb.ecephys.ElectricalSeries` object # represents LFP data, store the :py:class:`~pynwb.ecephys.ElectricalSeries` object inside of an # :py:class:`~pynwb.ecephys.LFP` object. This is analogous to how we can store the # :py:class:`~pynwb.behavior.SpatialSeries` object inside of a :py:class:`~pynwb.behavior.Position` object. # # .. only:: html # # .. image:: ../../_static/LFP.svg # :width: 800 # :alt: LFP UML diagram # :align: center # # .. only:: latex # # .. image:: ../../_static/LFP.png # :width: 800 # :alt: LFP UML diagram # :align: center # lfp = LFP(electrical_series=lfp_electrical_series) #################### # Unlike the raw data, which we put into the acquisition group of the :py:class:`~pynwb.file.NWBFile`, # LFP data is typically considered processed data because the raw data was filtered and downsampled to generate the LFP. # # Create a processing module named ``"ecephys"`` and add the :py:class:`~pynwb.ecephys.LFP` object to it. # This is analogous to how we can store the :py:class:`~pynwb.behavior.Position` object in a processing module # created with the method :py:meth:`.NWBFile.create_processing_module`. ecephys_module = nwbfile.create_processing_module( name="ecephys", description="processed extracellular electrophysiology data" ) ecephys_module.add(lfp) #################### # .. _units_electrode: # # Spike Times # ^^^^^^^^^^^ # # Spike times are stored in the :py:class:`~pynwb.misc.Units` table, which is a subclass of # :py:class:`~hdmf.common.table.DynamicTable`. Adding columns to the :py:class:`~pynwb.misc.Units` table is analogous # to how we can add columns to the ``"electrodes"`` and ``"trials"`` tables. Use the convenience method # :py:meth:`.NWBFile.add_unit_column` to add a new column on the :py:class:`~pynwb.misc.Units` table for the # sorting quality of the units. nwbfile.add_unit_column(name="quality", description="sorting quality") #################### # Generate some random spike data and populate the :py:class:`~pynwb.misc.Units` table using the # method :py:meth:`.NWBFile.add_unit`. firing_rate = 20 n_units = 10 res = 1000 duration = 20 for n_units_per_shank in range(n_units): spike_times = np.where(np.random.rand((res * duration)) < (firing_rate / res))[0] / res nwbfile.add_unit(spike_times=spike_times, quality="good") ####################### # The :py:class:`~pynwb.misc.Units` table can also be converted to a pandas :py:class:`~pandas.DataFrame`. nwbfile.units.to_dataframe() ####################### # Designating electrophysiology data # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # As mentioned above, :py:class:`~pynwb.ecephys.ElectricalSeries` objects # are meant for storing specific types of extracellular recordings. In addition to this # :py:class:`~pynwb.base.TimeSeries` class, NWB provides some :ref:`modules_overview` # for designating the type of data you are storing. We will briefly discuss them here, and refer the reader to # :py:mod:`API documentation ` and :ref:`basics` for more details on # using these objects. # # For storing spike data, there are two options. Which one you choose depends on what data you have available. # If you need to store the complete, continuous raw voltage traces, you should store the traces with # :py:class:`~pynwb.ecephys.ElectricalSeries` objects as :ref:`acquisition ` data, and use # the :py:class:`~pynwb.ecephys.EventDetection` class for identifying the spike events in your raw traces. # If you do not want to store the raw voltage traces and only the waveform 'snippets' surrounding spike events, # you should use the :py:class:`~pynwb.ecephys.EventWaveform` class, which can store one or more # :py:class:`~pynwb.ecephys.SpikeEventSeries` objects. # # The results of spike sorting (or clustering) should be stored in the top-level :py:class:`~pynwb.misc.Units` table. # Note that it is not required to store spike waveforms in order to store spike events or mean waveforms--if you only # want to store the spike times of clustered units you can use only the Units table. # # For local field potential data, there are two options. Again, which one you choose depends on what data you # have available. With both options, you should store your traces with :py:class:`~pynwb.ecephys.ElectricalSeries` # objects. If you are storing unfiltered local field potential data, you should store # the :py:class:`~pynwb.ecephys.ElectricalSeries` objects in :py:class:`~pynwb.ecephys.LFP` data interface object(s). # If you have filtered LFP data, you should store the :py:class:`~pynwb.ecephys.ElectricalSeries` objects in # :py:class:`~pynwb.ecephys.FilteredEphys` data interface object(s). #################### # .. _ecephys_writing: # # Writing electrophysiology data # ------------------------------ # # Once you have finished adding all of your data to the :py:class:`~pynwb.file.NWBFile`, # write the file with :py:class:`~pynwb.NWBHDF5IO`. with NWBHDF5IO("ecephys_tutorial.nwb", "w") as io: io.write(nwbfile) #################### # For more details on :py:class:`~pynwb.NWBHDF5IO`, see the :ref:`basic_writing` tutorial. #################### # .. _ecephys_reading: # # Reading electrophysiology data # ------------------------------ # # Access the raw data by indexing :py:class:`~pynwb.file.NWBFile.acquisition` # with the name of the :py:class:`~pynwb.ecephys.ElectricalSeries`, which we named ``"ElectricalSeries"``. # We can also access the LFP data by indexing :py:class:`~pynwb.file.NWBFile.processing` # with the name of the processing module ``"ecephys"``. # Then, we can access the :py:class:`~pynwb.ecephys.LFP` object inside the ``"ecephys"`` processing module # by indexing it with the name of the :py:class:`~pynwb.ecephys.LFP` object. # The default name of :py:class:`~pynwb.ecephys.LFP` objects is ``"LFP"``. # Finally, we can access the :py:class:`~pynwb.ecephys.ElectricalSeries` object inside the # :py:class:`~pynwb.ecephys.LFP` object by indexing it with the name of the # :py:class:`~pynwb.ecephys.ElectricalSeries` object, which we named ``"ElectricalSeries"``. with NWBHDF5IO("ecephys_tutorial.nwb", "r") as io: read_nwbfile = io.read() print(read_nwbfile.acquisition["ElectricalSeries"]) print(read_nwbfile.processing["ecephys"]) print(read_nwbfile.processing["ecephys"]["LFP"]) print(read_nwbfile.processing["ecephys"]["LFP"]["ElectricalSeries"]) #################### # Accessing your data # ^^^^^^^^^^^^^^^^^^^ # # Data arrays are read passively from the file. Calling the data attribute on a :py:class:`~pynwb.base.TimeSeries` # such as a :py:class:`~pynwb.ecephys.ElectricalSeries` does not read the data values, but presents an # :py:class:`h5py.Dataset` object that can be indexed to read data. You can use the ``[:]`` operator to read the entire # data array into memory. # # Load and print all the data values of the :py:class:`~pynwb.ecephys.ElectricalSeries` # object representing the LFP data. with NWBHDF5IO("ecephys_tutorial.nwb", "r") as io: read_nwbfile = io.read() print(read_nwbfile.processing["ecephys"]["LFP"]["ElectricalSeries"].data[:]) #################### # Accessing data regions # ^^^^^^^^^^^^^^^^^^^^^^ # # It is often preferable to read only a portion of the data. To do this, index # or slice into the ``data`` attribute just like if you index or slice a # :py:class:`numpy.ndarray`. # # The following code prints elements ``0:10`` in the first dimension (time) # and ``0:3`` in the second dimension (electrodes) from the LFP data we have written. # It also demonstrates how to access the spike times of the 0th unit. with NWBHDF5IO("ecephys_tutorial.nwb", "r") as io: read_nwbfile = io.read() print("section of LFP:") print(read_nwbfile.processing["ecephys"]["LFP"]["ElectricalSeries"].data[:10, :3]) print("") print("spike times from 0th unit:") print(read_nwbfile.units["spike_times"][0]) pynwb-2.8.2/docs/gallery/domain/icephys.py0000644000000000000000000001655013615410400015465 0ustar00# -*- coding: utf-8 -*- """ .. _icephys_tutorial: Intracellular Electrophysiology Data using SweepTable ===================================================== The following tutorial describes storage of intracellular electrophysiology data in NWB using the SweepTable to manage recordings. .. warning:: The use of SweepTable has been deprecated as of PyNWB >v2.0 in favor of the new hierarchical intracellular electrophysiology metadata tables to allow for a more complete description of intracellular electrophysiology experiments. See the :doc:`Intracellular electrophysiology ` tutorial for details. """ ####################### # Creating and Writing NWB files # ------------------------------ # # When creating a NWB file, the first step is to create the :py:class:`~pynwb.file.NWBFile`. The first # argument is is a brief description of the dataset. # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_icephys_sweeptable.png' from datetime import datetime from uuid import uuid4 import numpy as np from dateutil.tz import tzlocal from pynwb import NWBFile nwbfile = NWBFile( session_description="my first synthetic recording", identifier=str(uuid4()), session_start_time=datetime.now(tzlocal()), experimenter=[ "Baggins, Bilbo", ], lab="Bag End Laboratory", institution="University of Middle Earth at the Shire", experiment_description="I went on an adventure to reclaim vast treasures.", session_id="LONELYMTN001", ) ####################### # Device metadata # ^^^^^^^^^^^^^^^ # # Device metadata is represented by :py:class:`~pynwb.device.Device` objects. # To create a device, you can use the :py:class:`~pynwb.device.Device` instance method # :py:meth:`~pynwb.file.NWBFile.create_device`. device = nwbfile.create_device(name="Heka ITC-1600") ####################### # Electrode metadata # ^^^^^^^^^^^^^^^^^^ # # Intracellular electrode metadata is represented by :py:class:`~pynwb.icephys.IntracellularElectrode` objects. # To create an electrode group, you can use the :py:class:`~pynwb.file.NWBFile` instance method # :py:meth:`~pynwb.file.NWBFile.create_icephys_electrode`. elec = nwbfile.create_icephys_electrode( name="elec0", description="a mock intracellular electrode", device=device ) ####################### # Stimulus data # ^^^^^^^^^^^^^ # # Intracellular stimulus and response data are represented with subclasses of # :py:class:`~pynwb.icephys.PatchClampSeries`. There are two classes for representing stimulus # data # # - :py:class:`~pynwb.icephys.VoltageClampStimulusSeries` # - :py:class:`~pynwb.icephys.CurrentClampStimulusSeries` # # and three classes for representing response # # - :py:class:`~pynwb.icephys.VoltageClampSeries` # - :py:class:`~pynwb.icephys.CurrentClampSeries` # - :py:class:`~pynwb.icephys.IZeroClampSeries` # # Here, we will use :py:class:`~pynwb.icephys.CurrentClampStimulusSeries` to store current clamp stimulus # data and then add it to our NWBFile as stimulus data using the :py:class:`~pynwb.file.NWBFile` method # :py:meth:`~pynwb.file.NWBFile.add_stimulus`. from pynwb.icephys import CurrentClampStimulusSeries ccss = CurrentClampStimulusSeries( name="ccss", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=elec, gain=0.02, sweep_number=0, ) nwbfile.add_stimulus(ccss, use_sweep_table=True) ####################### # We now add another stimulus series but from a different sweep. TimeSeries # having the same starting time belong to the same sweep. from pynwb.icephys import VoltageClampStimulusSeries vcss = VoltageClampStimulusSeries( name="vcss", data=[2, 3, 4, 5, 6], starting_time=234.5, rate=10e3, electrode=elec, gain=0.03, sweep_number=1, ) nwbfile.add_stimulus(vcss, use_sweep_table=True) ####################### # Here, we will use :py:class:`~pynwb.icephys.CurrentClampSeries` to store current clamp # data and then add it to our NWBFile as acquired data using the :py:class:`~pynwb.file.NWBFile` method # :py:meth:`~pynwb.file.NWBFile.add_acquisition`. from pynwb.icephys import CurrentClampSeries ccs = CurrentClampSeries( name="ccs", data=[0.1, 0.2, 0.3, 0.4, 0.5], conversion=1e-12, resolution=np.nan, starting_time=123.6, rate=20e3, electrode=elec, gain=0.02, bias_current=1e-12, bridge_balance=70e6, capacitance_compensation=1e-12, sweep_number=0, ) nwbfile.add_acquisition(ccs, use_sweep_table=True) ####################### # And voltage clamp data from the second sweep using # :py:class:`~pynwb.icephys.VoltageClampSeries`. from pynwb.icephys import VoltageClampSeries vcs = VoltageClampSeries( name="vcs", data=[0.1, 0.2, 0.3, 0.4, 0.5], conversion=1e-12, resolution=np.nan, starting_time=234.5, rate=20e3, electrode=elec, gain=0.02, capacitance_slow=100e-12, resistance_comp_correction=70.0, sweep_number=1, ) nwbfile.add_acquisition(vcs, use_sweep_table=True) #################### # .. _icephys_writing: # # Once you have finished adding all of your data to the :py:class:`~pynwb.file.NWBFile`, # write the file with :py:class:`~pynwb.NWBHDF5IO`. from pynwb import NWBHDF5IO with NWBHDF5IO("icephys_example.nwb", "w") as io: io.write(nwbfile) #################### # For more details on :py:class:`~pynwb.NWBHDF5IO`, see the :ref:`basic tutorial `. #################### # .. _icephys_reading: # # Reading electrophysiology data # ------------------------------ # # Now that you have written some intracellular electrophysiology data, you can read it back in. io = NWBHDF5IO("icephys_example.nwb", "r") nwbfile = io.read() #################### # For details on retrieving data from an :py:class:`~pynwb.file.NWBFile`, we refer the reader to the # :ref:`basic tutorial `. For this tutorial, we will just get back our the # :py:class:`~pynwb.icephys.CurrentClampStimulusSeries` object we added above. # # First, get the :py:class:`~pynwb.icephys.CurrentClampStimulusSeries` we added as stimulus data. ccss = nwbfile.get_stimulus("ccss") #################### # Grabbing acquisition data can be done via :py:meth:`~pynwb.file.NWBFile.get_acquisition` vcs = nwbfile.get_acquisition("vcs") #################### # We can also get back the electrode we added. elec = nwbfile.get_icephys_electrode("elec0") #################### # Alternatively, we can also get this electrode from the :py:class:`~pynwb.icephys.CurrentClampStimulusSeries` # we retrieved above. This is exposed via the :py:meth:`~pynwb.icephys.PatchClampSeries.electrode` attribute. elec = ccss.electrode #################### # And the device name via :py:meth:`~pynwb.file.NWBFile.get_device` device = nwbfile.get_device("Heka ITC-1600") #################### # If you have data from multiple electrodes and multiple sweeps, it can be # tedious and expensive to search all :py:class:`~pynwb.icephys.PatchClampSeries` for the # :py:class:`~pynwb.base.TimeSeries` with a given sweep. # # Fortunately you don't have to do that manually, instead you can just query # the :py:class:`~pynwb.icephys.SweepTable` which stores the mapping between the # PatchClampSeries which belongs to a certain sweep number via # :py:meth:`~pynwb.icephys.SweepTable.get_series`. # # The following call will return the voltage clamp data of two timeseries # consisting of acquisition and stimulus, from sweep 1. series = nwbfile.sweep_table.get_series(1) # close the file io.close() pynwb-2.8.2/docs/gallery/domain/images.py0000644000000000000000000003365513615410400015273 0ustar00""" .. _images: Storing Image Data in NWB ========================== This tutorial will demonstrate the usage of the :py:mod:`pynwb.image` module for adding images to an :py:class:`~pynwb.file.NWBFile`. Image data can be a collection of individual images or movie segments (as a movie is simply a series of images), about the subject, the environment, the presented stimuli, or other parts related to the experiment. This tutorial focuses in particular on the usage of: * :py:class:`~pynwb.image.OpticalSeries` and :py:class:`~pynwb.misc.AbstractFeatureSeries` for series of images that were presented as stimulus * :py:class:`~pynwb.image.ImageSeries`, for series of images (movie segments); * :py:class:`~pynwb.image.GrayscaleImage`, :py:class:`~pynwb.image.RGBImage`, :py:class:`~pynwb.image.RGBAImage`, for static images; The following examples will reference variables that may not be defined within the block they are used in. For clarity, we define them here: """ # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_image_data.png' from datetime import datetime import os from uuid import uuid4 import numpy as np from dateutil import tz from PIL import Image from pynwb import NWBHDF5IO, NWBFile from pynwb.base import Images from pynwb.image import GrayscaleImage, ImageSeries, OpticalSeries, RGBAImage, RGBImage from pynwb.misc import AbstractFeatureSeries # Define file paths used in the tutorial nwbfile_path = os.path.abspath("images_tutorial.nwb") moviefiles_path = [ os.path.abspath("image/file_1.tiff"), os.path.abspath("image/file_2.tiff"), os.path.abspath("image/file_3.tiff"), ] #################### # Create an NWB File # ------------------ # # Create an :py:class:`~pynwb.file.NWBFile` object with the required fields # (``session_description``, ``identifier``, ``session_start_time``) and additional metadata. session_start_time = datetime(2018, 4, 25, 2, 30, 3, tzinfo=tz.gettz("US/Pacific")) nwbfile = NWBFile( session_description="my first synthetic recording", identifier=str(uuid4()), session_start_time=session_start_time, experimenter=[ "Baggins, Bilbo", ], lab="Bag End Laboratory", institution="University of Middle Earth at the Shire", experiment_description="I went on an adventure to reclaim vast treasures.", session_id="LONELYMTN001", ) nwbfile #################### # # .. seealso:: # You can learn more about the :py:class:`~pynwb.file.NWBFile` format in the :ref:`basics` tutorial. # # OpticalSeries: Storing series of images as stimuli # -------------------------------------------------- # # :py:class:`~pynwb.image.OpticalSeries` is for time series of images that were presented # to the subject as stimuli. # We will create an :py:class:`~pynwb.image.OpticalSeries` object with the name # ``"StimulusPresentation"`` representing what images were shown to the subject and at what times. # # Image data can be stored either in the HDF5 file or as an external image file. # For this tutorial, we will use fake image data with shape of ``('time', 'x', 'y', 'RGB') = (200, 50, 50, 3)``. # As in all :py:class:`~pynwb.base.TimeSeries`, the first dimension is time. # The second and third dimensions represent x and y. # The fourth dimension represents the RGB value (length of 3) for color images. # # NWB differentiates between acquired data and data that was presented as stimulus. # We can add it to the :py:class:`~pynwb.file.NWBFile` object as stimulus data using # the :py:meth:`~pynwb.file.NWBFile.add_stimulus` method. # image_data = np.random.randint(low=0, high=255, size=(200, 50, 50, 3), dtype=np.uint8) optical_series = OpticalSeries( name="StimulusPresentation", # required distance=0.7, # required field_of_view=[0.2, 0.3, 0.7], # required orientation="lower left", # required data=image_data, unit="n.a.", format="raw", starting_frame=[0.0], rate=1.0, comments="no comments", description="The images presented to the subject as stimuli", ) nwbfile.add_stimulus(stimulus=optical_series) #################### # AbstractFeatureSeries: Storing features of visual stimuli # --------------------------------------------------------- # # While it is usually recommended to store the entire image data as an :py:class:`~pynwb.image.OpticalSeries`, sometimes # it is useful to store features of the visual stimuli instead of or in addition to the raw image data. For example, # you may want to store the mean luminance of the image, the contrast, or the spatial frequency. This can be done using # an instance of :py:class:`~pynwb.misc.AbstractFeatureSeries`. This class is a general container for storing time # series of features that are derived from the raw image data. # Create some fake feature data feature_data = np.random.rand(200, 3) # 200 time points, 3 features # Create an AbstractFeatureSeries object abstract_feature_series = AbstractFeatureSeries( name="StimulusFeatures", data=feature_data, timestamps=np.linspace(0, 1, 200), description="Features of the visual stimuli", features=["luminance", "contrast", "spatial frequency"], feature_units=["n.a.", "n.a.", "cycles/degree"], ) # Add the AbstractFeatureSeries to the NWBFile nwbfile.add_stimulus(abstract_feature_series) #################### # Like all :py:class:`~pynwb.base.TimeSeries`, :py:class:`~pynwb.misc.AbstractFeatureSeries` specify timing using # either the ``rate`` and ``starting_time`` attributes or the ``timestamps`` attribute. # # ImageSeries: Storing series of images as acquisition # ---------------------------------------------------- # # :py:class:`~pynwb.image.ImageSeries` is a general container for time series of images acquired during # the experiment. Image data can be stored either in the HDF5 file or as an external image file. # When color images are stored in the HDF5 file the color channel order is expected to be RGB. # # We can add raw data to the :py:class:`~pynwb.file.NWBFile` object as *acquisition* using # the :py:meth:`~pynwb.file.NWBFile.add_acquisition` method. image_data = np.random.randint(low=0, high=255, size=(200, 50, 50, 3), dtype=np.uint8) behavior_images = ImageSeries( name="ImageSeries", data=image_data, description="Image data of an animal moving in environment.", unit="n.a.", format="raw", rate=1.0, starting_time=0.0, ) nwbfile.add_acquisition(behavior_images) #################### # External Files # ^^^^^^^^^^^^^^ # # External files (e.g. video files of the behaving animal) can be added to the :py:class:`~pynwb.file.NWBFile` # by creating an :py:class:`~pynwb.image.ImageSeries` object using the # :py:attr:`~pynwb.image.ImageSeries.external_file` attribute that specifies # the path to the external file(s) on disk. # The file(s) path must be relative to the path of the NWB file. # Either ``external_file`` or ``data`` must be specified, but not both. # # If the sampling rate is constant, use :py:attr:`~pynwb.base.TimeSeries.rate` and # :py:attr:`~pynwb.base.TimeSeries.starting_time` to specify time. # For irregularly sampled recordings, use :py:attr:`~pynwb.base.TimeSeries.timestamps` to specify time for each sample # image. # # Each external image may contain one or more consecutive frames of the full :py:class:`~pynwb.image.ImageSeries`. # The :py:attr:`~pynwb.image.ImageSeries.starting_frame` attribute serves as an index to indicate which frame # each file contains. # For example, if the ``external_file`` dataset has three paths to files and the first and the second file have 2 # frames, and the third file has 3 frames, then this attribute will have values `[0, 2, 4]`. external_file = [ os.path.relpath(movie_path, nwbfile_path) for movie_path in moviefiles_path ] # We have 3 movie files each containing multiple frames. We here need to specify the timestamp for each frame. timestamps = [0.0, 0.04, 0.07, 0.1, 0.14, 0.16, 0.21] behavior_external_file = ImageSeries( name="ExternalFiles", description="Behavior video of animal moving in environment.", unit="n.a.", external_file=external_file, format="external", starting_frame=[0, 2, 4], timestamps=timestamps, ) nwbfile.add_acquisition(behavior_external_file) #################### # .. note:: # See the :dandi:`External Links in NWB and DANDI ` # guidelines of the :dandi:`DANDI <>` data archive for best practices on how to organize # external files, e.g., movies and images. # # Static images # ------------- # # Static images can be stored in an :py:class:`~pynwb.file.NWBFile` object by creating an # :py:class:`~pynwb.image.RGBAImage`, :py:class:`~pynwb.image.RGBImage` or # :py:class:`~pynwb.image.GrayscaleImage` object with the image data. # # .. note:: # All basic image types :py:class:`~pynwb.image.RGBAImage`, :py:class:`~pynwb.image.RGBImage`, and # :py:class:`~pynwb.image.GrayscaleImage` provide the optional: 1) ``description`` parameter to include a # text description about the image and 2) ``resolution`` parameter to specify the *pixels / cm* resolution # of the image. # # RGBAImage: for color images with transparency # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # :py:class:`~pynwb.image.RGBAImage` is for storing data of color image with transparency. # ``RGBAImage.data`` must be 3D where the first and second dimensions # represent x and y. The third dimension has length 4 and represents the RGBA value. # img = Image.open("docs/source/figures/logo_pynwb.png") # an example image rgba_logo = RGBAImage( name="pynwb_RGBA_logo", data=np.array(img), resolution=70.0, # in pixels / cm description="RGBA version of the PyNWB logo.", ) #################### # RGBImage: for color images # ^^^^^^^^^^^^^^^^^^^^^^^^^^ # # :py:class:`~pynwb.image.RGBImage` is for storing data of RGB color image. # ``RGBImage.data`` must be 3D where the first and second dimensions # represent x and y. The third dimension has length 3 and represents the RGB value. # rgb_logo = RGBImage( name="pynwb_RGB_logo", data=np.array(img.convert("RGB")), resolution=70.0, description="RGB version of the PyNWB logo.", ) #################### # GrayscaleImage: for grayscale images # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # :py:class:`~pynwb.image.GrayscaleImage` is for storing grayscale image data. # ``GrayscaleImage.data`` must be 2D where the first and second dimensions represent x and y. # gs_logo = GrayscaleImage( name="pynwb_Grayscale_logo", data=np.array(img.convert("L")), description="Grayscale version of the PyNWB logo.", resolution=35.433071, ) #################### # Images: a container for images # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # Add the images to an :py:class:`~pynwb.base.Images` container # that accepts any of these image types. images = Images( name="logo_images", images=[rgb_logo, rgba_logo, gs_logo], description="A collection of logo images presented to the subject.", ) nwbfile.add_acquisition(images) #################### # IndexSeries for repeated images # ------------------------------- # # You may want to set up a time series of images where some images are repeated many # times. You could create an :py:class:`~pynwb.image.ImageSeries` that repeats the data # each time the image is shown, but that would be inefficient, because it would store # the same data multiple times. A better solution would be to store the unique images # once and reference those images. This is how :py:class:`~pynwb.image.IndexSeries` # works. First, create an :py:class:`~pynwb.base.Images` container with the order of # images defined using an :py:class:`~pynwb.base.ImageReferences`. Then create an # :py:class:`~pynwb.image.IndexSeries` that indexes into the # :py:class:`~pynwb.base.Images`. from scipy import misc from pynwb.base import ImageReferences from pynwb.image import GrayscaleImage, Images, IndexSeries, RGBImage gs_face = GrayscaleImage( name="gs_face", data=misc.face(gray=True), description="Grayscale version of a raccoon.", resolution=35.433071, ) rgb_face = RGBImage( name="rgb_face", data=misc.face(), resolution=70.0, description="RGB version of a raccoon.", ) images = Images( name="raccoons", images=[rgb_face, gs_face], description="A collection of raccoons.", order_of_images=ImageReferences("order_of_images", [rgb_face, gs_face]), ) idx_series = IndexSeries( name="stimuli", data=[0, 1, 0, 1], indexed_images=images, unit="N/A", timestamps=[0.1, 0.2, 0.3, 0.4], ) #################### # Here `data` contains the (0-indexed) index of the displayed image as they are ordered # in the :py:class:`~pynwb.base.ImageReferences`. # # Writing the images to an NWB File # --------------------------------------- # As demonstrated in the :ref:`basic_writing` tutorial, we will use :py:class:`~pynwb.NWBHDF5IO` # to write the file. with NWBHDF5IO(nwbfile_path, "w") as io: io.write(nwbfile) #################### # Reading and accessing data # -------------------------- # # To read the NWB file, use another :py:class:`~pynwb.NWBHDF5IO` object, # and use the :py:meth:`~pynwb.NWBHDF5IO.read` method to retrieve an # :py:class:`~pynwb.file.NWBFile` object. # # We can access the data added as acquisition to the NWB File by indexing ``nwbfile.acquisition`` # with the name of the :py:class:`~pynwb.image.ImageSeries` object "ImageSeries". # # We can also access :py:class:`~pynwb.image.OpticalSeries` data that was added to the NWB File # as stimuli by indexing ``nwbfile.stimulus`` with the name of the :py:class:`~pynwb.image.OpticalSeries` # object "StimulusPresentation". # Data arrays are read passively from the file. # Accessing the ``data`` attribute of the :py:class:`~pynwb.image.OpticalSeries` object # does not read the data values into memory, but returns an HDF5 object that can be indexed to read data. # Use the ``[:]`` operator to read the entire data array into memory. with NWBHDF5IO(nwbfile_path, "r") as io: read_nwbfile = io.read() print(read_nwbfile.acquisition["ImageSeries"]) print(read_nwbfile.stimulus["StimulusPresentation"].data[:]) pynwb-2.8.2/docs/gallery/domain/ogen.py0000644000000000000000000000620313615410400014743 0ustar00# -*- coding: utf-8 -*- """ Optogenetics ============ This tutorial will demonstrate how to write optogenetics data. Creating an NWBFile object -------------------------- When creating a NWB file, the first step is to create the :py:class:`~pynwb.file.NWBFile` object. """ # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_ogen.png' from datetime import datetime from uuid import uuid4 from dateutil.tz import tzlocal from pynwb import NWBFile nwbfile = NWBFile( session_description="my first synthetic recording", identifier=str(uuid4()), session_start_time=datetime.now(tzlocal()), experimenter="Baggins, Bilbo", lab="Bag End Laboratory", institution="University of Middle Earth at the Shire", experiment_description="I went on an adventure to reclaim vast treasures.", session_id="LONELYMTN", ) #################### # Adding optogenetic data # ----------------------- # The :py:mod:`~pynwb.ogen` module contains two data types that you will need to write optogenetics data, # :py:class:`~pynwb.ogen.OptogeneticStimulusSite`, which contains metadata about the stimulus site, and # :py:class:`~pynwb.ogen.OptogeneticSeries`, which contains the power applied by the laser over time, in watts. # # First, you need to create a :py:class:`~pynwb.device.Device` object linked to the :py:class:`~pynwb.file.NWBFile`: device = nwbfile.create_device( name="device", description="description of device", manufacturer="optional but recommended", ) #################### # Now, you can create an :py:class:`~pynwb.ogen.OptogeneticStimulusSite`. The easiest way to do this is to use the # :py:meth:`~pynwb.file.NWBFile.create_ogen_site` method. ogen_site = nwbfile.create_ogen_site( name="OptogeneticStimulusSite", device=device, description="This is an example optogenetic site.", excitation_lambda=600.0, # nm location="VISrl", ) #################### # Another equivalent approach would be to create a :py:class:`~pynwb.ogen.OptogeneticStimulusSite` and then add it to # the :py:class:`~pynwb.file.NWBFile`: from pynwb.ogen import OptogeneticStimulusSite ogen_stim_site = OptogeneticStimulusSite( name="OptogeneticStimulusSite2", device=device, description="This is an example optogenetic site.", excitation_lambda=600.0, # nm location="VISrl", ) nwbfile.add_ogen_site(ogen_stim_site) #################### # The second approach is necessary if you have an extension of :py:class:`~pynwb.ogen.OptogeneticStimulusSite`. # # With the :py:class:`~pynwb.ogen.OptogeneticStimulusSite` added, you can now create a # :py:class:`~pynwb.ogen.OptogeneticSeries`. Here, we will generate some random data using numpy and specify the # timing using ``rate``. By default, the starting time of the time series is the session start time, specified in # :py:class:`~pynwb.file.NWBFile`. # If you have samples at irregular intervals, you should use ``timestamps`` instead. import numpy as np from pynwb.ogen import OptogeneticSeries ogen_series = OptogeneticSeries( name="OptogeneticSeries", data=np.random.randn(20), # watts site=ogen_site, rate=30.0, # Hz ) nwbfile.add_stimulus(ogen_series) pynwb-2.8.2/docs/gallery/domain/ophys.py0000644000000000000000000004251413615410400015162 0ustar00# -*- coding: utf-8 -*- """ Calcium Imaging Data ==================== This tutorial will demonstrate how to write calcium imaging data. The workflow demonstrated here involves five main steps: 1. Create imaging plane 2. Add acquired two-photon images 3. Add motion correction (optional) 4. Add image segmentation 5. Add fluorescence and dF/F responses It is recommended to cover :ref:`basics` before this tutorial. .. note:: It is recommended to check if your source data is supported by `NeuroConv Optical Physiology Gallery `_. If it is supported, it is recommended to use NeuroConv to convert your data. The following examples will reference variables that may not be defined within the block they are used in. For clarity, we define them here: """ # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_ophys.png' from datetime import datetime from uuid import uuid4 import matplotlib.pyplot as plt import numpy as np from dateutil.tz import tzlocal from pynwb import NWBHDF5IO, NWBFile, TimeSeries from pynwb.image import ImageSeries from pynwb.ophys import ( CorrectedImageStack, Fluorescence, ImageSegmentation, MotionCorrection, OnePhotonSeries, OpticalChannel, RoiResponseSeries, TwoPhotonSeries, ) #################### # Creating the NWB file # --------------------- # # When creating an NWB file, the first step is to create the :py:class:`~pynwb.file.NWBFile` object. nwbfile = NWBFile( session_description="my first synthetic recording", identifier=str(uuid4()), session_start_time=datetime.now(tzlocal()), experimenter=[ "Baggins, Bilbo", ], lab="Bag End Laboratory", institution="University of Middle Earth at the Shire", experiment_description="I went on an adventure to reclaim vast treasures.", keywords=["ecephys", "exploration", "wanderlust"], related_publications="doi:10.1016/j.neuron.2016.12.011", ) #################### # Imaging Plane # ------------- # # First, we must create an :py:class:`~pynwb.ophys.ImagingPlane` object, which will hold information about the area and # method used to collect the optical imaging data. This first requires creation of a :py:class:`~pynwb.device.Device` # object for the microscope and an :py:class:`~pynwb.ophys.OpticalChannel` object. # # .. only:: html # # .. image:: ../../_static/ImagingPlane.svg # :width: 50% # :alt: imaging plane UML diagram # :align: center # # .. only:: latex # # .. image:: ../../_static/ImagingPlane.png # :width: 50% # :alt: imaging plane UML diagram # :align: center # # Create a :py:class:`~pynwb.device.Device` named ``"Microscope"`` in the :py:class:`~pynwb.file.NWBFile` object. Then # create an :py:class:`~pynwb.ophys.OpticalChannel` named ``"OpticalChannel"``. device = nwbfile.create_device( name="Microscope", description="My two-photon microscope", manufacturer="The best microscope manufacturer", ) optical_channel = OpticalChannel( name="OpticalChannel", description="an optical channel", emission_lambda=500.0, ) #################### # Now, create a :py:class:`~pynwb.ophys.ImagingPlane` named ``"ImagingPlane"``, passing in the # :py:class:`~pynwb.ophys.OpticalChannel` object and the :py:class:`~pynwb.device.Device` object. imaging_plane = nwbfile.create_imaging_plane( name="ImagingPlane", optical_channel=optical_channel, imaging_rate=30.0, description="a very interesting part of the brain", device=device, excitation_lambda=600.0, indicator="GFP", location="V1", grid_spacing=[0.01, 0.01], grid_spacing_unit="meters", origin_coords=[1.0, 2.0, 3.0], origin_coords_unit="meters", ) #################### # One-photon Series # ----------------- # Now that we have our :py:class:`~pynwb.ophys.ImagingPlane`, we can create a # :py:class:`~pynwb.ophys.OnePhotonSeries` object to store raw one-photon imaging data. # the image data will be stored inside the NWB file one_p_series = OnePhotonSeries( name="OnePhotonSeries", description="Raw 1p data", data=np.ones((1000, 100, 100)), imaging_plane=imaging_plane, rate=1.0, unit="normalized amplitude", ) #################### # Since these one-photon data are acquired data, we will add the # :py:class:`~pynwb.ophys.OnePhotonSeries` objects to the :py:class:`~pynwb.file.NWBFile` # as acquired data. nwbfile.add_acquisition(one_p_series) #################### # Two-photon Series # ----------------- # :py:class:`~pynwb.ophys.TwoPhotonSeries` objects store acquired two-photon imaging # data. This class behaves similarly to :py:class:`~pynwb.ophys.OnePhotonSeries`. # # .. only:: html # # .. image:: ../../_static/TwoPhotonSeries.svg # :width: 80% # :alt: two-photon series UML diagram # :align: center # # .. only:: latex # # .. image:: ../../_static/TwoPhotonSeries.png # :width: 80% # :alt: two-photon series UML diagram # :align: center # # the image data will be stored inside the NWB file two_p_series = TwoPhotonSeries( name="TwoPhotonSeries", description="Raw 2p data", data=np.ones((1000, 100, 100)), imaging_plane=imaging_plane, rate=1.0, unit="normalized amplitude", ) nwbfile.add_acquisition(two_p_series) #################### # Motion Correction (optional) # ---------------------------- # # You can also store the result of motion correction using a :py:class:`~pynwb.ophys.MotionCorrection` object, # which is a :py:class:`~pynwb.core.MultiContainerInterface` (similar to :py:class:`~pynwb.behavior.Position`) # which holds 1 or more :py:class:`~pynwb.ophys.CorrectedImageStack` objects. corrected = ImageSeries( name="corrected", # this must be named "corrected" description="A motion corrected image stack", data=np.ones((1000, 100, 100)), unit="na", format="raw", starting_time=0.0, rate=1.0, ) xy_translation = TimeSeries( name="xy_translation", description="x,y translation in pixels", data=np.ones((1000, 2)), unit="pixels", starting_time=0.0, rate=1.0, ) corrected_image_stack = CorrectedImageStack( corrected=corrected, original=one_p_series, xy_translation=xy_translation, ) motion_correction = MotionCorrection(corrected_image_stacks=[corrected_image_stack]) #################### # We will create a :py:class:`~pynwb.base.ProcessingModule` named "ophys" to store optical # physiology data and add the motion correction data to the :py:class:`~pynwb.file.NWBFile`. # ophys_module = nwbfile.create_processing_module( name="ophys", description="optical physiology processed data" ) ophys_module.add(motion_correction) #################### # Plane Segmentation # ------------------ # # The :py:class:`~pynwb.ophys.PlaneSegmentation` class stores the detected # regions of interest in the :py:class:`~pynwb.ophys.TwoPhotonSeries` data. # :py:class:`~pynwb.ophys.PlaneSegmentation` is a subclass of # :py:class:`~hdmf.common.table.DynamicTable`, where each row represents a # single region of interest (ROI). # # .. only:: html # # .. image:: ../../_static/PlaneSegmentation.svg # :width: 60% # :alt: plane segmentation UML diagram # :align: center # # .. only:: latex # # .. image:: ../../_static/PlaneSegmentation.png # :width: 60% # :alt: plane segmentation UML diagram # :align: center # # The :py:class:`~pynwb.ophys.ImageSegmentation` class can contain multiple # :py:class:`~pynwb.ophys.PlaneSegmentation` tables, so that we can store results # of different segmentation algorithms or different segmentation classes. # # .. only:: html # # .. image:: ../../_static/ImageSegmentation.svg # :width: 100% # :alt: image segmentation UML diagram # :align: center # # .. only:: latex # # .. image:: ../../_static/ImageSegmentation.png # :width: 100% # :alt: image segmentation UML diagram # :align: center # # First, we create an :py:class:`~pynwb.ophys.ImageSegmentation` object, then # from that object we create a :py:class:`~pynwb.ophys.PlaneSegmentation` table # with a link to the :py:class:`~pynwb.ophys.ImagingPlane` created earlier. # Then we will add the :py:class:`~pynwb.ophys.ImageSegmentation` object # to the previously created :py:class:`~pynwb.base.ProcessingModule`. img_seg = ImageSegmentation() ps = img_seg.create_plane_segmentation( name="PlaneSegmentation", description="output from segmenting my favorite imaging plane", imaging_plane=imaging_plane, reference_images=one_p_series, # optional ) ophys_module.add(img_seg) #################### # Regions Of Interest (ROIs) # -------------------------- # # Image masks # ^^^^^^^^^^^ # # You can add ROIs to the :py:class:`~pynwb.ophys.PlaneSegmentation` table using # an image mask or a pixel mask. An image mask is an array that is the same size # as a single frame of the :py:class:`~pynwb.ophys.TwoPhotonSeries` that # indicates the mask weight of each pixel in the image. Image mask values (weights) may # be boolean or continuous between 0 and 1. for _ in range(30): image_mask = np.zeros((100, 100)) # randomly generate example image masks x = np.random.randint(0, 95) y = np.random.randint(0, 95) image_mask[x:x + 5, y:y + 5] = 1 # add image mask to plane segmentation ps.add_roi(image_mask=image_mask) # show one of the image masks plt.imshow(image_mask) #################### # Pixel masks # ^^^^^^^^^^^ # # Alternatively, you could define ROIs using a pixel mask, which is an array of # triplets (x, y, weight) that have a non-zero weight. All undefined pixels are assumed # to be 0. ps2 = img_seg.create_plane_segmentation( name="PlaneSegmentation2", description="output from segmenting my favorite imaging plane", imaging_plane=imaging_plane, reference_images=one_p_series, # optional ) for _ in range(30): # randomly generate example starting points for region x = np.random.randint(0, 95) y = np.random.randint(0, 95) # define an example 4 x 3 region of pixels of weight '1' pixel_mask = [] for ix in range(x, x + 4): for iy in range(y, y + 3): pixel_mask.append((ix, iy, 1)) # add pixel mask to plane segmentation ps2.add_roi(pixel_mask=pixel_mask) #################### # Voxel masks # ^^^^^^^^^^^ # # When storing the segmentation of volumetric imaging, you can use 3D imaging masks. # Alternatively, you could define ROIs using a voxel mask, which is an array of # triplets (x, y, z, weight) that have a non-zero weight. All undefined voxels are # assumed to be 0. # # .. note:: # You need to be consistent within a :py:class:`~pynwb.ophys.PlaneSegmentation` table. # You can add ROIs either using image masks, pixel masks, or voxel masks. ps3 = img_seg.create_plane_segmentation( name="PlaneSegmentation3", description="output from segmenting my favorite imaging plane", imaging_plane=imaging_plane, reference_images=one_p_series, # optional ) from itertools import product for _ in range(30): # randomly generate example starting points for region x = np.random.randint(0, 95) y = np.random.randint(0, 95) z = np.random.randint(0, 15) # define an example 4 x 3 x 2 voxel region of weight '0.5' voxel_mask = [] for ix, iy, iz in product( range(x, x + 4), range(y, y + 3), range(z, z + 2) ): voxel_mask.append((ix, iy, iz, 0.5)) # add voxel mask to plane segmentation ps3.add_roi(voxel_mask=voxel_mask) #################### # We can view the :py:class:`~pynwb.ophys.PlaneSegmentation` table with pixel masks in # tabular form by converting it to a :py:class:`~pandas.DataFrame`. ps2.to_dataframe() #################### # Storing Fluorescence Measurements # --------------------------------- # # Now that the regions of interest are stored, you can store fluorescence data for these # ROIs. This type of data is stored using the :py:class:`~pynwb.ophys.RoiResponseSeries` # classes. # # .. only:: html # # .. image:: ../../_static/RoiResponseSeries.svg # :width: 80% # :alt: RoiResponseSeries UML diagram # :align: center # # .. only:: latex # # .. image:: ../../_static/RoiResponseSeries.png # :width: 80% # :alt: RoiResponseSeries UML diagram # :align: center # # To create a :py:class:`~pynwb.ophys.RoiResponseSeries` object, we will need to reference # a set of rows from a :py:class:`~pynwb.ophys.PlaneSegmentation` table to # indicate which ROIs correspond to which rows of your recorded data matrix. # This is done using a :py:class:`~hdmf.common.table.DynamicTableRegion`, which is a type of link that # allows you to reference specific rows of a :py:class:`~hdmf.common.table.DynamicTable`, # such as a :py:class:`~pynwb.ophys.PlaneSegmentation` table by row indices. # # # First, we create a :py:class:`~hdmf.common.table.DynamicTableRegion` that references # the first two ROIs of the :py:class:`~pynwb.ophys.PlaneSegmentation` table. rt_region = ps.create_roi_table_region( region=[0, 1], description="the first of two ROIs" ) #################### # Then we create a :py:class:`~pynwb.ophys.RoiResponseSeries` object to store fluorescence # data for those two ROIs. roi_resp_series = RoiResponseSeries( name="RoiResponseSeries", description="Fluorescence responses for two ROIs", data=np.ones((50, 2)), # 50 samples, 2 ROIs rois=rt_region, unit="lumens", rate=30.0, ) #################### # To help data analysis and visualization tools know that this # :py:class:`~pynwb.ophys.RoiResponseSeries` object represents fluorescence data, # we will store the :py:class:`~pynwb.ophys.RoiResponseSeries` object inside # of a :py:class:`~pynwb.ophys.Fluorescence` object. # Then add the :py:class:`~pynwb.ophys.Fluorescence` object into the # same :py:class:`~pynwb.base.ProcessingModule` named ``"ophys"`` that we created earlier. # # .. only:: html # # .. image:: ../../_static/Fluorescence.svg # :width: 100% # :alt: fluorescence UML diagram # :align: center # # .. only:: latex # # .. image:: ../../_static/Fluorescence.png # :width: 100% # :alt: fluorescence UML diagram # :align: center fl = Fluorescence(roi_response_series=roi_resp_series) ophys_module.add(fl) #################### # .. tip:: # If you want to store dF/F data instead of fluorescence data, then store # the :py:class:`~pynwb.ophys.RoiResponseSeries` object in a # :py:class:`~pynwb.ophys.DfOverF` object, which works the same way as the # :py:class:`~pynwb.ophys.Fluorescence` class. # #################### # Write the file # --------------------------------- # Once we have finished adding all of our data to our # :py:class:`~pynwb.file.NWBFile`, make sure to write the file. # IO operations are carried out using :py:class:`~pynwb.NWBHDF5IO`. with NWBHDF5IO("ophys_tutorial.nwb", "w") as io: io.write(nwbfile) #################### # Read the NWBFile # ---------------- # # We can access the raw data by indexing ``nwbfile.acquisition`` with a name # of the :py:class:`~pynwb.ophys.TwoPhotonSeries`, e.g., ``"TwoPhotonSeries1"``. # # We can also access the fluorescence responses by indexing ``nwbfile.processing`` # with the name of the processing module, ``"ophys"``. # Then, we can access the :py:class:`~pynwb.ophys.Fluorescence` object inside # of the ``"ophys"`` processing module by indexing it with the name of the # :py:class:`~pynwb.ophys.Fluorescence` object. The default name of # :py:class:`~pynwb.ophys.Fluorescence` objects is ``"Fluorescence"``. # Finally, we can access the :py:class:`~pynwb.ophys.RoiResponseSeries` object # inside the :py:class:`~pynwb.ophys.Fluorescence` object by indexing it # with the name of the :py:class:`~pynwb.ophys.RoiResponseSeries` object, # which we named ``"RoiResponseSeries"``. with NWBHDF5IO("ophys_tutorial.nwb", "r") as io: read_nwbfile = io.read() print(read_nwbfile.acquisition["TwoPhotonSeries"]) print(read_nwbfile.processing["ophys"]) print(read_nwbfile.processing["ophys"]["Fluorescence"]) print(read_nwbfile.processing["ophys"]["Fluorescence"]["RoiResponseSeries"]) #################### # Accessing your data # ------------------------------ # # Data arrays are read passively from the file. # Calling the data attribute on a :py:class:`~pynwb.base.TimeSeries` # such as a :py:class:`~pynwb.ophys.RoiResponseSeries` does not read the data # values, but presents an ``h5py`` object that can be indexed to read data. # You can use the ``[:]`` operator to read the entire data array into memory. # Load and print all the data values of the :py:class:`~pynwb.ophys.RoiResponseSeries` # object representing the fluorescence data. with NWBHDF5IO("ophys_tutorial.nwb", "r") as io: read_nwbfile = io.read() print(read_nwbfile.acquisition["TwoPhotonSeries"]) print(read_nwbfile.processing["ophys"]["Fluorescence"]["RoiResponseSeries"].data[:]) #################### # Accessing data regions # ------------------------------ # # It is often preferable to read only a portion of the data. To do this, index # or slice into the data attribute just like if you were indexing or slicing a # :py:mod:`numpy` array. # # The following code prints elements ``0:10`` in the first dimension (time) # and ``0:3`` (ROIs) in the second dimension from the fluorescence data we have written. with NWBHDF5IO("ophys_tutorial.nwb", "r") as io: read_nwbfile = io.read() roi_resp_series = read_nwbfile.processing["ophys"]["Fluorescence"][ "RoiResponseSeries" ] print("section of fluorescence responses:") print(roi_resp_series.data[0:10, 0:3]) pynwb-2.8.2/docs/gallery/domain/plot_behavior.py0000644000000000000000000004030513615410400016651 0ustar00""" .. _behavior_basics: Behavior Data ================================== This tutorial will demonstrate the usage of the :py:mod:`pynwb.behavior` module for adding behavioral data to an :py:class:`~pynwb.file.NWBFile`. .. seealso:: You can learn more about the :py:class:`~pynwb.file.NWBFile` format in the :ref:`basics` tutorial. The examples below follow this general workflow for adding behavior data to an :py:class:`~pynwb.file.NWBFile`: * create an object: * :py:class:`~pynwb.base.TimeSeries` for continuous time series data, * :py:class:`~pynwb.behavior.SpatialSeries` for continuous spatial data (e.g. position, direction relative to some reference frame), * :py:class:`~pynwb.misc.IntervalSeries` or :py:class:`~pynwb.epoch.TimeIntervals` for time intervals * store that object inside a behavior interface object: * :py:class:`~pynwb.behavior.Position` for position measured over time * :py:class:`~pynwb.behavior.CompassDirection` for view angle measured over time * :py:class:`~pynwb.behavior.BehavioralTimeSeries` for continuous time series data * :py:class:`~pynwb.behavior.BehavioralEvents` for behavioral events (e.g. reward amount) * :py:class:`~pynwb.behavior.BehavioralEpochs` for behavioral intervals (e.g. sleep intervals) * :py:class:`~pynwb.behavior.PupilTracking` for eye-tracking data of pupil size * :py:class:`~pynwb.behavior.EyeTracking` for eye-tracking data of gaze direction * create a behavior processing module for the :py:class:`~pynwb.file.NWBFile` and add the interface object(s) to it The following examples will reference variables that may not be defined within the block they are used in. For clarity, we define them here: """ # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_behavior.png' from datetime import datetime from uuid import uuid4 import numpy as np from dateutil.tz import tzlocal from pynwb import NWBHDF5IO, NWBFile, TimeSeries from pynwb.behavior import ( BehavioralEpochs, BehavioralEvents, BehavioralTimeSeries, CompassDirection, EyeTracking, Position, PupilTracking, SpatialSeries, ) from pynwb.epoch import TimeIntervals from pynwb.misc import IntervalSeries #################### # Create an NWB File # ------------------ # # Create an :py:class:`~pynwb.file.NWBFile` object with the required fields # (``session_description``, ``identifier``, ``session_start_time``) and additional metadata. nwbfile = NWBFile( session_description="my first synthetic recording", identifier=str(uuid4()), session_start_time=datetime.now(tzlocal()), experimenter=[ "Baggins, Bilbo", ], lab="Bag End Laboratory", institution="University of Middle Earth at the Shire", experiment_description="I went on an adventure to reclaim vast treasures.", session_id="LONELYMTN001", ) nwbfile #################### # SpatialSeries: Storing continuous spatial data # ---------------------------------------------- # # :py:class:`~pynwb.behavior.SpatialSeries` is a subclass of :py:class:`~pynwb.base.TimeSeries` # that represents data in space, such as the spatial direction, e.g., of gaze or travel, # or position of an animal over time. # # Create data that corresponds to x, y position over time. position_data = np.array([np.linspace(0, 10, 50), np.linspace(0, 8, 50)]).T position_data.shape #################### # In :py:class:`~pynwb.behavior.SpatialSeries` ``data``, the first dimension is always time (in seconds), # the second dimension represents the x, y position (in meters). # # .. note:: # :py:class:`~pynwb.behavior.SpatialSeries` data should be stored as one continuous stream, # as it is acquired, not by trial as is often reshaped for analysis. # Data can be trial-aligned on-the-fly using the trials table. See the :ref:`time_intervals` tutorial # for further information. # # For position data ``reference_frame`` indicates the zero-position, e.g. # the 0,0 point might be the bottom-left corner of an enclosure, as viewed from the tracking camera. # In :py:class:`~pynwb.behavior.SpatialSeries`, the ``bounds`` field allows the user to set # the boundary range, i.e., (min, max), for each dimension of ``data``. The units are the same as in ``data``. # This field does not enforce a boundary on the dataset itself. timestamps = np.linspace(0, 50) / 200 position_spatial_series = SpatialSeries( name="SpatialSeries", description="Position (x, y) in an open field.", data=position_data, bounds=[(0,50), (0,50)], timestamps=timestamps, reference_frame="(0,0) is bottom left corner", ) position_spatial_series #################### # Position: Storing position measured over time # --------------------------------------------- # # To help data analysis and visualization tools know that this :py:class:`~pynwb.behavior.SpatialSeries` object # represents the position of the subject, store the :py:class:`~pynwb.behavior.SpatialSeries` object inside # a :py:class:`~pynwb.behavior.Position` object, which can hold one or more :py:class:`~pynwb.behavior.SpatialSeries` # objects. position = Position(spatial_series=position_spatial_series) #################### # # .. seealso:: # You can learn more about the :py:class:`~pynwb.behavior.SpatialSeries` data type and # :py:class:`~pynwb.behavior.Position` interface in the :ref:`basic_spatialseries` tutorial. # # .. seealso:: # You can learn more about best practices that can be applied to # :py:class:`~pynwb.behavior.SpatialSeries` at `NWB Best Practices # `_. # #################### # Create a Behavior Processing Module # ----------------------------------- # # Create a processing module called ``"behavior"`` for storing behavioral data in the :py:class:`~pynwb.file.NWBFile` # using the :py:meth:`~pynwb.file.NWBFile.create_processing_module` method, and then add the # :py:class:`~pynwb.behavior.Position` object to the processing module. behavior_module = nwbfile.create_processing_module( name="behavior", description="Processed behavioral data" ) behavior_module.add(position) #################### # .. seealso:: # You can read more about the basic concepts of processing modules in the :ref:`modules_overview` tutorial. # #################### # CompassDirection: Storing view angle measured over time # ------------------------------------------------------- # # Analogous to how position can be stored, we can create a :py:class:`~pynwb.behavior.SpatialSeries` # object for representing the view angle of the subject. # # For direction data ``reference_frame`` indicates the zero-axes, for instance # “straight-ahead” might be a specific pixel on the monitor, or some other point in space. # The unit of measurement for the :py:class:`~pynwb.behavior.SpatialSeries` object should be radians or degrees. view_angle_data = np.linspace(0, 4, 50) direction_spatial_series = SpatialSeries( name="SpatialSeries", description="View angle of the subject measured in radians.", data=view_angle_data, timestamps=timestamps, reference_frame="straight ahead", unit="radians", ) direction = CompassDirection( spatial_series=direction_spatial_series, name="CompassDirection" ) #################### # We can add a :py:class:`~pynwb.behavior.CompassDirection` object to the ``behavior`` processing module # the same way as we have added the position data: behavior_module.add(direction) #################### # BehavioralTimeSeries: Storing continuous behavior data # ------------------------------------------------------ # # :py:class:`~pynwb.behavior.BehavioralTimeSeries` is an interface for storing continuous behavior data, such as the # speed of a subject. speed_data = np.linspace(0, 0.4, 50) speed_time_series = TimeSeries( name="speed", data=speed_data, timestamps=timestamps, description="The speed of the subject measured over time.", unit="m/s", ) behavioral_time_series = BehavioralTimeSeries( time_series=speed_time_series, name="BehavioralTimeSeries", ) behavior_module.add(behavioral_time_series) #################### # BehavioralEvents: Storing behavioral events # ------------------------------------------- # # :py:class:`~pynwb.behavior.BehavioralEvents` is an interface for storing behavioral events. # We can use it for storing the timing and amount of rewards (e.g. water amount) or lever press times. reward_amount = [1.0, 1.5, 1.0, 1.5] events_timestamps = [1.0, 2.0, 5.0, 6.0] time_series = TimeSeries( name="lever_presses", data=reward_amount, timestamps=events_timestamps, description="The water amount the subject received as a reward.", unit="ml", ) behavioral_events = BehavioralEvents(time_series=time_series, name="BehavioralEvents") behavior_module.add(behavioral_events) #################### # Storing only the timestamps of the events is possible with the `ndx-events `_ # NWB extension. You can also add labels associated with the events with this extension. # You can find information about installation and example usage :nwb_extension:`here `. # # .. seealso:: # You can learn more about using extensions in the :ref:`tutorial-extending-nwb` tutorial. #################### # BehavioralEpochs: Storing intervals of behavior data # ---------------------------------------------------- # :py:class:`~pynwb.behavior.BehavioralEpochs` is for storing intervals of behavior data. # :py:class:`~pynwb.behavior.BehavioralEpochs` uses :py:class:`~pynwb.misc.IntervalSeries` # to represent behavioral epochs. # # Create :py:class:`~pynwb.misc.IntervalSeries` object that represents the time intervals # when the animal was running. :py:class:`~pynwb.misc.IntervalSeries` uses 1 to indicate # the beginning of an interval and -1 to indicate the end. run_intervals = IntervalSeries( name="running", description="Intervals when the animal was running.", data=[1, -1, 1, -1, 1, -1], timestamps=[0.5, 1.5, 3.5, 4.0, 7.0, 7.3], ) behavioral_epochs = BehavioralEpochs(name="BehavioralEpochs") behavioral_epochs.add_interval_series(run_intervals) #################### # you can add more than one :py:class:`~pynwb.misc.IntervalSeries` to a # :py:class:`~pynwb.behavior.BehavioralEpochs` sleep_intervals = IntervalSeries( name="sleeping", description="Intervals when the animal was sleeping.", data=[1, -1, 1, -1], timestamps=[15.0, 30.0, 60.0, 95.0], ) behavioral_epochs.add_interval_series(sleep_intervals) behavior_module.add(behavioral_epochs) #################### # Using :py:class:`~pynwb.epoch.TimeIntervals` representing time intervals # is often preferred over :py:class:`~pynwb.behavior.BehavioralEpochs` and :py:class:`~pynwb.misc.IntervalSeries`. # :py:class:`~pynwb.epoch.TimeIntervals` is a subclass of :py:class:`~hdmf.common.table.DynamicTable` which offers # flexibility for tabular data by allowing the addition of optional columns which are not defined in the standard. # # Create a :py:class:`~pynwb.epoch.TimeIntervals` object that represents the time # intervals when the animal was sleeping. sleep_intervals = TimeIntervals( name="sleep_intervals", description="Intervals when the animal was sleeping.", ) sleep_intervals.add_column(name="stage", description="The stage of sleep.") sleep_intervals.add_row(start_time=0.3, stop_time=0.35, stage=1) sleep_intervals.add_row(start_time=0.7, stop_time=0.9, stage=2) sleep_intervals.add_row(start_time=1.3, stop_time=3.0, stage=3) nwbfile.add_time_intervals(sleep_intervals) #################### # PupilTracking: Storing continuous eye-tracking data of pupil size # ------------------------------------------------------------------- # # :py:class:`~pynwb.behavior.PupilTracking` is for storing eye-tracking data which # represents pupil size. :py:class:`~pynwb.behavior.PupilTracking` holds one or more # :py:class:`~pynwb.base.TimeSeries` objects that can represent different features # such as the dilation of the pupil measured over time by a pupil tracking algorithm. # pupil_diameter = TimeSeries( name="pupil_diameter", description="Pupil diameter extracted from the video of the right eye.", data=np.linspace(0.001, 0.002, 50), timestamps=timestamps, unit="meters", ) pupil_tracking = PupilTracking(time_series=pupil_diameter, name="PupilTracking") behavior_module.add(pupil_tracking) #################### # EyeTracking: Storing continuous eye-tracking data of gaze direction # ------------------------------------------------------------------- # # :py:class:`~pynwb.behavior.EyeTracking` is for storing eye-tracking data which # represents direction of gaze as measured by an eye tracking algorithm. # An :py:class:`~pynwb.behavior.EyeTracking` object holds one or more # :py:class:`~pynwb.behavior.SpatialSeries` objects that represents the vertical and # horizontal gaze positions extracted from a video. right_eye_position = np.linspace(-20, 30, 50) right_eye_positions = SpatialSeries( name="right_eye_position", description="The position of the right eye measured in degrees.", data=right_eye_position, timestamps=timestamps, reference_frame="bottom left", unit="degrees", ) eye_tracking = EyeTracking(name="EyeTracking", spatial_series=right_eye_positions) #################### # We can add another :py:class:`~pynwb.behavior.SpatialSeries` representing the position # of the left eye in degrees. left_eye_position = np.linspace(-2, 20, 50) left_eye_positions = SpatialSeries( name="left_eye_position", description="The position of the left eye measured in degrees.", data=left_eye_position, timestamps=timestamps, reference_frame="bottom left", unit="degrees", ) eye_tracking.add_spatial_series(spatial_series=left_eye_positions) behavior_module.add(eye_tracking) #################### # Writing the behavior data to an NWB file # ---------------------------------------- # # As demonstrated in the :ref:`basic_writing` tutorial, we will use :py:class:`~pynwb.NWBHDF5IO` to write the file. with NWBHDF5IO("behavioral_tutorial.nwb", "w") as io: io.write(nwbfile) #################### # Reading and accessing the behavior data # --------------------------------------- # # To read the NWB file we just wrote, use another :py:class:`~pynwb.NWBHDF5IO` object, # and use the :py:meth:`~pynwb.NWBHDF5IO.read` method to retrieve an # :py:class:`~pynwb.file.NWBFile` object. # # We can access the behavior processing module by indexing ``nwbfile.processing`` # with the name of the processing module ``"behavior"``. We can also inspect the objects # hierarchy within this processing module with the ``.children`` attribute. with NWBHDF5IO("behavioral_tutorial.nwb", "r") as io: read_nwbfile = io.read() print(read_nwbfile.processing["behavior"].children) #################### # For instance, we can access the :py:class:`~pynwb.behavior.SpatialSeries` data # by referencing the names of the objects in the hierarchy that contain it. # We can access the :py:class:`~pynwb.behavior.Position` object inside the ``behavior`` # processing module by indexing it with the name of the :py:class:`~pynwb.behavior.Position` object, # ``"Position"``. Then, we can access the :py:class:`~pynwb.behavior.SpatialSeries` object inside the # :py:class:`~pynwb.behavior.Position` object by indexing it with the name of the # :py:class:`~pynwb.behavior.SpatialSeries` object, ``"SpatialSeries"``. with NWBHDF5IO("behavioral_tutorial.nwb", "r") as io: read_nwbfile = io.read() print(read_nwbfile.processing["behavior"]["Position"]["SpatialSeries"]) #################### # Data arrays are read passively from the file. # Accessing the ``data`` attribute of the :py:class:`~pynwb.behavior.SpatialSeries` object # does not read the data values, but presents an HDF5 object that can be indexed to read data. # You can use the ``[:]`` operator to read the entire data array into memory. with NWBHDF5IO("behavioral_tutorial.nwb", "r") as io: read_nwbfile = io.read() print(read_nwbfile.processing["behavior"]["Position"]["SpatialSeries"].data[:]) #################### # Alternatively, you can read only a portion of the data by indexing or slicing into # the ``data`` attribute just like if you were indexing or slicing a numpy array. with NWBHDF5IO("behavioral_tutorial.nwb", "r") as io: read_nwbfile = io.read() print(read_nwbfile.processing["behavior"]["Position"]["SpatialSeries"].data[:2]) pynwb-2.8.2/docs/gallery/domain/plot_icephys.py0000644000000000000000000010574313615410400016526 0ustar00# -*- coding: utf-8 -*- """ .. _icephys_tutorial_new: Intracellular Electrophysiology =============================== The following tutorial describes storage of intracellular electrophysiology data in NWB. NWB supports storage of the time series describing the stimulus and response, information about the electrode and device used, as well as metadata about the organization of the experiment. .. note:: For a video tutorial on intracellular electrophysiology in NWB see also the :incf_lesson:`Intracellular electrophysiology basics in NWB ` and :incf_lesson:`Intracellular ephys metadata ` tutorials as part of the :incf_collection:`NWB Course ` at the INCF Training Space. .. figure:: ../../figures/plot_icephys_table_hierarchy.png :figwidth: 100% :alt: Intracellular electrophysiology metadata table hierarchy Illustration of the hierarchy of metadata tables used to describe the organization of intracellular electrophysiology experiments. Recordings of intracellular electrophysiology stimuli and responses are represented with subclasses of :py:class:`~pynwb.icephys.PatchClampSeries` using the :py:class:`~pynwb.icephys.IntracellularElectrode` and :py:class:`~pynwb.device.Device` type to describe the electrode and device used. To describe the organization of intracellular experiments, the metadata is organized hierarchically in a sequence of tables. All of the tables are so-called DynamicTables enabling users to add columns for custom metadata. - :py:class:`~pynwb.icephys.IntracellularRecordingsTable` relates electrode, stimulus and response pairs and describes metadata specific to individual recordings. - :py:class:`~pynwb.icephys.SimultaneousRecordingsTable` groups intracellular recordings from the :py:class:`~pynwb.icephys.IntracellularRecordingsTable` together that were recorded simultaneously from different electrodes and/or cells and describes metadata that is constant across the simultaneous recordings. In practice a simultaneous recording is often also referred to as a sweep. - :py:class:`~pynwb.icephys.SequentialRecordingsTable` groups simultaneously recorded intracellular recordings from the :py:class:`~pynwb.icephys.SimultaneousRecordingsTable` together and describes metadata that is constant across the simultaneous recordings. In practice a sequential recording is often also referred to as a sweep sequence. A common use of sequential recordings is to group together simultaneous recordings where a sequence of stimuli of the same type with varying parameters have been presented in a sequence (e.g., a sequence of square waveforms with varying amplitude). - :py:class:`~pynwb.icephys.RepetitionsTable` groups sequential recordings from the :py:class:`~pynwb.icephys.SequentialRecordingsTable`. In practice a repetition is often also referred to a run. A typical use of the :py:class:`~pynwb.icephys.RepetitionsTable` is to group sets of different stimuli that are applied in sequence that may be repeated. - :py:class:`~pynwb.icephys.ExperimentalConditionsTable` groups repetitions of intracellular recording from the :py:class:`~pynwb.icephys.RepetitionsTable` together that belong to the same experimental conditions. Storing data in hierarchical tables has the advantage that it allows us to avoid duplication of metadata. E.g., for a single experiment we only need to describe the metadata that is constant across an experimental condition as a single row in the :py:class:`~pynwb.icephys.ExperimentalConditionsTable` without having to replicate the same information across all repetitions and sequential-, simultaneous-, and individual intracellular recordings. For analysis, this means that we can easily focus on individual aspects of an experiment while still being able to easily access information about information from related tables. .. note:: All of the above mentioned metadata tables are optional and are created automatically by the :py:class:`~pynwb.file.NWBFile` class the first time data is being added to a table via the corresponding add functions. However, as tables at higher levels of the hierarchy link to the other tables that are lower in the hierarchy, we may only exclude tables from the top of the hierarchy. This means, for example, a file containing a :py:class:`~pynwb.icephys.SimultaneousRecordingsTable` then must also always contain a corresponding :py:class:`~pynwb.icephys.IntracellularRecordingsTable`. """ ##################################################################### # Imports used in the tutorial # ------------------------------ # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_icephys.png' # Standard Python imports from datetime import datetime from uuid import uuid4 import numpy as np import pandas from dateutil.tz import tzlocal # Set pandas rendering option to avoid very wide tables in the html docs pandas.set_option("display.max_colwidth", 30) pandas.set_option("display.max_rows", 10) # Import I/O class used for reading and writing NWB files # Import main NWB file class from pynwb import NWBHDF5IO, NWBFile # Import additional core datatypes used in the example from pynwb.core import DynamicTable, VectorData from pynwb.base import TimeSeriesReference, TimeSeriesReferenceVectorData # Import icephys TimeSeries types used from pynwb.icephys import VoltageClampSeries, VoltageClampStimulusSeries ##################################################################### # A brief example # --------------- # # The following brief example provides a quick overview of the main steps # to create an NWBFile for intracelluar electrophysiology data. We then # discuss the individual steps in more detail afterwards. # # .. note: # To avoid collisions between this example script and the more # detailed discussion we prefix all variables in the example # script with ``ex_``. # Create an ICEphysFile ex_nwbfile = NWBFile( session_description="my first synthetic recording", identifier=str(uuid4()), session_start_time=datetime.now(tzlocal()), experimenter="Baggins, Bilbo", lab="Bag End Laboratory", institution="University of Middle Earth at the Shire", experiment_description="I went on an adventure with thirteen dwarves " "to reclaim vast treasures.", session_id="LONELYMTN", ) # Add a device ex_device = ex_nwbfile.create_device(name="Heka ITC-1600") # Add an intracellular electrode ex_electrode = ex_nwbfile.create_icephys_electrode( name="elec0", description="a mock intracellular electrode", device=ex_device ) # Create an ic-ephys stimulus ex_stimulus = VoltageClampStimulusSeries( name="stimulus", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=ex_electrode, gain=0.02, ) # Create an ic-response ex_response = VoltageClampSeries( name="response", data=[0.1, 0.2, 0.3, 0.4, 0.5], conversion=1e-12, resolution=np.nan, starting_time=123.6, rate=20e3, electrode=ex_electrode, gain=0.02, capacitance_slow=100e-12, resistance_comp_correction=70.0, ) # (A) Add an intracellular recording to the file # NOTE: We can optionally define time-ranges for the stimulus/response via # the corresponding optional _start_index and _index_count parameters. # NOTE: It is allowed to add a recording with just a stimulus or a response # NOTE: We can add custom columns to any of our tables in steps (A)-(E) ex_ir_index = ex_nwbfile.add_intracellular_recording( electrode=ex_electrode, stimulus=ex_stimulus, response=ex_response ) # (B) Add a list of sweeps to the simultaneous recordings table ex_sweep_index = ex_nwbfile.add_icephys_simultaneous_recording( recordings=[ ex_ir_index, ] ) # (C) Add a list of simultaneous recordings table indices as a sequential recording ex_sequence_index = ex_nwbfile.add_icephys_sequential_recording( simultaneous_recordings=[ ex_sweep_index, ], stimulus_type="square", ) # (D) Add a list of sequential recordings table indices as a repetition run_index = ex_nwbfile.add_icephys_repetition( sequential_recordings=[ ex_sequence_index, ] ) # (E) Add a list of repetition table indices as a experimental condition ex_nwbfile.add_icephys_experimental_condition( repetitions=[ run_index, ] ) # Write our test file ex_testpath = "ex_test_icephys_file.nwb" with NWBHDF5IO(ex_testpath, "w") as io: io.write(ex_nwbfile) # Read the data back in with NWBHDF5IO(ex_testpath, "r") as io: infile = io.read() # Optionally plot the organization of our example NWB file try: import matplotlib.pyplot as plt from hdmf_docutils.doctools.render import ( HierarchyDescription, NXGraphHierarchyDescription, ) ex_file_hierarchy = HierarchyDescription.from_hdf5(ex_testpath) ex_file_graph = NXGraphHierarchyDescription(ex_file_hierarchy) ex_fig = ex_file_graph.draw( show_plot=False, figsize=(12, 16), label_offset=(0.0, 0.0065), label_font_size=10, ) plt.show() except ImportError: # ignore in case hdmf_docutils is not installed pass ##################################################################### # Now that we have seen a brief example, we are going to start from the beginning and # go through each of the steps in more detail in the following sections. ##################################################################### # Creating an NWB file for Intracellular electrophysiology # -------------------------------------------------------- # # When creating an NWB file, the first step is to create the :py:class:`~pynwb.file.NWBFile`. The first # argument is a brief description of the dataset. # Create the file nwbfile = NWBFile( session_description="my first synthetic recording", identifier=str(uuid4()), session_start_time=datetime.now(tzlocal()), experimenter=[ "Baggins, Bilbo", ], lab="Bag End Laboratory", institution="University of Middle Earth at the Shire", experiment_description="I went on an adventure to reclaim vast treasures.", session_id="LONELYMTN001", ) ##################################################################### # Device metadata # ^^^^^^^^^^^^^^^ # # Device metadata is represented by :py:class:`~pynwb.device.Device` objects. # To create a device, you can use the :py:class:`~pynwb.file.NWBFile` instance method # :py:meth:`~pynwb.file.NWBFile.create_device`. device = nwbfile.create_device(name="Heka ITC-1600") ##################################################################### # Electrode metadata # ^^^^^^^^^^^^^^^^^^ # # Intracellular electrode metadata is represented by :py:class:`~pynwb.icephys.IntracellularElectrode` objects. # To create an electrode group, you can use the :py:class:`~pynwb.file.NWBFile` instance method # :py:meth:`~pynwb.file.NWBFile.create_icephys_electrode`. electrode = nwbfile.create_icephys_electrode( name="elec0", description="a mock intracellular electrode", device=device ) ##################################################################### # Stimulus and response data # ^^^^^^^^^^^^^^^^^^^^^^^^^^ # # Intracellular stimulus and response data are represented with subclasses of # :py:class:`~pynwb.icephys.PatchClampSeries`. A stimulus is described by a # time series representing voltage or current stimulation with a particular # set of parameters. There are two classes for representing stimulus data: # # - :py:class:`~pynwb.icephys.VoltageClampStimulusSeries` # - :py:class:`~pynwb.icephys.CurrentClampStimulusSeries` # # The response is then described by a time series representing voltage or current # recorded from a single cell using a single intracellular electrode via one of # the following classes: # # - :py:class:`~pynwb.icephys.VoltageClampSeries` # - :py:class:`~pynwb.icephys.CurrentClampSeries` # - :py:class:`~pynwb.icephys.IZeroClampSeries` # # Below we create a simple example stimulus/response recording data pair. # Create an example icephys stimulus. stimulus = VoltageClampStimulusSeries( name="ccss", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=electrode, gain=0.02, sweep_number=np.uint64(15), ) # Create and icephys response response = VoltageClampSeries( name="vcs", data=[0.1, 0.2, 0.3, 0.4, 0.5], conversion=1e-12, resolution=np.nan, starting_time=123.6, rate=20e3, electrode=electrode, gain=0.02, capacitance_slow=100e-12, resistance_comp_correction=70.0, sweep_number=np.uint64(15), ) ##################################################################### # Adding an intracellular recording # --------------------------------- # # As mentioned earlier, intracellular recordings are organized in the # :py:class:`~pynwb.icephys.IntracellularRecordingsTable` which relates electrode, stimulus # and response pairs and describes metadata specific to individual recordings. # # .. figure:: ../../figures/plot_icephys_intracellular_recordings_table.png # :figwidth: 90% # :alt: IntracellularRecordingsTable # # Illustration of the structure of the IntracellularRecordingsTable # # We can add an intracellular recording to the file via :py:meth:`~pynwb.file.NWBFile.add_intracellular_recording`. # The function will record the data in the :py:class:`~pynwb.icephys.IntracellularRecordingsTable` # and add the given electrode, stimulus, or response to the NWBFile object if necessary. # Any time we add a row to one of our tables, the corresponding add function (here # :py:meth:`~pynwb.file.NWBFile.add_intracellular_recording`) returns the integer index of the # newly created row. The ``rowindex`` is used in subsequent tables that reference rows in our table. rowindex = nwbfile.add_intracellular_recording( electrode=electrode, stimulus=stimulus, response=response, id=10 ) ##################################################################### # .. note:: Since :py:meth:`~pynwb.file.NWBFile.add_intracellular_recording` can automatically add # the objects to the NWBFile we do not need to separately call # :py:meth:`~pynwb.file.NWBFile.add_stimulus` and :py:meth:`~pynwb.file.NWBFile.add_acquisition` # to add our stimulus and response, but it is still fine to do so. # # .. note:: The ``id`` parameter in the call is optional and if the ``id`` is omitted then PyNWB will # automatically number recordings in sequences (i.e., id is the same as the rowindex) # # .. note:: The IntracellularRecordigns, SimultaneousRecordings, SequentialRecordingsTable, # RepetitionsTable and ExperimentalConditionsTable tables all enforce unique ids # when adding rows. I.e., adding an intracellular recording with the same id twice # results in a ValueError. # ##################################################################### # .. note:: We may optionally also specify the relevant time range for a stimulus and/or response as part of # the intracellular_recording. This is useful, e.g., in case where the recording of the stimulus # and response do not align (e.g., in case the recording of the response started before # the recording of the stimulus). rowindex2 = nwbfile.add_intracellular_recording( electrode=electrode, stimulus=stimulus, stimulus_start_index=1, stimulus_index_count=3, response=response, response_start_index=2, response_index_count=3, id=11, ) ##################################################################### # .. note:: A recording may optionally also consist of just an electrode and stimulus or electrode # and response, but at least one of stimulus or response is required. If either stimulus or response # is missing, then the stimulus and response are internally set to the same TimeSeries and the # start_index and index_count for the missing parameter are set to -1. When retrieving # data from the :py:class:`~pynwb.base.TimeSeriesReferenceVectorData`, the missing values # will be represented via masked numpy arrays, i.e., as masked values in a # ``numpy.ma.masked_array`` or as a ``np.ma.core.MaskedConstant``. rowindex3 = nwbfile.add_intracellular_recording( electrode=electrode, response=response, id=12 ) ##################################################################### # .. warning:: For brevity we reused in the above example the same response and stimulus in # all rows of the intracellular_recordings. While this is allowed, in most practical # cases the stimulus and response will change between intracellular_recordings. ##################################################################### # Adding custom columns to the intracellular recordings table # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # We can add a column to the main intracellular recordings table as follows. nwbfile.intracellular_recordings.add_column( name="recording_tag", data=["A1", "A2", "A3"], description="String with a recording tag", ) ##################################################################### # The :py:class:`~pynwb.icephys.IntracellularRecordingsTable` table is not just a ``DynamicTable`` # but an ``AlignedDynamicTable``. The ``AlignedDynamicTable`` type is itself a ``DynamicTable`` # that may contain an arbitrary number of additional ``DynamicTable``, each of which defines # a "category". This is similar to a table with "sub-headings". In the case of the # :py:class:`~pynwb.icephys.IntracellularRecordingsTable`, we have three predefined categories, # i.e., electrodes, stimuli, and responses. We can also dynamically add new categories to # the table. As each category corresponds to a ``DynamicTable``, this means we have to create a # new ``DynamicTable`` and add it to our table. # Create a new DynamicTable for our category that contains a location column of type VectorData location_column = VectorData( name="location", data=["Mordor", "Gondor", "Rohan"], description="Recording location in Middle Earth", ) lab_category = DynamicTable( name="recording_lab_data", description="category table for lab-specific recording metadata", colnames=[ "location", ], columns=[ location_column, ], ) # Add the table as a new category to our intracellular_recordings nwbfile.intracellular_recordings.add_category(category=lab_category) # Note, the name of the category is name of the table, i.e., 'recording_lab_data' ##################################################################### # .. note:: In an ``AlignedDynamicTable`` all category tables MUST align with the main table, # i.e., all tables must have the same number of rows and rows are expected to # correspond to each other by index ##################################################################### # We can also add custom columns to any of the subcategory tables, i.e., # the electrodes, stimuli, and responses tables, and any custom subcategory tables. # All we need to do is indicate the name of the category we want to add the column to. nwbfile.intracellular_recordings.add_column( name="voltage_threshold", data=[0.1, 0.12, 0.13], description="Just an example column on the electrodes category table", category="electrodes", ) ##################################################################### # Adding stimulus templates # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # One predefined subcategory column is the ``stimulus_template`` column in the stimuli table. This column is # used to store template waveforms of stimuli in addition to the actual recorded stimulus that is stored in the # ``stimulus`` column. The ``stimulus_template`` column contains an idealized version of the template waveform used as # the stimulus. This can be useful as a noiseless version of the stimulus for data analysis or to validate that the # recorded stimulus matches the expected waveform of the template. Similar to the ``stimulus`` and ``response`` # columns, we can specify a relevant time range. stimulus_template = VoltageClampStimulusSeries( name="ccst", data=[0, 1, 2, 3, 4], starting_time=0.0, rate=10e3, electrode=electrode, gain=0.02, ) nwbfile.add_stimulus_template(stimulus_template) nwbfile.intracellular_recordings.add_column( name="stimulus_template", data=[TimeSeriesReference(0, 5, stimulus_template), # (start_index, index_count, stimulus_template) TimeSeriesReference(1, 3, stimulus_template), TimeSeriesReference.empty(stimulus_template)], # if there was no data for that recording, use empty reference description="Column storing the reference to the stimulus template for the recording (rows).", category="stimuli", col_cls=TimeSeriesReferenceVectorData ) # we can also add stimulus template data as follows rowindex = nwbfile.add_intracellular_recording( electrode=electrode, stimulus=stimulus, stimulus_template=stimulus_template, # the full time range of the stimulus template will be used unless specified recording_tag='A4', recording_lab_data={'location': 'Isengard'}, electrode_metadata={'voltage_threshold': 0.14}, id=13, ) ##################################################################### # .. note:: If a stimulus template column exists but there is no stimulus template data for that recording, then # :py:meth:`~pynwb.file.NWBFile.add_intracellular_recording` will internally set the stimulus template to the # provided stimulus or response TimeSeries and the start_index and index_count for the missing parameter are # set to -1. The missing values will be represented via masked numpy arrays. ##################################################################### # .. note:: Since stimulus templates are often reused across many recordings, the timestamps in the templates are not # usually aligned with the recording nor with the reference time of the file. The timestamps often start # at 0 and are relative to the time of the application of the stimulus. ##################################################################### # Add a simultaneous recording # --------------------------------- # # Before adding a simultaneous recording, we will take a brief discourse to illustrate # how we can add custom columns to tables before and after we have populated the table with data # # Define a custom column for a simultaneous recording before populating the table # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # Before we add a simultaneous recording, let's create a custom data column in our # :py:class:`~pynwb.icephys.SimultaneousRecordingsTable`. We can create columns at the # beginning (i.e., before we populate the table with rows/data) or we can add columns # after we have already populated the table with rows. Here we will show the former. # For this, we first need to get access to our table. print(nwbfile.icephys_simultaneous_recordings) ##################################################################### # The :py:class:`~pynwb.icephys.SimultaneousRecordingsTable` is optional, and since we have # not populated it with any data yet, we can see that the table does not actually exist yet. # In order to make sure the table is being created we can use # :py:meth:`~pynwb.file.NWBFile.get_icephys_simultaneous_recordings`, which ensures # that the table is being created if it does not exist yet. icephys_simultaneous_recordings = nwbfile.get_icephys_simultaneous_recordings() icephys_simultaneous_recordings.add_column( name="simultaneous_recording_tag", description="A custom tag for simultaneous_recordings", ) print(icephys_simultaneous_recordings.colnames) ##################################################################### # As we can see, we now have successfully created a new custom column. # # .. note:: The same process applies to all our other tables as well. We can use the # corresponding :py:meth:`~pynwb.file.NWBFile.get_intracellular_recordings`, # :py:meth:`~pynwb.file.NWBFile.get_icephys_sequential_recordings`, # :py:meth:`~pynwb.file.NWBFile.get_icephys_repetitions` functions instead. # In general, we can always use the get functions instead of accessing the property # of the file. # ##################################################################### # Add a simultaneous recording # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # Add a single simultaneous recording consisting of a set of intracellular recordings. # Again, setting the id for a simultaneous recording is optional. The recordings # argument of the :py:meth:`~pynwb.file.NWBFile.add_icephys_simultaneous_recording` function # here is simply a list of ints with the indices of the corresponding rows in # the :py:class:`~pynwb.icephys.IntracellularRecordingsTable` # # .. note:: Since we created our custom ``simultaneous_recording_tag column`` earlier, # we now also need to populate this custom field for every row we add to # the :py:class:`~pynwb.icephys.SimultaneousRecordingsTable`. # rowindex = nwbfile.add_icephys_simultaneous_recording( recordings=[rowindex, rowindex2, rowindex3], id=12, simultaneous_recording_tag="LabTag1", ) ##################################################################### # .. note:: The ``recordings`` argument is the list of indices of the rows in the # :py:class:`~pynwb.icephys.IntracellularRecordingsTable` that we want # to reference. The indices are determined by the order in which we # added the elements to the table. If we don't know the row indices, # but only the ids of the relevant intracellular recordings, then # we can search for them as follows: temp_row_indices = nwbfile.intracellular_recordings.id == [10, 11] print(temp_row_indices) ##################################################################### # .. note:: The same is true for our other tables as well, i.e., referencing is # done always by indices of rows (NOT ids). If we only know ids then we # can search for them in the same manner on the other tables as well, # e.g,. via ``nwbfile.simultaneous_recordings.id == 15``. In the search # we can use a list of integer ids or a single int. ##################################################################### # Define a custom column for a simultaneous recording after adding rows # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # Depending on the lab workflow, it may be useful to add complete columns to a table # after we have already populated the table with rows. We can do this the same way as # before, only now we need to provide a data array to populate the values for # the existing rows. E.g.: nwbfile.icephys_simultaneous_recordings.add_column( name="simultaneous_recording_type", description="Description of the type of simultaneous_recording", data=[ "SimultaneousRecordingType1", ], ) ##################################################################### # Add a sequential recording # -------------------------- # # Add a single sequential recording consisting of a set of simultaneous recordings. # Again, setting the id for a sequential recording is optional. Also this table is # optional and will be created automatically by NWBFile. The ``simultaneous_recordings`` # argument of the :py:meth:`~pynwb.file.NWBFile.add_icephys_sequential_recording` function # here is simply a list of ints with the indices of the corresponding rows in # the :py:class:`~pynwb.icephys.SimultaneousRecordingsTable`. rowindex = nwbfile.add_icephys_sequential_recording( simultaneous_recordings=[0], stimulus_type="square", id=15 ) ##################################################################### # Add a repetition # ---------------- # # Add a single repetition consisting of a set of sequential recordings. Again, setting # the id for a repetition is optional. Also this table is optional and will be created # automatically by NWBFile. The ``sequential_recordings argument`` of the # :py:meth:`~pynwb.file.NWBFile.add_icephys_repetition` function here is simply # a list of ints with the indices of the corresponding rows in # the :py:class:`~pynwb.icephys.SequentialRecordingsTable`. rowindex = nwbfile.add_icephys_repetition(sequential_recordings=[0], id=17) ##################################################################### # Add an experimental condition # ----------------------------- # # Add a single experimental condition consisting of a set of repetitions. Again, # setting the id for a condition is optional. Also this table is optional and # will be created automatically by NWBFile. The ``repetitions`` argument of # the :py:meth:`~pynwb.file.NWBFile.add_icephys_experimental_condition` function again is # simply a list of ints with the indices of the correspondingto rows in the # :py:class:`~pynwb.icephys.RepetitionsTable`. rowindex = nwbfile.add_icephys_experimental_condition(repetitions=[0], id=19) ##################################################################### # As mentioned earlier, to add additional columns to any of the tables, we can # use the ``.add_column`` function on the corresponding table after they have # been created. nwbfile.icephys_experimental_conditions.add_column( name="tag", data=np.arange(1), description="integer tag for a experimental condition", ) ##################################################################### # When we add new items, then we now also need to set the values for the new column, e.g.: rowindex = nwbfile.add_icephys_experimental_condition(repetitions=[0], id=21, tag=3) ##################################################################### # Read/write the NWBFile # ----------------------------- # # Write our test file testpath = "test_icephys_file.nwb" with NWBHDF5IO(testpath, "w") as io: io.write(nwbfile) # Read the data back in with NWBHDF5IO(testpath, "r") as io: infile = io.read() ##################################################################### # Accessing the tables # ----------------------------- # # All of the icephys metadata tables are available as attributes on the NWBFile object. # For display purposes, we convert the tables to pandas DataFrames to show their content. # For a more in-depth discussion of how to access and use the tables, # see the tutorial on :ref:`icephys_pandas_tutorial`. pandas.set_option("display.max_columns", 6) # avoid oversize table in the html docs nwbfile.intracellular_recordings.to_dataframe() ##################################################################### # # optionally we can ignore the id columns of the category subtables pandas.set_option("display.max_columns", 5) # avoid oversize table in the html docs nwbfile.intracellular_recordings.to_dataframe(ignore_category_ids=True) ##################################################################### # nwbfile.icephys_simultaneous_recordings.to_dataframe() ##################################################################### # nwbfile.icephys_sequential_recordings.to_dataframe() ##################################################################### # nwbfile.icephys_repetitions.to_dataframe() ##################################################################### # nwbfile.icephys_experimental_conditions.to_dataframe() ##################################################################### # Validate data # ^^^^^^^^^^^^^ # # This section is for internal testing purposes only to validate that the roundtrip # of the data (i.e., generate --> write --> read) produces the correct results. # Read the data back in with NWBHDF5IO(testpath, "r") as io: infile = io.read() # assert intracellular_recordings assert np.all( infile.intracellular_recordings.id[:] == nwbfile.intracellular_recordings.id[:] ) # Assert that the ids and the VectorData, VectorIndex, and table target of the # recordings column of the Sweeps table are correct assert np.all( infile.icephys_simultaneous_recordings.id[:] == nwbfile.icephys_simultaneous_recordings.id[:] ) assert np.all( infile.icephys_simultaneous_recordings["recordings"].target.data[:] == nwbfile.icephys_simultaneous_recordings["recordings"].target.data[:] ) assert np.all( infile.icephys_simultaneous_recordings["recordings"].data[:] == nwbfile.icephys_simultaneous_recordings["recordings"].data[:] ) assert ( infile.icephys_simultaneous_recordings["recordings"].target.table.name == nwbfile.icephys_simultaneous_recordings["recordings"].target.table.name ) # Assert that the ids and the VectorData, VectorIndex, and table target of the simultaneous # recordings column of the SweepSequences table are correct assert np.all( infile.icephys_sequential_recordings.id[:] == nwbfile.icephys_sequential_recordings.id[:] ) assert np.all( infile.icephys_sequential_recordings["simultaneous_recordings"].target.data[:] == nwbfile.icephys_sequential_recordings["simultaneous_recordings"].target.data[ : ] ) assert np.all( infile.icephys_sequential_recordings["simultaneous_recordings"].data[:] == nwbfile.icephys_sequential_recordings["simultaneous_recordings"].data[:] ) assert ( infile.icephys_sequential_recordings[ "simultaneous_recordings" ].target.table.name == nwbfile.icephys_sequential_recordings[ "simultaneous_recordings" ].target.table.name ) # Assert that the ids and the VectorData, VectorIndex, and table target of the # sequential_recordings column of the Repetitions table are correct assert np.all(infile.icephys_repetitions.id[:] == nwbfile.icephys_repetitions.id[:]) assert np.all( infile.icephys_repetitions["sequential_recordings"].target.data[:] == nwbfile.icephys_repetitions["sequential_recordings"].target.data[:] ) assert np.all( infile.icephys_repetitions["sequential_recordings"].data[:] == nwbfile.icephys_repetitions["sequential_recordings"].data[:] ) assert ( infile.icephys_repetitions["sequential_recordings"].target.table.name == nwbfile.icephys_repetitions["sequential_recordings"].target.table.name ) # Assert that the ids and the VectorData, VectorIndex, and table target of the # repetitions column of the Conditions table are correct assert np.all( infile.icephys_experimental_conditions.id[:] == nwbfile.icephys_experimental_conditions.id[:] ) assert np.all( infile.icephys_experimental_conditions["repetitions"].target.data[:] == nwbfile.icephys_experimental_conditions["repetitions"].target.data[:] ) assert np.all( infile.icephys_experimental_conditions["repetitions"].data[:] == nwbfile.icephys_experimental_conditions["repetitions"].data[:] ) assert ( infile.icephys_experimental_conditions["repetitions"].target.table.name == nwbfile.icephys_experimental_conditions["repetitions"].target.table.name ) assert np.all( infile.icephys_experimental_conditions["tag"][:] == nwbfile.icephys_experimental_conditions["tag"][:] ) pynwb-2.8.2/docs/gallery/domain/plot_icephys_pandas.py0000644000000000000000000006555713615410400020064 0ustar00# -*- coding: utf-8 -*- """ .. _icephys_pandas_tutorial: Query Intracellular Electrophysiology Metadata ============================================== This tutorial focuses on using pandas to query experiment metadata for intracellular electrophysiology experiments using the metadata tables from the :py:meth:`~pynwb.icephys` module. See the :ref:`icephys_tutorial_new` tutorial for an introduction to the intracellular electrophysiology metadata tables and how to create an NWBFile for intracellular electrophysiology data. .. note:: To enhance display of large pandas DataFrames, we save and render large tables as images in this tutorial. Simply click on the rendered table to view the full-size image. """ ##################################################################### # Imports used in the tutorial # ------------------------------ import os ##################################################################### # Settings for improving rendering of tables in the online tutorial import dataframe_image # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_icephys_pandas.png' # Standard Python imports import numpy as np import pandas # Get the path to the this tutorial try: tutorial_path = os.path.abspath(__file__) # when running as a .py except NameError: tutorial_path = os.path.abspath("__file__") # when running as a script or notebook # directory to save rendered dataframe images for display df_basedir = os.path.abspath( os.path.join( os.path.dirname(tutorial_path), "../../source/tutorials/domain/images/" ) ) # Create the image directory. This is necessary only for gallery tests on GitHub # but not for normal doc builds the output path already exists os.makedirs(df_basedir, exist_ok=True) # Set rendering options for tables pandas.set_option("display.max_colwidth", 30) pandas.set_option("display.max_rows", 10) pandas.set_option("display.max_columns", 6) pandas.set_option("display.colheader_justify", "right") dfi_fontsize = 7 # Fontsize to use when rendering with dataframe_image ##################################################################### # Example setup # --------------- # # Generate a simple example NWBFile with dummy intracellular electrophysiology data. # This example uses a utility function :py:meth:`~pynwb.testing.icephys_testutils.create_icephys_testfile` # to create a dummy NWB file with random icephys data. from pynwb.testing.icephys_testutils import create_icephys_testfile test_filename = "icephys_pandas_testfile.nwb" nwbfile = create_icephys_testfile( filename=test_filename, # Write the file to disk for testing add_custom_columns=True, # Add a custom column to each metadata table randomize_data=True, # Randomize the data in the simulus and response with_missing_stimulus=True, # Don't include the stimulus for row 0 and 10 ) ##################################################################### # Accessing the ICEphys metadata tables # ------------------------------------- # # Get the parent metadata table # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # The intracellular electrophysiology metadata consists of a hierarchy of DynamicTables, i.e., # :py:class:`~pynwb.icephys.ExperimentalConditionsTable` --> # :py:class:`~pynwb.icephys.RepetitionsTable` --> # :py:class:`~pynwb.icephys.SequentialRecordingsTable` --> # :py:class:`~pynwb.icephys.SimultaneousRecordingsTable` --> # :py:class:`~pynwb.icephys.IntracellularRecordingsTable`. # However, in a given :py:class:`~pynwb.file.NWBFile`, not all tables may exist - a user may choose # to exclude tables from the top of the hierarchy (e.g., a file may only contain # :py:class:`~pynwb.icephys.SimultaneousRecordingsTable` and :py:class:`~pynwb.icephys.IntracellularRecordingsTable` # while omitting all of the other tables that are higher in the hierarchy). # To provide a consistent interface for users, PyNWB allows us to easily locate the table # that defines the root of the table hierarchy via the function # :py:meth:`~pynwb.file.NWBFile.get_icephys_meta_parent_table`. root_table = nwbfile.get_icephys_meta_parent_table() print(root_table.neurodata_type) ##################################################################### # Getting a specific ICEphys metadata table # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # We can retrieve any of the ICEphys metadata tables via the corresponding properties of NWBFile, i.e., # :py:meth:`~pynwb.file.NWBFile.intracellular_recordings`, # :py:meth:`~pynwb.file.NWBFile.icephys_simultaneous_recordings`, # :py:meth:`~pynwb.file.NWBFile.icephys_sequential_recordings`, # :py:meth:`~pynwb.file.NWBFile.icephys_repetitions`, # :py:meth:`~pynwb.file.NWBFile.icephys_experimental_conditions`. # The property will be ``None`` if the file does not contain the corresponding table. # As such we can also easily check if a NWBFile contains a particular ICEphys metadata table via, e.g.: nwbfile.icephys_sequential_recordings is not None ##################################################################### # # .. warning:: Always use the :py:class:`~pynwb.file.NWBFile` properties rather than the # corresponding get methods if you only want to retrieve the ICEphys metadata tables. # The get methods (e.g., :py:meth:`~pynwb.file.NWBFile.get_icephys_simultaneous_recordings`) # are designed to always return a corresponding ICEphys metadata table for the file and will # automatically add the missing table (and all required tables that are lower in the hierarchy) # to the file. This behavior is to ease populating the ICEphys metadata tables when creating # or updating an :py:class:`~pynwb.file.NWBFile`. # ##################################################################### # Inspecting the table hierarchy # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # For any given table we can further check if and which columns are foreign # :py:class:`~hdmf.common.table.DynamicTableRegion` columns pointing to other tables # via the the :py:meth:`~hdmf.common.table.DynamicTable.has_foreign_columns` and # :py:meth:`~hdmf.common.table.DynamicTable.get_foreign_columns`, respectively. # print("Has Foreign Columns:", root_table.has_foreign_columns()) print("Foreign Columns:", root_table.get_foreign_columns()) ##################################################################### # Using :py:meth:`~hdmf.common.table.DynamicTable.get_linked_tables` we can then also # look at all links defined directly or indirectly from a given table to other tables. # The result is a ``list`` of ``typing.NamedTuple`` objects containing, for each found link, the: # # * *"source_table"* :py:class:`~hdmf.common.table.DynamicTable` object, # * *"source_column"* :py:class:`~hdmf.common.table.DynamicTableRegion` column from the source table, and # * *"target_table"* :py:class:`~hdmf.common.table.DynamicTable` (which is the same as *source_column.table*). linked_tables = root_table.get_linked_tables() # Print the links for i, link in enumerate(linked_tables): print( "%s (%s, %s) ----> %s" % ( " " * i, link.source_table.name, link.source_column.name, link.target_table.name, ) ) ##################################################################### # Converting ICEphys metadata tables to pandas DataFrames # ------------------------------------------------------- # ##################################################################### # Using nested DataFrames # ^^^^^^^^^^^^^^^^^^^^^^^ # Using the :py:meth:`~hdmf.common.table.DynamicTable.to_dataframe` method we can easily convert tables # to pandas `DataFrames `_. exp_cond_df = root_table.to_dataframe() exp_cond_df ##################################################################### # By default, the method will resolve :py:class:`~hdmf.common.table.DynamicTableRegion` # references and include the rows that are referenced in related tables as # `DataFrame `_ objects, # resulting in a hierarchically nested `DataFrame`_. For example, looking at a single cell of the # ``repetitions`` column of our :py:class:`~pynwb.icephys.ExperimentalConditionsTable` table, # we get the corresponding subset of repetitions from the py:class:`~pynwb.icephys.RepetitionsTable`. exp_cond_df.iloc[0]["repetitions"] ##################################################################### # In contrast to the other ICEphys metadata tables, the # :py:class:`~pynwb.icephys.IntracellularRecordingsTable` does not contain any # :py:class:`~hdmf.common.table.DynamicTableRegion` columns, but it is a # :py:class:`~hdmf.common.alignedtable.AlignedDynamicTable` which contains sub-tables for # ``electrodes``, ``stimuli``, and ``responses``. For convenience, the # :py:meth:`~pynwb.icephys.IntracellularRecordingsTable.to_dataframe` of the # :py:class:`~pynwb.icephys.IntracellularRecordingsTable` provides a few # additional optional parameters to ignore the ids of the category tables # (via ``ignore_category_ids=True``) or to convert the electrode, stimulus, and # response references to ObjectIds. For example: # ir_df = nwbfile.intracellular_recordings.to_dataframe( ignore_category_ids=True, electrode_refs_as_objectids=True, stimulus_refs_as_objectids=True, response_refs_as_objectids=True, ) # save the table as image to display in the docs dataframe_image.export( obj=ir_df, filename=os.path.join(df_basedir, "intracellular_recordings_dataframe.png"), table_conversion="matplotlib", fontsize=dfi_fontsize, ) ##################################################################### # .. image:: images/intracellular_recordings_dataframe.png # :width: 100% # :alt: intracellular_recordings_dataframe.png # :align: center ##################################################################### # Using indexed DataFrames # ^^^^^^^^^^^^^^^^^^^^^^^^ # # Depending on the particular analysis, we may be interested only in a particular table and do not # want to recursively load and resolve all the linked tables. By setting ``index=True`` when # converting the table :py:meth:`~hdmf.common.table.DynamicTable.to_dataframe` the # :py:class:`~hdmf.common.table.DynamicTableRegion` links will be represented as # lists of integers indicating the rows in the target table (without loading data from # the referenced table). root_table.to_dataframe(index=True) ##################################################################### # To resolve links related to a set of rows, we can then simply use the corresponding # :py:class:`~hdmf.common.table.DynamicTableRegion` column from our original table, e.g.: root_table["repetitions"][ 0 ] # Look-up the repetitions for the first experimental condition ##################################################################### # We can also naturally resolve links ourselves by looking up the relevant table and # then accessing elements of the table directly. # All DynamicTableRegion columns in the ICEphys table are indexed so we first need to # follow the ".target" to the VectorData and then look up the table via ".table" target_table = root_table["repetitions"].target.table target_table[[0, 1]] ##################################################################### # .. note:: We can also explicitly exclude the :py:class:`~hdmf.common.table.DynamicTableRegion` columns # (or any other column) from the `DataFrame`_ using e.g., ``root_table.to_dataframe(exclude={'repetitions', })``. ##################################################################### # Using a single, hierarchical DataFrame # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # To gain a more direct overview of all metadata at once and avoid iterating across levels of nested # DataFrames during analysis, it can be useful to flatten (or unnest) nested DataFrames, expanding the # nested DataFrames by adding their columns to the main table, and expanding the corresponding rows in # the parent table by duplicating the data from the existing columns across the new rows. # For example, an experimental condition represented by a single row in the # :py:class:`~pynwb.icephys.ExperimentalConditionsTable` containing 5 repetitions would be expanded # to 5 rows, each containing a copy of the metadata from the experimental condition along with the # metadata of one of the repetitions. Repeating this process recursively, a single row in the # :py:class:`~pynwb.icephys.ExperimentalConditionsTable` will then ultimately expand to the total # number of intracellular recordings from the :py:class:`~pynwb.icephys.IntracellularRecordingsTable` # that belong to the experimental conditions table. # # HDMF povides several convenience functions to help with this process. Using the # :py:func:`~hdmf.common.hierarchicaltable.to_hierarchical_dataframe` method, we can transform # our hierarchical table into a single pandas `DataFrame`_. # To avoid duplication of data in the display, the hierarchy is represented as a pandas # `MultiIndex `_ on # the rows so that only the data from the last table in our hierarchy (i.e. here the # :py:class:`~pynwb.icephys.IntracellularRecordingsTable`) is represented as columns. from hdmf.common.hierarchicaltable import to_hierarchical_dataframe icephys_meta_df = to_hierarchical_dataframe(root_table) # save table as image to display in the docs dataframe_image.export( obj=icephys_meta_df, filename=os.path.join(df_basedir, "icephys_meta_dataframe.png"), table_conversion="matplotlib", fontsize=dfi_fontsize, ) ##################################################################### # .. image:: images/icephys_meta_dataframe.png # :width: 100% # :alt: icephys_meta_dataframe.png # :align: center ##################################################################### # Depending on the analysis, it can be useful to further process our `DataFrame`_. Using the standard # `reset_index `_ # function, we can turn the data from the `MultiIndex`_ to columns of the table itself, # effectively denormalizing the display by repeating all data across rows. HDMF then also # provides: 1) :py:func:`~hdmf.common.hierarchicaltable.drop_id_columns` to remove all "id" columns # and 2) :py:func:`~hdmf.common.hierarchicaltable.flatten_column_index` to turn the # `MultiIndex`_ on the columns of the table into a regular # `Index `_ of tuples. # # .. note:: Dropping ``id`` columns is often useful for visualization purposes while for # query and analysis it is often useful to maintain the ``id`` columns to facilitate # lookups and correlation of information. from hdmf.common.hierarchicaltable import drop_id_columns, flatten_column_index # Reset the index of the dataframe and turn the values into columns instead icephys_meta_df.reset_index(inplace=True) # Flatten the column-index, turning the pandas.MultiIndex into a pandas.Index of tuples flatten_column_index(dataframe=icephys_meta_df, max_levels=2, inplace=True) # Remove the id columns. By setting inplace=False allows us to visualize the result of this # action while keeping the id columns in our main icephys_meta_df table drid_icephys_meta_df = drop_id_columns(dataframe=icephys_meta_df, inplace=False) # save the table as image to display in the docs dataframe_image.export( obj=drid_icephys_meta_df, filename=os.path.join(df_basedir, "icephys_meta_dataframe_drop_id.png"), table_conversion="matplotlib", fontsize=dfi_fontsize, ) ##################################################################### # .. image:: images/icephys_meta_dataframe_drop_id.png # :width: 100% # :alt: icephys_meta_dataframe_drop_id.png # :align: center ##################################################################### # Useful additional data preparations # ----------------------------------- # # Expanding TimeSeriesReference columns # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # For query purposes it can be useful to expand the stimulus and response columns to separate the # ``(start, count, timeseries)`` values in separate columns. This is primarily useful if we want to # perform queries on these components directly, otherwise it is usually best to keep the stimulus/response # references around as `:py:class:`~pynwb.base.TimeSeriesReference`, which provides additional features # to inspect and validate the references and load data. We, therefore, here keep the data in both forms # in the table # Expand the ('stimuli', 'stimulus') to a DataFrame with 3 columns stimulus_df = pandas.DataFrame( icephys_meta_df[("stimuli", "stimulus")].tolist(), columns=[("stimuli", "idx_start"), ("stimuli", "count"), ("stimuli", "timeseries")], index=icephys_meta_df.index, ) # If we want to remove the original ('stimuli', 'stimulus') from the dataframe we can call # icephys_meta_df.drop(labels=[('stimuli', 'stimulus'), ], axis=1, inplace=True) # Add our expanded columns to the icephys_meta_df dataframe icephys_meta_df = pandas.concat([icephys_meta_df, stimulus_df], axis=1) # save the table as image to display in the docs dataframe_image.export( obj=icephys_meta_df, filename=os.path.join(df_basedir, "icephys_meta_dataframe_expand_tsr.png"), table_conversion="matplotlib", fontsize=dfi_fontsize, ) ##################################################################### # .. image:: images/icephys_meta_dataframe_expand_tsr.png # :width: 100% # :alt: icephys_meta_dataframe_expand_tsr.png # :align: center ##################################################################### # We can then easily expand also the ``(responses, response)`` column in the same way response_df = pandas.DataFrame( icephys_meta_df[("responses", "response")].tolist(), columns=[ ("responses", "idx_start"), ("responses", "count"), ("responses", "timeseries"), ], index=icephys_meta_df.index, ) icephys_meta_df = pandas.concat([icephys_meta_df, response_df], axis=1) ##################################################################### # Adding Stimulus/Response Metadata # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # With all TimeSeries stimuli and responses listed in the table, we can easily iterate over the # TimeSeries to expand our table with additional columns with information from the TimeSeries, e.g., # the ``neurodata_type`` or ``name`` or any other properties we may wish to extract from our # stimulus and response TimeSeries (e.g., ``rate``, ``starting_time``, ``gain`` etc.). # Here we show a few examples. # Add a column with the name of the stimulus TimeSeries object. # Note: We use getattr here to easily deal with missing values, # i.e., here the cases where no stimulus is present col = ("stimuli", "name") icephys_meta_df[col] = [ getattr(s, "name", None) for s in icephys_meta_df[("stimuli", "timeseries")] ] # Often we can easily do this in a bulk-fashion by specifying # the collection of fields of interest for field in ["neurodata_type", "gain", "rate", "starting_time", "object_id"]: col = ("stimuli", field) icephys_meta_df[col] = [ getattr(s, field, None) for s in icephys_meta_df[("stimuli", "timeseries")] ] # save the table as image to display in the docs dataframe_image.export( obj=icephys_meta_df, filename=os.path.join(df_basedir, "icephys_meta_dataframe_add_stimres.png"), table_conversion="matplotlib", max_cols=10, fontsize=dfi_fontsize, ) ##################################################################### # .. image:: images/icephys_meta_dataframe_add_stimres.png # :width: 100% # :alt: icephys_meta_dataframe_add_stimres.png # :align: center ##################################################################### # Naturally we can again do the same also for our response columns for field in ["name", "neurodata_type", "gain", "rate", "starting_time", "object_id"]: col = ("responses", field) icephys_meta_df[col] = [ getattr(s, field, None) for s in icephys_meta_df[("responses", "timeseries")] ] ##################################################################### # And we can use the same process to also gather additional metadata about the # :py:class:`~pynwb.icephys.IntracellularElectrode`, :py:class:`~pynwb.device.Device` and others for field in ["name", "device", "object_id"]: col = ("electrodes", field) icephys_meta_df[col] = [ getattr(s, field, None) for s in icephys_meta_df[("electrodes", "electrode")] ] ##################################################################### # This basic approach allows us to easily collect all data needed for query in a convenient # spreadsheet for display, query, and analysis. ##################################################################### # Performing common metadata queries # ---------------------------------- # # With regard to the experiment metadata tables, many of the queries we identified based on # feedback from the community follow the model of: *"Given X return Y"*, e.g.: # # * Given a particular stimulus return: # * the corresponding response # * the corresponding electrode # * the stimulus type # * all stimuli/responses recorded at the same time (i.e., during the same simultaneous recording) # * all stimuli/responses recorded during the same sequential recording # * Given a particular response return: # * the corresponding stimulus # * the corresponding electrode # * all stimuli/responses recorded at the same time (i.e., during the same simultaneous recording) # * all stimuli/responses recorded during the same sequential recording # * Given an electrode return: # * all responses (and stimuli) related to the electrode # * all sequential recordings (a.k.a., sweeps) recorded with the electrode # * Given a stimulus type return: # * all related stimulus/response recordings # * all the repetitions in which it is present # * Given a stimulus type and a repetition return: # * all the responses # * Given a simultaneous recording (a.k.a., sweep) return: # * the repetition/condition/sequential recording it belongs to # * all other simultaneous recordings that are part of the same repetition # * the experimental condition the simultaneous recording is part of # * Given a repetition return: # * the experimental condition the simultaneous recording is part of # * all sequential- and/or simultaneous recordings within that repetition # * Given an experimental condition return: # * All corresponding repetitions or sequential/simultaneous/intracellular recordings # * Get the list of all stimulus types # # More complex analytics will then commonly combine multiple such query constraints to further process # the corresponding data, e.g., # # * Given a stimulus and a condition, return all simultaneous recordings (a.k.a., sweeps) across repetitions # and average the responses # # Generally, many of the queries involve looking up a piece of information in on table (e.g., finding # a stimulus type in :py:class:`~pynwb.icephys.SequentialRecordingsTable`) and then querying for # related information in child tables (by following the :py:class:`~hdmf.common.table.DynamicTableRegion` links # included in the corresponding rows) to look up more specific information (e.g., all recordings related to # the stimulus type) or alternatively querying for related information in parent tables (by finding rows in the # parent table that link to our rows) and then looking up more general information (e.g., information about the # experimental condition). Using this approach, we can resolve the above queries using the individual # :py:class:`~hdmf.common.table.DynamicTable` objects directly, while loading only the data that is # absolutely necessary into memory. # # With the bulk data stored usually in some form of :py:class:`~pynwb.icephys.PatchClampSeries`, the # ICEphys metadata tables will usually be comparatively small (in terms of total memory). Once we have created # our integrated `DataFrame`_ as shown above, performing the queries described above becomes quite simple # as all links between tables have already been resolved and all data has been expanded across all rows. # In general, resolving queries on our "denormalized" table amounts to evaluating one or more conditions # on one or more columns and then retrieving the rows that match our conditions form the table. # # Once we have all metadata in a single table, we can also easily sort the rows of our table based on # a flexible set of conditions or even cluster rows to compute more advanced groupings of intracellular recordings. # # Below we show just a few simple examples: # # Given a response, get the stimulus # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # Get a response 'vcs_9' from the file response = nwbfile.get_acquisition("vcs_9") # Return all data related to that response, including the stimulus # as part of ('stimuli', 'stimulus') column icephys_meta_df[icephys_meta_df[("responses", "object_id")] == response.object_id] ##################################################################### # Given a response load the associated data # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # # References to timeseries are stored in the :py:class:`~pynwb.icephys.IntracellularRecordingsTable` via # :py:class:`~pynwb.base.TimeSeriesReferenceVectorData` columns which return the references to the stimulus/response # via :py:class:`~pynwb.base.TimeSeriesReference` objects. Using :py:class:`~pynwb.base.TimeSeriesReference` we can # easily inspect the selected data. ref = icephys_meta_df[("responses", "response")][0] # Get the TimeSeriesReference _ = ref.isvalid() # Is the reference valid _ = ref.idx_start # Get the start index _ = ref.count # Get the count _ = ref.timeseries.name # Get the timeseries _ = ref.timestamps # Get the selected timestamps ref_data = ref.data # Get the selected recorded response data values # Print the data values just as an example print("data = " + str(ref_data)) ##################################################################### # Get a list of all stimulus types # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ unique_stimulus_types = np.unique( icephys_meta_df[("sequential_recordings", "stimulus_type")] ) print(unique_stimulus_types) ##################################################################### # Given a stimulus type, get all corresponding intracellular recordings # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ query_res_df = icephys_meta_df[ icephys_meta_df[("sequential_recordings", "stimulus_type")] == "StimType_1" ] # save the table as image to display in the docs dataframe_image.export( obj=query_res_df, filename=os.path.join(df_basedir, "icephys_meta_query_result_dataframe.png"), table_conversion="matplotlib", max_cols=10, fontsize=dfi_fontsize, ) ##################################################################### # .. image:: images/icephys_meta_query_result_dataframe.png # :width: 100% # :alt: icephys_meta_query_result_dataframe.png # :align: center pynwb-2.8.2/docs/gallery/general/README.txt0000644000000000000000000000007713615410400015310 0ustar00 .. _general-tutorials: General tutorials ----------------- pynwb-2.8.2/docs/gallery/general/add_remove_containers.py0000644000000000000000000002030413615410400020511 0ustar00""" .. _modifying_data: Adding/Removing Containers from an NWB File ============================================ This tutorial explains how to add and remove containers from an existing NWB file and either write the data back to the same file or export the data to a new file. """ ############################################################################### # Adding objects to an NWB file in read/write mode # ---------------------------------------------------- # PyNWB supports adding container objects to an existing NWB file - that is, reading data from an NWB file, adding a # container object, such as a new :py:class:`~pynwb.base.TimeSeries` object, and writing the modified # :py:class:`~pynwb.file.NWBFile` back to the same file path on disk. To do so: # # 1. open the file with an :py:class:`~pynwb.NWBHDF5IO` object in read/write mode (``mode='r+'`` or ``mode='a'``) # 2. read the :py:class:`~pynwb.file.NWBFile` # 3. add container objects to the :py:class:`~pynwb.file.NWBFile` object # 4. write the modified :py:class:`~pynwb.file.NWBFile` using the same :py:class:`~pynwb.NWBHDF5IO` object # # For example: import datetime import numpy as np # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_add_remove_containers.png' from pynwb import NWBHDF5IO, NWBFile, TimeSeries # first, write a test NWB file nwbfile = NWBFile( session_description="demonstrate adding to an NWB file", identifier="NWB123", session_start_time=datetime.datetime.now(datetime.timezone.utc), ) filename = "nwbfile.nwb" with NWBHDF5IO(filename, "w") as io: io.write(nwbfile) # open the NWB file in r+ mode with NWBHDF5IO(filename, "r+") as io: read_nwbfile = io.read() # create a TimeSeries and add it to the file under the acquisition group data = list(range(100, 200, 10)) timestamps = np.arange(10, dtype=float) test_ts = TimeSeries( name="test_timeseries", data=data, unit="m", timestamps=timestamps ) read_nwbfile.add_acquisition(test_ts) # write the modified NWB file io.write(read_nwbfile) # confirm the file contains the new TimeSeries in acquisition with NWBHDF5IO(filename, "r") as io: read_nwbfile = io.read() print(read_nwbfile) ############################################################################### # .. note:: # # You cannot remove objects from an NWB file using the above method. ############################################################################### # Modifying an NWB file in this way has limitations. The destination file path must be the same as the source # file path, and it is not possible to remove objects from an NWB file. You can use the # :py:meth:`NWBHDF5IO.export ` method, detailed below, to modify an NWB file in these ways. # # Exporting a written NWB file to a new file path # ----------------------------------------------- # Use the :py:meth:`NWBHDF5IO.export ` method to read data from an existing NWB file, # modify the data, and write the modified data to a new file path. Modifications to the data can be additions or # removals of objects, such as :py:class:`~pynwb.base.TimeSeries` objects. This is especially useful if you # have raw data and processed data in the same NWB file and you want to create a new NWB file with all the contents of # the original file except for the raw data for sharing with collaborators. # # To remove existing containers, use the :py:meth:`~hdmf.utils.LabelledDict.pop` method on any # :py:class:`~hdmf.utils.LabelledDict` object, such as ``NWBFile.acquisition``, ``NWBFile.processing``, # ``NWBFile.analysis``, ``NWBFile.processing``, ``NWBFile.scratch``, ``NWBFile.devices``, ``NWBFile.stimulus``, # ``NWBFile.stimulus_template``, ``NWBFile.electrode_groups``, ``NWBFile.imaging_planes``, # ``NWBFile.icephys_electrodes``, ``NWBFile.ogen_sites``, ``NWBFile.lab_meta_data``, # and :py:class:`~pynwb.base.ProcessingModule` objects. # # For example: # first, create a test NWB file with a TimeSeries in the acquisition group nwbfile = NWBFile( session_description="demonstrate export of an NWB file", identifier="NWB123", session_start_time=datetime.datetime.now(datetime.timezone.utc), ) data1 = list(range(100, 200, 10)) timestamps1 = np.arange(10, dtype=float) test_ts1 = TimeSeries( name="test_timeseries1", data=data1, unit="m", timestamps=timestamps1 ) nwbfile.add_acquisition(test_ts1) # then, create a processing module for processed behavioral data nwbfile.create_processing_module( name="behavior", description="processed behavioral data" ) data2 = list(range(100, 200, 10)) timestamps2 = np.arange(10, dtype=float) test_ts2 = TimeSeries( name="test_timeseries2", data=data2, unit="m", timestamps=timestamps2 ) nwbfile.processing["behavior"].add(test_ts2) # write these objects to an NWB file filename = "nwbfile.nwb" with NWBHDF5IO(filename, "w") as io: io.write(nwbfile) # read the written file export_filename = "exported_nwbfile.nwb" with NWBHDF5IO(filename, mode="r") as read_io: read_nwbfile = read_io.read() # add a new TimeSeries to the behavior processing module data3 = list(range(100, 200, 10)) timestamps3 = np.arange(10, dtype=float) test_ts3 = TimeSeries( name="test_timeseries3", data=data3, unit="m", timestamps=timestamps3 ) read_nwbfile.processing["behavior"].add(test_ts3) # use the pop method to remove the original TimeSeries from the acquisition group read_nwbfile.acquisition.pop("test_timeseries1") # use the pop method to remove a TimeSeries from a processing module read_nwbfile.processing["behavior"].data_interfaces.pop("test_timeseries2") # call the export method to write the modified NWBFile instance to a new file path. # the original file is not modified with NWBHDF5IO(export_filename, mode="w") as export_io: export_io.export(src_io=read_io, nwbfile=read_nwbfile) # confirm the exported file does not contain TimeSeries with names 'test_timeseries1' or 'test_timeseries2' # but does contain a new TimeSeries in processing['behavior'] with name 'test_timeseries3' with NWBHDF5IO(export_filename, "r") as io: read_nwbfile = io.read() print(read_nwbfile) print(read_nwbfile.processing["behavior"]) ############################################################################### # .. note:: # # :py:class:`~pynwb.epoch.TimeIntervals` objects, such as ``NWBFile.epochs``, ``NWBFile.trials``, # ``NWBFile.invalid_times``, and custom :py:class:`~pynwb.epoch.TimeIntervals` objects cannot be # removed (popped) from ``NWBFile.intervals``. ############################################################################### # .. warning:: # # Removing an object from an NWBFile may break links and references within the file and across files. # This is analogous to having shortcuts/aliases to a file on your filesystem and then deleting the file. # Extra caution should be taken when removing heavily referenced items such as # :py:class:`~pynwb.device.Device` objects, # :py:class:`~pynwb.ecephys.ElectrodeGroup` objects, the electrodes table, and the # :py:class:`~pynwb.ophys.PlaneSegmentation` table. ############################################################################### # Exporting with new object IDs # --------------------------------- # When exporting a read NWB file to a new file path, the object IDs within the original NWB file will be copied to the # new file. To make the exported NWB file contain a new set of object IDs, call # :py:meth:`~hdmf.container.AbstractContainer.generate_new_id` on your :py:class:`~pynwb.file.NWBFile` object. # This will generate a new object ID for the :py:class:`~pynwb.file.NWBFile` object and all of the objects within # the NWB file. export_filename = "exported_nwbfile.nwb" with NWBHDF5IO(filename, mode="r") as read_io: read_nwbfile = read_io.read() read_nwbfile.generate_new_id() with NWBHDF5IO(export_filename, mode="w") as export_io: export_io.export(src_io=read_io, nwbfile=read_nwbfile) ############################################################################### # For more information about the export functionality, see :ref:`export` # and the PyNWB documentation for :py:meth:`NWBHDF5IO.export `. # # For more information about editing a file in place, see :ref:`editing`. pynwb-2.8.2/docs/gallery/general/experimenter_termset.yaml0000644000000000000000000000045513615410400020750 0ustar00id: termset/experimenter_example name: Experimenter version: 0.0.1 prefixes: ORC: https://orcid.org/ imports: - linkml:types default_range: string enums: Experimenters: permissible_values: Bilbo Baggins: description: He who must not be named. meaning: ORC:111 pynwb-2.8.2/docs/gallery/general/extensions.py0000644000000000000000000003627413615410400016373 0ustar00""" .. _tutorial-extending-nwb: Extending NWB ============= The NWB format was designed to be easily extendable. Here we discuss some of the basic functionality in PyNWB for creating Neurodata Extensions (NDX). .. seealso:: For a more in-depth, step-by-step guide on how to create, document, and publish NWB extensions, we highly recommend visiting the :nwb_overview:`extension tutorial ` on the :nwb_overview:`nwb overview <>` website. """ #################### # .. _defining_extension: # # Defining extensions # ----------------------------------------------------- # # Extensions should be defined separately from the code that uses the extensions. This design decision is # based on the assumption that the extension will be written once, and read or used multiple times. Here, we # provide an example of how to create an extension for subsequent use. # # The following block of code demonstrates how to create a new namespace, and then add a new `neurodata_type` # to this namespace. Finally, # it calls :py:meth:`~hdmf.spec.write.NamespaceBuilder.export` to save the extensions to disk for downstream use. # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_extensions.png' from pynwb.spec import NWBAttributeSpec, NWBGroupSpec, NWBNamespaceBuilder ns_path = "mylab.namespace.yaml" ext_source = "mylab.extensions.yaml" ns_builder = NWBNamespaceBuilder( "Extension for use in my Lab", "mylab", version="0.1.0" ) ns_builder.include_type("ElectricalSeries", namespace="core") ext = NWBGroupSpec( "A custom ElectricalSeries for my lab", attributes=[NWBAttributeSpec("trode_id", "the tetrode id", "int")], neurodata_type_inc="ElectricalSeries", neurodata_type_def="TetrodeSeries", ) ns_builder.add_spec(ext_source, ext) ns_builder.export(ns_path) #################### # Running this block will produce two YAML files. # # The first file, mylab.namespace.yaml, contains the specification of the namespace. # # .. code-block:: yaml # # namespaces: # - doc: Extension for use in my Lab # name: mylab # schema: # - namespace: core # neurodata_type: # - ElectricalSeries # - source: mylab.extensions.yaml # # The second file, mylab.extensions.yaml, contains the details on newly defined types. # # .. code-block:: yaml # # groups: # - attributes: # - doc: the tetrode id # dtype: int # name: trode_id # doc: A custom ElectricalSeries for my lab # neurodata_type_def: TetrodeSeries # neurodata_type_inc: ElectricalSeries # # .. tip:: # # Detailed documentation of all components and `neurodata_types` that are part of the core schema of NWB:N are # available in the schema docs at `http://nwb-schema.readthedocs.io `_ . # Before creating a new type from scratch, please have a look at the schema docs to see if using or extending an # existing type may solve your problem. Also, the schema docs are helpful when extending an existing type to # better understand the design and structure of the neurodata_type you are using. #################### # .. _using_extension: # # Using extensions # ----------------------------------------------------- # # After an extension has been created, it can be used by downstream code for reading and writing data. # There are two main mechanisms for reading and writing extension data with PyNWB. # The first involves defining new :py:class:`~pynwb.core.NWBContainer` classes that are then mapped # to the neurodata types in the extension. from hdmf.utils import docval, get_docval, popargs from pynwb import load_namespaces, register_class from pynwb.ecephys import ElectricalSeries ns_path = "mylab.namespace.yaml" load_namespaces(ns_path) @register_class("TetrodeSeries", "mylab") class TetrodeSeries(ElectricalSeries): __nwbfields__ = ("trode_id",) @docval( *get_docval(ElectricalSeries.__init__) + ({"name": "trode_id", "type": int, "doc": "the tetrode id"},) ) def __init__(self, **kwargs): trode_id = popargs("trode_id", kwargs) super().__init__(**kwargs) self.trode_id = trode_id #################### # .. note:: # # See the API docs for more information about :py:func:`~hdmf.utils.docval`, # :py:func:`~hdmf.utils.popargs`, and :py:func:`~hdmf.utils.get_docval` # # When extending :py:class:`~pynwb.core.NWBContainer` or :py:class:`~pynwb.core.NWBContainer` # subclasses, you should define the class field ``__nwbfields__``. This will # tell PyNWB the properties of the :py:class:`~pynwb.core.NWBContainer` extension. # # If you do not want to write additional code to read your extensions, PyNWB is able to dynamically # create an :py:class:`~pynwb.core.NWBContainer` subclass for use within the PyNWB API. # Dynamically created classes can be inspected using the built-in :py:mod:`inspect` module. from pynwb import get_class, load_namespaces ns_path = "mylab.namespace.yaml" load_namespaces(ns_path) AutoTetrodeSeries = get_class("TetrodeSeries", "mylab") #################### # .. note:: # # When defining your own :py:class:`~pynwb.core.NWBContainer`, the subclass name does not need to be the same # as the extension type name. However, it is encouraged to keep class and extension names the same for the # purposes of readability. #################### # .. _caching_extension: # # Caching extensions to file # ----------------------------------------------------- # # By default, extensions are cached to file so that your NWB file will carry the extensions needed to read the file # with it. # # To demonstrate this, first we will make some simulated data using our extensions. from datetime import datetime from dateutil.tz import tzlocal from pynwb import NWBFile start_time = datetime(2017, 4, 3, 11, tzinfo=tzlocal()) create_date = datetime(2017, 4, 15, 12, tzinfo=tzlocal()) nwbfile = NWBFile( "demonstrate caching", "NWB456", start_time, file_create_date=create_date ) device = nwbfile.create_device(name="trodes_rig123") electrode_name = "tetrode1" description = "an example tetrode" location = "somewhere in the hippocampus" electrode_group = nwbfile.create_electrode_group( electrode_name, description=description, location=location, device=device ) for idx in [1, 2, 3, 4]: nwbfile.add_electrode( id=idx, x=1.0, y=2.0, z=3.0, imp=float(-idx), location="CA1", filtering="none", group=electrode_group, ) electrode_table_region = nwbfile.create_electrode_table_region( [0, 2], "the first and third electrodes" ) import numpy as np rate = 10.0 np.random.seed(1234) data_len = 1000 data = np.random.rand(data_len * 2).reshape((data_len, 2)) timestamps = np.arange(data_len) / rate ts = TetrodeSeries( "test_ephys_data", data, electrode_table_region, timestamps=timestamps, trode_id=1, # Alternatively, could specify starting_time and rate as follows # starting_time=ephys_timestamps[0], # rate=rate, resolution=0.001, comments="This data was randomly generated with numpy, using 1234 as the seed", description="Random numbers generated with numpy.random.rand", ) nwbfile.add_acquisition(ts) #################### # .. note:: # # For more information on writing :py:class:`~pynwb.ecephys.ElectricalSeries`, # see :ref:`ecephys_tutorial`. # # Now that we have some data, lets write our file. You can choose not to cache the spec by setting # cache_spec=False in :py:meth:`~hdmf.backends.hdf5.h5tools.HDF5IO.write` from pynwb import NWBHDF5IO io = NWBHDF5IO("cache_spec_example.nwb", mode="w") io.write(nwbfile) io.close() #################### # .. note:: # # For more information on writing NWB files, see :ref:`basic_writing`. # # By default, if a namespace is not already loaded, PyNWB loads the namespace cached in # the file. To disable this, set ``load_namespaces=False`` in the # :py:class:`~pynwb.NWBHDF5IO` constructor. # # .. _MultiContainerInterface: # # Creating and using a custom MultiContainerInterface # ----------------------------------------------------- # It is sometimes the case that we need a group to hold zero-or-more or # one-or-more of the same object. Here we show how to create an extension that # defines a group (`PotatoSack`) that holds multiple objects (`Potato`) and # then how to use the new data types. First, we use `pynwb` to define the new # data types. from pynwb.spec import NWBAttributeSpec, NWBGroupSpec, NWBNamespaceBuilder name = "test_multicontainerinterface" ns_path = name + ".namespace.yaml" ext_source = name + ".extensions.yaml" ns_builder = NWBNamespaceBuilder(name + " extensions", name, version="0.1.0") ns_builder.include_type("NWBDataInterface", namespace="core") potato = NWBGroupSpec( neurodata_type_def="Potato", neurodata_type_inc="NWBDataInterface", doc="A potato", quantity="*", attributes=[ NWBAttributeSpec( name="weight", doc="weight of potato", dtype="float", required=True ), NWBAttributeSpec( name="age", doc="age of potato", dtype="float", required=False ), ], ) potato_sack = NWBGroupSpec( neurodata_type_def="PotatoSack", neurodata_type_inc="NWBDataInterface", name="potato_sack", doc="A sack of potatoes", quantity="?", groups=[potato], ) ns_builder.add_spec(ext_source, potato_sack) ns_builder.export(ns_path) #################### # Then create Container classes registered to the new data types (this is # generally done in a different file) from pynwb import load_namespaces, register_class from pynwb.file import MultiContainerInterface, NWBContainer load_namespaces(ns_path) @register_class("Potato", name) class Potato(NWBContainer): __nwbfields__ = ("name", "weight", "age") @docval( {"name": "name", "type": str, "doc": "who names a potato?"}, {"name": "weight", "type": float, "doc": "weight of potato in grams"}, {"name": "age", "type": float, "doc": "age of potato in days"}, ) def __init__(self, **kwargs): super().__init__(name=kwargs["name"]) self.weight = kwargs["weight"] self.age = kwargs["age"] @register_class("PotatoSack", name) class PotatoSack(MultiContainerInterface): __clsconf__ = { "attr": "potatos", "type": Potato, "add": "add_potato", "get": "get_potato", "create": "create_potato", } #################### # Then use the objects (again, this would often be done in a different file). from datetime import datetime from dateutil.tz import tzlocal from pynwb import NWBHDF5IO, NWBFile # You can add potatoes to a potato sack in different ways potato_sack = PotatoSack(potatos=Potato(name="potato1", age=2.3, weight=3.0)) potato_sack.add_potato(Potato("potato2", 3.0, 4.0)) potato_sack.create_potato("big_potato", 10.0, 20.0) nwbfile = NWBFile( "a file with metadata", "NB123A", datetime(2018, 6, 1, tzinfo=tzlocal()) ) pmod = nwbfile.create_processing_module("module_name", "desc") pmod.add_container(potato_sack) with NWBHDF5IO("test_multicontainerinterface.nwb", "w") as io: io.write(nwbfile) #################### # This is how you read the NWB file (again, this would often be done in a # different file). load_namespaces(ns_path) # from xxx import PotatoSack, Potato with NWBHDF5IO("test_multicontainerinterface.nwb", "r") as io: nwb = io.read() print(nwb.get_processing_module()["potato_sack"].get_potato("big_potato").weight) # note: you can call get_processing_module() with or without the module name as # an argument. However, if there is more than one module, the name is required. # Here, there is more than one potato, so the name of the potato is required as # an argument to get_potato #################### # Example: Cortical Surface Mesh # ----------------------------------------------------- # # Here we show how to create extensions by creating a data class for a # cortical surface mesh. This data type is particularly important for ECoG data, since we need to know where # each electrode is with respect to the gyri and sulci. Surface mesh objects contain two types of data: # # 1. `vertices`, which is an (n, 3) matrix of floats that represents points in 3D space # # 2. `faces`, which is an (m, 3) matrix of uints that represents indices of the `vertices` matrix. Each triplet of # points defines a triangular face, and the mesh is comprised of a collection of triangular faces. # # First, we set up our extension. I am going to use the name `ecog` from pynwb.spec import NWBDatasetSpec, NWBGroupSpec, NWBNamespaceBuilder name = "ecog" ns_path = name + ".namespace.yaml" ext_source = name + ".extensions.yaml" # Now we define the data structures. We use `NWBDataInterface` as the base type, # which is the most primitive type you are likely to use as a base. The name of the # class is `CorticalSurface`, and it requires two matrices, `vertices` and # `faces`. surface = NWBGroupSpec( doc="brain cortical surface", datasets=[ NWBDatasetSpec( doc="faces for surface, indexes vertices", shape=(None, 3), name="faces", dtype="uint", dims=("face_number", "vertex_index"), ), NWBDatasetSpec( doc="vertices for surface, points in 3D space", shape=(None, 3), name="vertices", dtype="float", dims=("vertex_number", "xyz"), ), ], neurodata_type_def="CorticalSurface", neurodata_type_inc="NWBDataInterface", ) # Now we set up the builder and add this object ns_builder = NWBNamespaceBuilder(name + " extensions", name, version="0.1.0") ns_builder.add_spec(ext_source, surface) ns_builder.export(ns_path) ################ # The above should generate 2 YAML files. `ecog.extensions.yaml`, # defines the newly defined types # # .. code-block:: yaml # # # ecog.namespace.yaml # groups: # - datasets: # - dims: # - face_number # - vertex_index # doc: faces for surface, indexes vertices # dtype: uint # name: faces # shape: # - null # - 3 # - dims: # - vertex_number # - xyz # doc: vertices for surface, points in 3D space # dtype: float # name: vertices # shape: # - null # - 3 # doc: brain cortical surface # neurodata_type_def: CorticalSurface # neurodata_type_inc: NWBDataInterface # # Finally, we should test the new types to make sure they run as expected from datetime import datetime import numpy as np from pynwb import NWBHDF5IO, NWBFile, get_class, load_namespaces load_namespaces("ecog.namespace.yaml") CorticalSurface = get_class("CorticalSurface", "ecog") cortical_surface = CorticalSurface( vertices=[ [0.0, 1.0, 1.0], [1.0, 1.0, 2.0], [2.0, 2.0, 1.0], [2.0, 1.0, 1.0], [1.0, 2.0, 1.0], ], faces=np.array([[0, 1, 2], [1, 2, 3]]).astype("uint"), name="cortex", ) nwbfile = NWBFile("my first synthetic recording", "EXAMPLE_ID", datetime.now()) cortex_module = nwbfile.create_processing_module( name="cortex", description="description" ) cortex_module.add_container(cortical_surface) with NWBHDF5IO("test_cortical_surface.nwb", "w") as io: io.write(nwbfile) pynwb-2.8.2/docs/gallery/general/nwb_gallery_config.yaml0000644000000000000000000000032513615410400020324 0ustar00namespaces: core: version: 2.7.0 data_types: Subject: species: termset: nwb_subject_termset.yaml NWBFile: experimenter: termset: experimenter_termset.yaml pynwb-2.8.2/docs/gallery/general/nwb_subject_termset.yaml0000644000000000000000000000141313615410400020541 0ustar00id: termset/species_example name: Species version: 0.0.1 prefixes: NCBI_TAXON: https://www.ncbi.nlm.nih.gov/Taxonomy/Browser/wwwtax.cgi?mode=Info&id= imports: - linkml:types default_range: string enums: Species: permissible_values: Homo sapiens: description: the species is human meaning: NCBI_TAXON:9606 Mus musculus: description: the species is a house mouse meaning: NCBI_TAXON:10090 Ursus arctos horribilis: description: the species is a grizzly bear meaning: NCBI_TAXON:116960 Myrmecophaga tridactyla: description: the species is an anteater meaning: NCBI_TAXON:71006 Ailuropoda melanoleuca: description: the species is a panda meaning: NCBI_TAXON:9646 pynwb-2.8.2/docs/gallery/general/object_id.py0000644000000000000000000000470213615410400016105 0ustar00""" .. _object_ids: Object IDs in NWB ================= This example focuses on how to access object IDs from NWB container objects and NWB container objects by object ID. Every NWB container object has an object ID that is a UUID_ string, such as "123e4567-e89b-12d3-a456-426655440000". These IDs have a non-zero probability of being duplicated, but are practically unique and used widely across computing platforms as if they are unique. The object ID of an NWB container object can be accessed using the :py:attr:`~hdmf.container.AbstractContainer.object_id` method. .. _UUID: https://en.wikipedia.org/wiki/Universally_unique_identifier """ from datetime import datetime import numpy as np from dateutil.tz import tzlocal # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_objectid.png' from pynwb import NWBFile, TimeSeries # set up the NWBFile start_time = datetime(2019, 4, 3, 11, tzinfo=tzlocal()) nwbfile = NWBFile( session_description="demonstrate NWB object IDs", identifier="NWB456", session_start_time=start_time, ) # make some simulated data timestamps = np.linspace(0, 100, 1024) data = ( np.sin(0.333 * timestamps) + np.cos(0.1 * timestamps) + np.random.randn(len(timestamps)) ) test_ts = TimeSeries(name="raw_timeseries", data=data, unit="m", timestamps=timestamps) # add it to the NWBFile nwbfile.add_acquisition(test_ts) # print the object ID of the NWB file print(nwbfile.object_id) # print the object ID of the TimeSeries print(test_ts.object_id) #################### # The :py:class:`~pynwb.file.NWBFile` class has the :py:meth:`~pynwb.file.NWBFile.objects` property, which provides a # dictionary of all neurodata_type objects in the `NWBFile`, indexed by each object's object ID. print(nwbfile.objects) #################### # You can iterate through the `objects` dictionary as with any other Python dictionary. for oid in nwbfile.objects: print(nwbfile.objects[oid]) for obj in nwbfile.objects.values(): print('%s: %s "%s"' % (obj.object_id, obj.neurodata_type, obj.name)) #################### # If you have stored the object ID of a particular NWB container object, you can use it as a key on `NWBFile.objects` to # get the object. ts_id = test_ts.object_id my_ts = nwbfile.objects[ts_id] # test_ts == my_ts #################### # # .. note:: # It is important to note that the object ID is NOT a unique hash of the data. If the contents of an NWB container # change, the object ID remains the same. # pynwb-2.8.2/docs/gallery/general/plot_configurator.py0000644000000000000000000001223613615410400017724 0ustar00""" How to Configure Term Validations ================================= This is a user guide for how to curate and take advantage of configuration files in order to more easily validate terms within datasets or attributes. Introduction ------------- Users will create a configuration YAML file that outlines the fields (within a neurodata type) they want to be validated against a set of allowed terms. After creating the configuration file, users will need to load the configuration file with the :py:func:`~pynwb.load_type_config` method. With the configuration loaded, every instance of the neurodata types defined in the configuration file will have the respective fields wrapped with a :py:class:`~hdmf.term_set.TermSetWrapper`. This automatic wrapping is what provides the term validation for the field value. For greater control on which datasets and attributes are validated against which sets of allowed terms, use the :py:class:`~hdmf.term_set.TermSetWrapper` on individual datasets and attributes instead. You can follow the `TermSet tutorial in the HDMF documentation `_ for more information. To unload a configuration, simply call :py:func:`~pynwb.unload_type_config`. We also provide a helper method to see the configuration that has been loaded: :py:func:`~pynwb.get_loaded_type_config` How to make a Configuration File -------------------------------- To see an example of a configuration file, please refer to ``_. The configuration file uses YAML syntax. The user will construct a series of nested dictionaries to encompass all the necessary information. 1. The user needs to define all the relevant namespaces. Recall that each neurodata type exists within a namespace, whether that is the core namespace in PyNWB or a namespace in an extension. As namespaces grow, we also require a version to be recorded in the configuration file to ensure proper functionality. 2. Within a namespace dictionary, the user will have a list of data types they want to configure. 3. Each data type will have a list of fields associated with a :py:class:`~hdmf.term_set.TermSet`. The user can use the same or unique TermSet instances for each field. """ try: import linkml_runtime # noqa: F401 except ImportError as e: raise ImportError("Please install linkml-runtime to run this example: pip install linkml-runtime") from e from dateutil import tz from datetime import datetime from uuid import uuid4 import os from pynwb import NWBFile, get_loaded_type_config, load_type_config, unload_type_config from pynwb.file import Subject #################################### # How to use a Configuration file # ------------------------------- # As mentioned prior, the first step after creating a configuration file is # to load the file. In this configuration file, we have defined two fields # we want to always be validated: ``experimenter`` and ``species``. Each of these # are from a different neurodata type, :py:class:`~pynwb.file.NWBFile` and # :py:class:`~pynwb.file.Subject` respectively, and each # have a unique associated :py:class:`~hdmf.term_set.TermSet`. # It is important to remember that with the configuration loaded, the fields # are wrapped automatically, meaning the user should proceed with creating # the instances normally, i.e., without wrapping directly. Once instantiated, # the value of the fields are wrapped and then validated to see if it is a # permissible value in their respective :py:class:`~hdmf.term_set.TermSet`. try: dir_path = os.path.dirname(os.path.abspath(__file__)) # when running as a .py except NameError: dir_path = os.path.dirname(os.path.abspath("__file__")) # when running as a script or notebook yaml_file = os.path.join(dir_path, 'nwb_gallery_config.yaml') load_type_config(config_path=yaml_file) session_start_time = datetime(2018, 4, 25, hour=2, minute=30, second=3, tzinfo=tz.gettz("US/Pacific")) nwbfile = NWBFile( session_description="Mouse exploring an open field", # required identifier=str(uuid4()), # required session_start_time=session_start_time, # required session_id="session_1234", # optional experimenter=[ "Bilbo Baggins", ], # optional lab="Bag End Laboratory", # optional institution="University of My Institution", # optional experiment_description="I went on an adventure to reclaim vast treasures.", # optional related_publications="DOI:10.1016/j.neuron.2016.12.011", # optional ) subject = Subject( subject_id="001", age="P90D", description="mouse 5", species="Mus musculus", sex="M", ) nwbfile.subject = subject #################################### # How to see the Configuration file # --------------------------------- # Call :py:class:`~pynwb.get_loaded_type_config` to get a dictionary containing the # current configuration. config = get_loaded_type_config() ###################################### # How to unload the Configuration file # ------------------------------------ # Call :py:class:`~pynwb.unload_type_config` to toggle off the automatic validation. unload_type_config() pynwb-2.8.2/docs/gallery/general/plot_file.py0000644000000000000000000005216513615410400016146 0ustar00""" .. _basics: NWB File Basics =============== This example will focus on the basics of working with an :py:class:`~pynwb.file.NWBFile` object, including writing and reading of an NWB file, and giving you an introduction to the basic data types. Before we dive into code showing how to use an :py:class:`~pynwb.file.NWBFile`, we first provide a brief overview of the basic concepts of NWB. .. _basics_background: Background: Basic concepts -------------------------- In the `NWB Format `_, each experiment session is typically represented by a separate NWB file. NWB files are represented in PyNWB by :py:class:`~pynwb.file.NWBFile` objects which provide functionality for creating and retrieving: * :ref:`timeseries_overview` datasets -- objects for storing time series data * :ref:`modules_overview` -- objects for storing and grouping analyses, and * experiment metadata and other metadata related to data provenance. The following sections describe the :py:class:`~pynwb.base.TimeSeries` and :py:class:`~pynwb.base.ProcessingModule` classes in further detail. .. _timeseries_overview: TimeSeries ^^^^^^^^^^ :py:class:`~pynwb.base.TimeSeries` objects store time series data and correspond to the *TimeSeries* specifications provided by the `NWB Format`_. Like the NWB specification, :py:class:`~pynwb.base.TimeSeries` Python objects follow an object-oriented inheritance pattern, i.e., the class :py:class:`~pynwb.base.TimeSeries` serves as the base class for all other :py:class:`~pynwb.base.TimeSeries` types, such as, :py:class:`~pynwb.ecephys.ElectricalSeries`, which itself may have further subtypes, e.g., :py:class:`~pynwb.ecephys.SpikeEventSeries`. .. seealso:: For your reference, NWB defines the following main :py:class:`~pynwb.base.TimeSeries` subtypes: * **Extracellular electrophysiology:** :py:class:`~pynwb.ecephys.ElectricalSeries`, :py:class:`~pynwb.ecephys.SpikeEventSeries` * **Intracellular electrophysiology:** :py:class:`~pynwb.icephys.PatchClampSeries` is the base type for all intracellular time series, which is further refined into subtypes depending on the type of recording: :py:class:`~pynwb.icephys.CurrentClampSeries`, :py:class:`~pynwb.icephys.IZeroClampSeries`, :py:class:`~pynwb.icephys.CurrentClampStimulusSeries`, :py:class:`~pynwb.icephys.VoltageClampSeries`, :py:class:`~pynwb.icephys.VoltageClampStimulusSeries`. * **Optical physiology and imaging:** :py:class:`~pynwb.image.ImageSeries` is the base type for image recordings and is further refined by the :py:class:`~pynwb.image.ImageMaskSeries`, :py:class:`~pynwb.image.OpticalSeries`, :py:class:`~pynwb.ophys.OnePhotonSeries`, and :py:class:`~pynwb.ophys.TwoPhotonSeries` types. Other related time series types are: :py:class:`~pynwb.image.IndexSeries`, :py:class:`~pynwb.ophys.RoiResponseSeries`. * **Others:** :py:class:`~pynwb.ogen.OptogeneticSeries`, :py:class:`~pynwb.behavior.SpatialSeries`, :py:class:`~pynwb.misc.DecompositionSeries`, :py:class:`~pynwb.misc.AnnotationSeries`, :py:class:`~pynwb.misc.AbstractFeatureSeries`, :py:class:`~pynwb.misc.IntervalSeries`. .. _modules_overview: Processing Modules ^^^^^^^^^^^^^^^^^^ Processing modules are objects that group together common analyses done during processing of data. They often hold data of different processing/analysis data types. .. seealso:: For your reference, NWB defines the following main processing/analysis data types: * **Behavior:** :py:class:`~pynwb.behavior.BehavioralEpochs`, :py:class:`~pynwb.behavior.BehavioralEvents`, :py:class:`~pynwb.behavior.BehavioralTimeSeries`, :py:class:`~pynwb.behavior.CompassDirection`, :py:class:`~pynwb.behavior.PupilTracking`, :py:class:`~pynwb.behavior.Position`, :py:class:`~pynwb.behavior.EyeTracking`. * **Extracellular electrophysiology:** :py:class:`~pynwb.ecephys.EventDetection`, :py:class:`~pynwb.ecephys.EventWaveform`, :py:class:`~pynwb.ecephys.FeatureExtraction`, :py:class:`~pynwb.ecephys.FilteredEphys`, :py:class:`~pynwb.ecephys.LFP`. * **Optical physiology:** :py:class:`~pynwb.ophys.DfOverF`, :py:class:`~pynwb.ophys.Fluorescence`, :py:class:`~pynwb.ophys.ImageSegmentation`, :py:class:`~pynwb.ophys.MotionCorrection`. * **Others:** :py:class:`~pynwb.base.Images`. * **TimeSeries:** Any :py:class:`~pynwb.base.TimeSeries` can be used to store processing/analysis data. NWB organizes data into different groups depending on the type of data. Groups can be thought of as folders within the file. Here are some of the groups within an :py:class:`~pynwb.file.NWBFile` and the types of data they are intended to store: * **acquisition**: raw, acquired data that should never change * **processing**: processed data, typically the results of preprocessing algorithms and could change * **analysis**: results of data analysis * **stimuli**: stimuli used in the experiment (e.g., images, videos, light pulses) The following examples will reference variables that may not be defined within the block they are used in. For clarity, we define them here: """ # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_file.png' from datetime import datetime from uuid import uuid4 import numpy as np from dateutil import tz from pynwb import NWBHDF5IO, NWBFile, TimeSeries from pynwb.behavior import Position, SpatialSeries from pynwb.file import Subject #################### # .. _basics_nwbfile: # # The NWB file # ------------ # # An :py:class:`~pynwb.file.NWBFile` represents a single session of an experiment. # Each :py:class:`~pynwb.file.NWBFile` must have a session description, identifier, and session start time. # Importantly, the session start time is the reference time for all timestamps in the file. # For instance, an event with a timestamp of 0 in the file means the event # occurred exactly at the session start time. # # Create an :py:class:`~pynwb.file.NWBFile` object with the required fields # (:py:attr:`~pynwb.file.NWBFile.session_description`, :py:attr:`~pynwb.file.NWBFile.identifier`, # :py:attr:`~pynwb.file.NWBFile.session_start_time`) and additional metadata. # # .. note:: # Use keyword arguments when constructing :py:class:`~pynwb.file.NWBFile` objects. # session_start_time = datetime(2018, 4, 25, 2, 30, 3, tzinfo=tz.gettz("US/Pacific")) nwbfile = NWBFile( session_description="Mouse exploring an open field", # required identifier=str(uuid4()), # required session_start_time=session_start_time, # required session_id="session_1234", # optional experimenter=[ "Baggins, Bilbo", ], # optional lab="Bag End Laboratory", # optional institution="University of Middle Earth at the Shire", # optional experiment_description="I went on an adventure to reclaim vast treasures.", # optional keywords=["behavior", "exploration", "wanderlust"], # optional related_publications="doi:10.1016/j.neuron.2016.12.011", # optional ) nwbfile #################### # .. note:: # # See the `NWBFile Best Practices `_ # for detailed information about the arguments to # :py:class:`~pynwb.file.NWBFile` #################### # .. _basic_subject: # # Subject Information # ------------------- # # In the :py:class:`~pynwb.file.Subject` object we can store information about the experiment subject, # such as ``age``, ``species``, ``genotype``, ``sex``, and a ``description``. # # .. only:: html # # .. image:: ../../_static/Subject.svg # :width: 150 # :alt: subject UML diagram # :align: center # # .. only:: latex # # .. image:: ../../_static/Subject.png # :width: 150 # :alt: subject UML diagram # :align: center # # The fields in the :py:class:`~pynwb.file.Subject` object are all free-form text (any format will be valid), # however it is recommended to follow particular conventions to help software tools interpret the data: # # * **age**: `ISO 8601 Duration format `_, e.g., ``"P90D"`` for 90 # days old # * **species**: The formal Latin binomial nomenclature, e.g., ``"Mus musculus"``, ``"Homo sapiens"`` # * **sex**: Single letter abbreviation, e.g., ``"F"`` (female), ``"M"`` (male), ``"U"`` (unknown), and ``"O"`` (other) # # Add the subject information to the :py:class:`~pynwb.file.NWBFile` # by setting the ``subject`` field to a new :py:class:`~pynwb.file.Subject` object. subject = Subject( subject_id="001", age="P90D", description="mouse 5", species="Mus musculus", sex="M", ) nwbfile.subject = subject subject #################### # .. _basic_timeseries: # # Time Series Data # ---------------- # # :py:class:`~pynwb.base.TimeSeries` is a common base class for measurements sampled over time, # and provides fields for ``data`` and ``timestamps`` (regularly or irregularly sampled). # You will also need to supply the ``name`` and ``unit`` of measurement # (`SI unit `_). # # .. image:: ../../_static/TimeSeries.png # :width: 200 # :alt: timeseries UML diagram # :align: center # # For instance, we can store a :py:class:`~pynwb.base.TimeSeries` data where recording started # ``0.0`` seconds after ``start_time`` and sampled every second (1 Hz): data = np.arange(100, 200, 10) time_series_with_rate = TimeSeries( name="test_timeseries", description="an example time series", data=data, unit="m", starting_time=0.0, rate=1.0, ) time_series_with_rate #################### # For irregularly sampled recordings, we need to provide the ``timestamps`` for the ``data``: timestamps = np.arange(10.) time_series_with_timestamps = TimeSeries( name="test_timeseries", description="an example time series", data=data, unit="m", timestamps=timestamps, ) time_series_with_timestamps #################### # :py:class:`~pynwb.base.TimeSeries` objects can be added directly to :py:class:`~pynwb.file.NWBFile` using: # # * :py:meth:`.NWBFile.add_acquisition` to add *acquisition* data (raw, acquired data that should never change), # * :py:meth:`.NWBFile.add_stimulus` to add *stimulus* data, or # * :py:meth:`.NWBFile.add_stimulus_template` to store *stimulus templates*. # nwbfile.add_acquisition(time_series_with_timestamps) #################### # We can access the :py:class:`~pynwb.base.TimeSeries` object ``'test_timeseries'`` # in :py:class:`~pynwb.file.NWBFile` from ``acquisition``: nwbfile.acquisition["test_timeseries"] #################### # or using the method :py:meth:`.NWBFile.get_acquisition`: nwbfile.get_acquisition("test_timeseries") #################### # .. _basic_spatialseries: # # Spatial Series and Position # --------------------------- # # :py:class:`~pynwb.behavior.SpatialSeries` is a subclass of :py:class:`~pynwb.base.TimeSeries` # that represents the spatial position of an animal over time. # # .. only:: html # # .. image:: ../../_static/SpatialSeries.svg # :width: 200 # :alt: spatialseries UML diagram # :align: center # # .. only:: latex # # .. image:: ../../_static/SpatialSeries.png # :width: 200 # :alt: spatialseries UML diagram # :align: center # # Create a :py:class:`~pynwb.behavior.SpatialSeries` object named ``"SpatialSeries"`` with some fake data. # create fake data with shape (50, 2) # the first dimension should always represent time position_data = np.array([np.linspace(0, 10, 50), np.linspace(0, 8, 50)]).T position_timestamps = np.linspace(0, 50).astype(float) / 200 spatial_series_obj = SpatialSeries( name="SpatialSeries", description="(x,y) position in open field", data=position_data, timestamps=position_timestamps, reference_frame="(0,0) is bottom left corner", ) spatial_series_obj #################### # To help data analysis and visualization tools know that this :py:class:`~pynwb.behavior.SpatialSeries` object # represents the position of the subject, store the :py:class:`~pynwb.behavior.SpatialSeries` object inside # of a :py:class:`~pynwb.behavior.Position` object, which can hold one or more :py:class:`~pynwb.behavior.SpatialSeries` # objects. # # .. only:: html # # .. image:: ../../_static/Position.svg # :width: 450 # :alt: position UML diagram # :align: center # # .. only:: latex # # .. image:: ../../_static/Position.png # :width: 450 # :alt: position UML diagram # :align: center # # Create a :py:class:`~pynwb.behavior.Position` object named ``"Position"`` [#]_. # name is set to "Position" by default position_obj = Position(spatial_series=spatial_series_obj) position_obj #################### # Behavior Processing Module # -------------------------- # # :py:class:`~pynwb.base.ProcessingModule` is a container for data interfaces that are related to a particular # processing workflow. NWB differentiates between raw, acquired data (*acquisition*), which should never change, # and processed data (*processing*), which are the results of preprocessing algorithms and could change. # Processing modules can be thought of as folders within the file for storing the related processed data. # # .. tip:: Use the NWB schema module names as processing module names where appropriate. # These are: ``"behavior"``, ``"ecephys"``, ``"icephys"``, ``"ophys"``, ``"ogen"``, and ``"misc"``. # # Let's assume that the subject's position was computed from a video tracking algorithm, # so it would be classified as processed data. # # Create a processing module called ``"behavior"`` for storing behavioral data in the :py:class:`~pynwb.file.NWBFile` # and add the :py:class:`~pynwb.behavior.Position` object to the processing module using the method # :py:meth:`.NWBFile.create_processing_module`: behavior_module = nwbfile.create_processing_module( name="behavior", description="processed behavioral data" ) behavior_module.add(position_obj) behavior_module #################### # # .. only:: html # # .. image:: ../../_static/Behavior.svg # :width: 600 # :alt: behavior UML diagram # :align: center # # .. only:: latex # # .. image:: ../../_static/Behavior.png # :width: 600 # :alt: behavior UML diagram # :align: center # # Once the behavior processing module is added to the :py:class:`~pynwb.file.NWBFile`, # you can access it with: nwbfile.processing["behavior"] #################### # Time Intervals # -------------- # # .. _basic_trials: # # The following provides a brief introduction to managing annotations in time via # :py:class:`~pynwb.epoch.TimeIntervals`. See the :ref:`time_intervals` tutorial # for a more detailed introduction to :py:class:`~pynwb.epoch.TimeIntervals`. # # Trials # ^^^^^^ # # Trials are stored in :py:class:`~pynwb.epoch.TimeIntervals`, which is # a subclass of :py:class:`~hdmf.common.table.DynamicTable`. # :py:class:`~hdmf.common.table.DynamicTable` is used to store # tabular metadata throughout NWB, including trials, electrodes and sorted units. This # class offers flexibility for tabular data by allowing required columns, optional # columns, and custom columns which are not defined in the standard. # # .. only:: html # # .. image:: ../../_static/Trials.svg # :width: 300 # :alt: trials UML diagram # :align: center # # .. only:: latex # # .. image:: ../../_static/Trials.png # :width: 300 # :alt: trials UML diagram # :align: center # # The ``trials`` :py:class:`~pynwb.epoch.TimeIntervals` class can be thought of # as a table with this structure: # # .. image:: ../../_static/trials_example.png # :width: 400 # :alt: trials table example # :align: center # # By default, :py:class:`~pynwb.epoch.TimeIntervals` objects only require ``start_time`` # and ``stop_time`` of each trial. Additional columns can be added using # the method :py:meth:`.NWBFile.add_trial_column`. When all the desired custom columns # have been defined, use the :py:meth:`.NWBFile.add_trial` method to add each row. # In this case, we will add one custom column to the trials table named "correct" # which will take a boolean array, then add two trials as rows of the table. nwbfile.add_trial_column( name="correct", description="whether the trial was correct", ) nwbfile.add_trial(start_time=1.0, stop_time=5.0, correct=True) nwbfile.add_trial(start_time=6.0, stop_time=10.0, correct=False) #################### # :py:class:`~hdmf.common.table.DynamicTable` and its subclasses can be converted to a pandas # :py:class:`~pandas.DataFrame` for convenient analysis using :py:meth:`~hdmf.common.table.DynamicTable.to_dataframe`. nwbfile.trials.to_dataframe() #################### # .. _basic_writing: # # Writing an NWB file # ------------------- # # Writing of an NWB file is carried out using the :py:class:`~pynwb.NWBHDF5IO` class [#]_. # # To write an :py:class:`~pynwb.file.NWBFile`, use the :py:meth:`~hdmf.backends.io.HDMFIO.write` method. io = NWBHDF5IO("basics_tutorial.nwb", mode="w") io.write(nwbfile) io.close() #################### # You can also use :py:meth:`~pynwb.NWBHDF5IO` as a context manager: with NWBHDF5IO("basics_tutorial.nwb", "w") as io: io.write(nwbfile) #################### # .. _basic_reading: # # Reading an NWB file # ------------------- # # As with writing, reading is also carried out using the :py:class:`~pynwb.NWBHDF5IO` class. # To read the NWB file we just wrote, create another :py:class:`~pynwb.NWBHDF5IO` object with the mode set to ``"r"``, # and use the :py:meth:`~pynwb.NWBHDF5IO.read` method to retrieve an # :py:class:`~pynwb.file.NWBFile` object. # # Data arrays are read passively from the file. # Accessing the ``data`` attribute of the :py:class:`~pynwb.base.TimeSeries` object # does not read the data values, but presents an HDF5 object that can be indexed to read data. # You can use the ``[:]`` operator to read the entire data array into memory. with NWBHDF5IO("basics_tutorial.nwb", "r") as io: read_nwbfile = io.read() print(read_nwbfile.acquisition["test_timeseries"]) print(read_nwbfile.acquisition["test_timeseries"].data[:]) #################### # It is often preferable to read only a portion of the data. # To do this, index or slice into the ``data`` attribute just like you # index or slice a numpy array. with NWBHDF5IO("basics_tutorial.nwb", "r") as io: read_nwbfile = io.read() print(read_nwbfile.acquisition["test_timeseries"].data[:2]) #################### # .. note:: # If you use :py:class:`~pynwb.NWBHDF5IO` as a context manager during read, # be aware that the :py:class:`~pynwb.NWBHDF5IO` gets closed and when the # context completes and the data will not be available outside of the # context manager [#]_. #################### # Accessing data # ^^^^^^^^^^^^^^^ # # We can also access the :py:class:`~pynwb.behavior.SpatialSeries` data by referencing the names # of the objects in the hierarchy that contain it. We can access a processing module by indexing # ``nwbfile.processing`` with the name of the processing module, ``"behavior"``. # # Then, we can access the :py:class:`~pynwb.behavior.Position` object inside of the ``"behavior"`` # processing module by indexing it with the name of the :py:class:`~pynwb.behavior.Position` object, # ``"Position"``. # # Finally, we can access the :py:class:`~pynwb.behavior.SpatialSeries` object inside of the # :py:class:`~pynwb.behavior.Position` object by indexing it with the name of the # :py:class:`~pynwb.behavior.SpatialSeries` object, ``"SpatialSeries"``. with NWBHDF5IO("basics_tutorial.nwb", "r") as io: read_nwbfile = io.read() print(read_nwbfile.processing["behavior"]) print(read_nwbfile.processing["behavior"]["Position"]) print(read_nwbfile.processing["behavior"]["Position"]["SpatialSeries"]) #################### # .. _basic_appending: # # Appending to an NWB file # ------------------------ # # To append to a file, read it with :py:class:`~pynwb.NWBHDF5IO` and set the ``mode`` argument to ``'a'``. # After you have read the file, you can add [#]_ new data to it using the standard write/add functionality demonstrated # above. Let's see how this works by adding another :py:class:`~pynwb.base.TimeSeries` to acquisition. io = NWBHDF5IO("basics_tutorial.nwb", mode="a") nwbfile = io.read() data = np.arange(100, 200, 10) timestamps = np.arange(10.) new_time_series = TimeSeries( name="new_time_series", description="a new time series", data=data, timestamps=timestamps, unit="n.a.", ) nwbfile.add_acquisition(new_time_series) #################### # Finally, write the changes back to the file and close it. io.write(nwbfile) io.close() #################### # .. [#] Some data interface objects have a default name. This default name is the type of the data interface. For # example, the default name for :py:class:`~pynwb.ophys.ImageSegmentation` is "ImageSegmentation" and the default # name for :py:class:`~pynwb.ecephys.EventWaveform` is "EventWaveform". # # .. [#] HDF5 is the primary backend supported by NWB. # # .. [#] Neurodata sets can be *very* large, so individual components of the dataset are only loaded into memory when # you request them. This functionality is only possible if an open file handle is kept around until users want to # load data. # # .. [#] NWB only supports *adding* to files. Removal and modifying of existing data is not allowed. pynwb-2.8.2/docs/gallery/general/plot_read_basics.py0000644000000000000000000002663213615410400017466 0ustar00""" .. _reading_and_exploring_NWB_File: Reading and Exploring an NWB File ================================== This tutorial will demonstrate how to read, explore, and do basic visualizations with an NWB File using different tools. An :py:class:`~pynwb.file.NWBFile` represents a single session of an experiment. It contains all the data of that session and the metadata required to understand the data. We will demonstrate how to use the `DANDI `_ neurophysiology data archive to access the data in two different ways: (1) by downloading it to your computer and (2) streaming it. We will briefly show tools for exploring NWB Files interactively and refer the reader to the :nwb_overview:`NWB Overview ` documentation for more details about the available tools. .. seealso:: You can learn more about the :py:class:`~pynwb.file.NWBFile` format in the :ref:`basics` tutorial. The following examples will reference variables that may not be defined within the block they are used in. For clarity, we define them here: """ # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_read_basics.png' import matplotlib.pyplot as plt import numpy as np from pynwb import NWBHDF5IO #################### # We will access NWB data on the `DANDI Archive `_, # and demonstrate reading one session of an experiment by # `Chandravadia et al. (2020) `_. In this study, # the authors recorded single neuron activity from the medial temporal lobes of human subjects # while they performed a recognition memory task. # # Download the data # ----------------- # First, we will demonstrate how to download an NWB data file from `DANDI `_ # to your machine. # # Download using the DANDI Web UI # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # You can download files directly from the DANDI website. # # 1. Go to the DANDI archive and open `this `_ dataset # 2. List the files in this dataset by clicking the "Files" button in Dandiset Actions (top right column of the page). # # .. image:: ../../_static/demo_dandi_view_files_in_dataset.png # :width: 700 # :alt: view files on dandi # :align: center # # 3. Choose the folder "sub-P11MHM" by clicking on its name. # # .. image:: ../../_static/demo_dandi_select_folder.png # :width: 700 # :alt: selecting a folder on dandi # :align: center # # 4. Download the NWB data file "sub-P11HMH_ses-20061101_ecephys+image.nwb" to your # computer by clicking on the download symbol. # # .. image:: ../../_static/demo_dandi_download_data.png # :width: 700 # :alt: selecting a folder on dandi # :align: center # # Downloading data programmatically # ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ # Alternatively, you can download data using the `dandi` Python module. from dandi.download import download download("https://api.dandiarchive.org/api/assets/0f57f0b0-f021-42bb-8eaa-56cd482e2a29/download/", ".") ###################################################### # .. seealso:: # # Learn about all the different ways you can download data from the DANDI Archive # `here `_ # # .. seealso:: Streaming data # # Instead of downloading data, another approach is to stream data directly from an archive. Streaming data allows you # to download only the data you want from a file, so it can be a much better approach when the desired data files # contain a lot of data you don't care about. There are several approaches to streaming NWB files, outlined in # :ref:`streaming`. # # Opening an NWB file with NWBHDF5IO # ---------------------------------- # # Reading and writing NWB data is carried out using the :py:class:`~pynwb.NWBHDF5IO` class. # :py:class:`~pynwb.NWBHDF5IO` reads NWB data that is in the `HDF5 `_ # storage format, a popular, hierarchical format for storing large-scale scientific data. # # The first argument to the constructor of :py:class:`~pynwb.NWBHDF5IO` is the ``file_path``. Use the ``read`` method to # read the data into a :py:class:`~pynwb.file.NWBFile` object. filepath = "sub-P11HMH_ses-20061101_ecephys+image.nwb" # Open the file in read mode "r", io = NWBHDF5IO(filepath, mode="r") nwbfile = io.read() nwbfile ####################################### # :py:class:`~pynwb.NWBHDF5IO` can also be used as a context manager: with NWBHDF5IO(filepath, mode="r") as io2: nwbfile2 = io2.read() # data accessible here # data not accessible here ###################################### # The advantage of using a context manager is that the file is closed automatically when the context finishes # successfully or if there is an error. Be aware that if you use this method, closing the context (unindenting the code) # will automatically close the :py:class:`~pynwb.NWBHDF5IO` object and the corresponding h5py File object. The data not # already read from the NWB file will then be inaccessible, so any code that reads data must be placed within the # context. # # Access stimulus data # -------------------- # # Data representing stimuli that were presented to the experimental subject are stored in # :py:class:`~pynwb.file.NWBFile.stimulus` within the :py:class:`~pynwb.file.NWBFile` object. nwbfile.stimulus #################### # ``NWBFile.stimulus`` is a dictionary that can contain PyNWB objects representing # different types of data, such as images (grayscale, RGB) or time series of images. # In this file, ``NWBFile.stimulus`` contains a single key "StimulusPresentation" with an # :py:class:`~pynwb.image.OpticalSeries` object representing what images were shown to the subject and at what times. nwbfile.stimulus["StimulusPresentation"] #################### # Lazy loading of datasets # ------------------------ # Data arrays are read passively from the NWB file. # Accessing the ``data`` attribute of the :py:class:`~pynwb.image.OpticalSeries` object # does not read the data values, but presents an :py:class:`h5py.Dataset` object that can be indexed to read data. # You can use the ``[:]`` operator to read the entire data array into memory. stimulus_presentation = nwbfile.stimulus["StimulusPresentation"] all_stimulus_data = stimulus_presentation.data[:] #################### # Images may be 3D or 4D (grayscale or RGB), where the first dimension must be time (frame). # The second and third dimensions represent x and y. # The fourth dimension represents the RGB value (length of 3) for color images. stimulus_presentation.data.shape #################### # This :py:class:`~pynwb.image.OpticalSeries` data contains 200 images of size 400x300 pixels with three channels # (red, green, and blue). # # Slicing datasets # ---------------- # It is often preferable to read only a portion of the data. # To do this, index or slice into the ``data`` attribute just like if you were # indexing or slicing a numpy array. frame_index = 31 image = stimulus_presentation.data[frame_index] # Reverse the last dimension because the data were stored in BGR instead of RGB image = image[..., ::-1] plt.imshow(image, aspect="auto") #################### # Access single unit data # ----------------------- # Data and metadata about sorted single units are stored in :py:class:`~pynwb.misc.Units` # object. It stores metadata about each single unit in a tabular form, where each row represents # a unit with spike times and additional metadata. # # .. seealso:: # You can learn more about units in the :ref:`ecephys_tutorial` tutorial. # units = nwbfile.units #################### # We can view the single unit data as a :py:class:`~pandas.DataFrame`. units_df = units.to_dataframe() units_df.head() #################### # To access the spike times of the first single unit, index :py:class:`~pynwb.file.NWBFile.units` with the column # name "spike_times" and then the row index, 0. All times in NWB are stored in seconds # relative to the session start time. units["spike_times"][0] #################### # Visualize spiking activity relative to stimulus onset # ----------------------------------------------------- # We can look at when these single units spike relative to when image stimuli were presented to the subject. # We will iterate over the first 3 units and get their spike times. # Then for each unit, we will iterate over each stimulus onset time and compute the spike times relative # to stimulus onset. Finally, we will create a raster plot and histogram of these aligned spike times. before = 1.0 # in seconds after = 3.0 # Get the stimulus times for all stimuli # get_timestamps() works whether the time is stored as an array of timestamps or as # starting time and sampling rate. stim_on_times = stimulus_presentation.get_timestamps() for unit in range(3): unit_spike_times = nwbfile.units["spike_times"][unit] trial_spikes = [] for time in stim_on_times: # Compute spike times relative to stimulus onset aligned_spikes = unit_spike_times - time # Keep only spike times in a given time window around the stimulus onset aligned_spikes = aligned_spikes[ (-before < aligned_spikes) & (aligned_spikes < after) ] trial_spikes.append(aligned_spikes) fig, axs = plt.subplots(2, 1, sharex="all") plt.xlabel("time (s)") axs[0].eventplot(trial_spikes) axs[0].set_ylabel("trial") axs[0].set_title("unit {}".format(unit)) axs[0].axvline(0, color=[0.5, 0.5, 0.5]) axs[1].hist(np.hstack(trial_spikes), 30) axs[1].axvline(0, color=[0.5, 0.5, 0.5]) #################### # Access Trials # ------------- # Trials are stored as :py:class:`~pynwb.epoch.TimeIntervals` object which is a subclass # of :py:class:`~hdmf.common.table.DynamicTable`. :py:class:`~hdmf.common.table.DynamicTable` objects are used to store # metadata about each trial in a tabular form, where each row represents a trial and has a start time, stop time, # and additional metadata. # # .. seealso:: # You can learn more about trials in the :ref:`time_intervals` tutorial. # # Similarly to :py:class:`~pynwb.misc.Units`, we can view trials as a :py:class:`pandas.DataFrame`. trials_df = nwbfile.trials.to_dataframe() trials_df.head() #################### # The stimulus can be mapped one-to-one to each row (trial) of # :py:class:`~pynwb.file.NWBFile.trials` based on the ``stim_on_time`` column. assert np.all(stimulus_presentation.timestamps[:] == trials_df.stim_on_time[:]) #################### # Visualize the first 3 images that were categorized as landscapes in the session: stim_on_times_landscapes = trials_df[ trials_df.category_name == "landscapes" ].stim_on_time for time in stim_on_times_landscapes.iloc[:3]: img = np.squeeze( stimulus_presentation.data[ np.where(stimulus_presentation.timestamps[:] == time) ] ) # Reverse the last dimension because the data were stored in BGR instead of RGB img = img[..., ::-1] plt.figure() plt.imshow(img, aspect="auto") #################### # Exploring the NWB file # ---------------------- # So far we have explored the NWB file by printing the :py:class:`~pynwb.file.NWBFile` # object and accessing its attributes, but it may be useful to explore the data in a # more interactive, visual way. See :ref:`analysistools-explore` for an updated list of programs for # exploring NWB files. #################### # Close the open NWB file # ----------------------- # It is good practice, especially on Windows, to close any files that you have opened. io.close() pynwb-2.8.2/docs/gallery/general/plot_timeintervals.py0000644000000000000000000002700513615410400020110 0ustar00""" .. _time_intervals: Annotating Time Intervals ========================= Annotating events in time is a common need in neuroscience, e.g. to describes epochs, trials, and invalid times during an experimental session. NWB supports annotation of time intervals via the :py:class:`~pynwb.epoch.TimeIntervals` type. The :py:class:`~pynwb.epoch.TimeIntervals` type is a :py:class:`~hdmf.common.table.DynamicTable` with the following columns: 1. ``start_time`` and ``stop_time`` describe the start and stop times of intervals as floating point offsets in seconds relative to the :py:meth:`~pynwb.file.NWBFile.timestamps_reference_time` of the file. In addition, 2. ``tags`` is an optional, indexed column used to associate user-defined string tags with intervals (0 or more tags per time interval) 3. ``timeseries`` is an optional, indexed :py:class:`~pynwb.base.TimeSeriesReferenceVectorData` column to map intervals directly to ranges in select, relevant :py:class:`~pynwb.base.TimeSeries` (0 or more per time interval) 4. as a :py:class:`~hdmf.common.table.DynamicTable` user may add additional columns to :py:meth:`~pynwb.epoch.TimeIntervals` via :py:meth:`~hdmf.common.table.DynamicTable.add_column` .. hint:: :py:meth:`~pynwb.epoch.TimeIntervals` is intended for storing general annotations of time ranges. Depending on the application (e.g., when intervals are generated by data acquisition or automatic data processing), it can be useful to describe intervals (or instantaneous events) in time as :py:class:`~pynwb.base.TimeSeries`. NWB provides several types for this purposes, e.g., :py:class:`~pynwb.misc.IntervalSeries`, :py:class:`~pynwb.behavior.BehavioralEpochs`, :py:class:`~pynwb.behavior.BehavioralEvents`, :py:class:`~pynwb.ecephys.EventDetection`, or :py:class:`~pynwb.ecephys.SpikeEventSeries`. """ #################### # Setup: Creating an example NWB file for the tutorial # ---------------------------------------------------- # # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_timeintervals.png' from datetime import datetime from uuid import uuid4 import numpy as np from dateutil.tz import tzlocal from pynwb import NWBFile, TimeSeries # create the NWBFile nwbfile = NWBFile( session_description="my first synthetic recording", # required identifier=str(uuid4()), # required session_start_time=datetime(2017, 4, 3, 11, tzinfo=tzlocal()), # required experimenter="Baggins, Bilbo", # optional lab="Bag End Laboratory", # optional institution="University of Middle Earth at the Shire", # optional experiment_description="I went on an adventure with thirteen dwarves to reclaim vast treasures.", # optional session_id="LONELYMTN", # optional ) # create some example TimeSeries test_ts = TimeSeries( name="series1", data=np.arange(1000), unit="m", timestamps=np.linspace(0.5, 601, 1000), ) rate_ts = TimeSeries( name="series2", data=np.arange(600), unit="V", starting_time=0.0, rate=1.0 ) # Add the TimeSeries to the file nwbfile.add_acquisition(test_ts) nwbfile.add_acquisition(rate_ts) #################### # Adding Time Intervals to a NWBFile # ---------------------------------- # # NWB provides a set of pre-defined :py:class:`~pynwb.epoch.TimeIntervals` # tables for :py:meth:`~pynwb.file.NWBFile.epochs`, :py:meth:`~pynwb.file.NWBFile.trials`, and # :py:meth:`~pynwb.file.NWBFile.invalid_times`. # # .. _trials: # # Trials # ^^^^^^ # # Trials can be added to an NWB file using the methods :py:meth:`~pynwb.file.NWBFile.add_trial` # By default, NWBFile only requires trial ``start_time`` and ``stop_time``. The ``tags`` and ``timeseries`` are # optional. For ``timeseries`` we only need to supply the :py:class:`~pynwb.base.TimeSeries`. # PyNWB automatically calculates the corresponding index range (described by ``idx_start`` and ``count``) for # the supplied :py:class:`~pynwb.base.TimeSeries` based on the given ``start_time`` and ``stop_time`` and # the :py:meth:`~pynwb.base.TimeSeries.timestamps` (or :py:class:`~pynwb.base.TimeSeries.starting_time` # and :py:meth:`~pynwb.base.TimeSeries.rate`) of the given :py:class:`~pynwb.base.TimeSeries`. # # Additional columns can be added using :py:meth:`~pynwb.file.NWBFile.add_trial_column`. This method takes a name # for the column and a description of what the column stores. You do not need to supply data # type, as this will inferred. Once all columns have been added, trial data can be populated using # :py:meth:`~pynwb.file.NWBFile.add_trial`. Note that if you add a custom column, you must # add at least one row to write the table to a file. # # Lets add an additional column and some trial data with tags and timeseries references. nwbfile.add_trial_column(name="stim", description="the visual stimuli during the trial") nwbfile.add_trial( start_time=0.0, stop_time=2.0, stim="dog", tags=["animal"], timeseries=[test_ts, rate_ts], ) nwbfile.add_trial( start_time=3.0, stop_time=5.0, stim="mountain", tags=["landscape"], timeseries=[test_ts, rate_ts], ) nwbfile.add_trial( start_time=6.0, stop_time=8.0, stim="desert", tags=["landscape"], timeseries=[test_ts, rate_ts], ) nwbfile.add_trial( start_time=9.0, stop_time=11.0, stim="tree", tags=["landscape", "plant"], timeseries=[test_ts, rate_ts], ) nwbfile.add_trial( start_time=12.0, stop_time=14.0, stim="bird", tags=["animal"], timeseries=[test_ts, rate_ts], ) nwbfile.add_trial( start_time=15.0, stop_time=17.0, stim="flower", tags=["animal"], timeseries=[test_ts, rate_ts], ) #################### # Epochs # ^^^^^^ # # Similarly, epochs can be added to an NWB file using the method :py:meth:`~pynwb.file.NWBFile.add_epoch` and # :py:meth:`~pynwb.file.NWBFile.add_epoch_column`. nwbfile.add_epoch( 2.0, 4.0, ["first", "example"], [ test_ts, ], ) nwbfile.add_epoch( 6.0, 8.0, ["second", "example"], [ test_ts, ], ) #################### # Invalid Times # ^^^^^^^^^^^^^ # # Similarly, invalid times can be added using the method :py:meth:`~pynwb.file.NWBFile.add_invalid_time_interval` and # :py:meth:`~pynwb.file.NWBFile.add_invalid_times_column`. nwbfile.add_epoch( 2.0, 4.0, ["first", "example"], [ test_ts, ], ) nwbfile.add_epoch( 6.0, 8.0, ["second", "example"], [ test_ts, ], ) #################### # Custom Time Intervals # ^^^^^^^^^^^^^^^^^^^^^ # # To define custom, experiment-specific :py:class:`~pynwb.epoch.TimeIntervals` we can add them # either: 1) when creating the :py:class:`~pynwb.file.NWBFile` by defining the # ``intervals`` constructor argument or 2) via the # :py:meth:`~pynwb.file.NWBFile.add_time_intervals` or :py:meth:`~pynwb.file.NWBFile.create_time_intervals` # after the :py:class:`~pynwb.file.NWBFile` has been created. # from pynwb.epoch import TimeIntervals sleep_stages = TimeIntervals( name="sleep_stages", description="intervals for each sleep stage as determined by EEG", ) sleep_stages.add_column(name="stage", description="stage of sleep") sleep_stages.add_column(name="confidence", description="confidence in stage (0-1)") sleep_stages.add_row(start_time=0.3, stop_time=0.5, stage=1, confidence=0.5) sleep_stages.add_row(start_time=0.7, stop_time=0.9, stage=2, confidence=0.99) sleep_stages.add_row(start_time=1.3, stop_time=3.0, stage=3, confidence=0.7) _ = nwbfile.add_time_intervals(sleep_stages) #################### # Accessing Time Intervals # ------------------------ # # We can access the predefined :py:class:`~pynwb.epoch.TimeIntervals` tables via the corresponding # :py:meth:`~pynwb.file.NWBFile.epochs`, :py:meth:`~pynwb.file.NWBFile.trials`, and # :py:meth:`~pynwb.file.NWBFile.invalid_times` properties and for custom :py:class:`~pynwb.epoch.TimeIntervals` # via the :py:meth:`~pynwb.file.NWBFile.get_time_intervals` method. E.g.: _ = nwbfile.intervals _ = nwbfile.get_time_intervals("sleep_stages") #################### # Like any :py:class:`~hdmf.common.table.DynamicTable`, we can conveniently convert any # :py:class:`~pynwb.epoch.TimeIntervals` table to a ``pandas.DataFrame`` via # :py:meth:`~hdmf.common.table.DynamicTable.to_dataframe`, such as: nwbfile.trials.to_dataframe() #################### # This approach makes it easy to query the data to, e.g., locate all time intervals within a certain time range trials_df = nwbfile.trials.to_dataframe() trials_df.query("(start_time > 2.0) & (stop_time < 9.0)") #################### # Accessing referenced TimeSeries # ------------------------------- # # As mentioned earlier, the ``timeseries`` column is defined by a :py:class:`~pynwb.base.TimeSeriesReferenceVectorData` # which stores references to the corresponding ranges in :py:class:`~pynwb.base.TimeSeries`. Individual references # to :py:class:`~pynwb.base.TimeSeries` are described via :py:class:`~pynwb.base.TimeSeriesReference` tuples # with the :py:class:`~pynwb.base.TimeSeriesReference.idx_start`, :py:class:`~pynwb.base.TimeSeriesReference.count`, # and :py:class:`~pynwb.base.TimeSeriesReference.timeseries`. # Using :py:class:`~pynwb.base.TimeSeriesReference` we can easily access the relevant # :py:meth:`~pynwb.base.TimeSeriesReference.data` and :py:meth:`~pynwb.base.TimeSeriesReference.timestamps` # for the corresponding time range from the :py:class:`~pynwb.base.TimeSeries`. # Get a single example TimeSeriesReference from the trials table example_tsr = nwbfile.trials["timeseries"][0][0] # Get the data values from the timeseries. This is a shorthand for: # _ = example_tsr.timeseries.data[example_tsr.idx_start: (example_tsr.idx_start + example_tsr.count)] _ = example_tsr.data # Get the timestamps. Timestamps are either loaded from the TimeSeries or # computed from the starting_time and rate example_tsr.timestamps #################### # Using :py:class:`~pynwb.base.TimeSeriesReference.isvalid` we can further check if the reference is valid. # A :py:class:`~pynwb.base.TimeSeriesReference` is defined as invalid if both # :py:class:`~pynwb.base.TimeSeriesReference.idx_start`, :py:class:`~pynwb.base.TimeSeriesReference.count` are # set to ``-1``. :py:class:`~pynwb.base.TimeSeriesReference.isvalid` further also checks that the indicated # index range and types are valid, raising ``IndexError`` and ``TypeError`` respectively, if bad # :py:class:`~pynwb.base.TimeSeriesReference.idx_start`, :py:class:`~pynwb.base.TimeSeriesReference.count` or # :py:class:`~pynwb.base.TimeSeriesReference.timeseries` are found. example_tsr.isvalid() #################### # Adding TimeSeries references to other tables # -------------------------------------------- # # Since :py:class:`~pynwb.base.TimeSeriesReferenceVectorData` is a regular :py:class:`~hdmf.common.table.VectorData` # type, we can use it to add references to intervals in :py:class:`~pynwb.base.TimeSeries` to any # :py:class:`~hdmf.common.table.DynamicTable`. In the :py:class:`~pynwb.icephys.IntracellularRecordingsTable`, e.g., # it is used to reference the recording of the stimulus and response associated with a particular intracellular # electrophysiology recording. # #################### # Reading/Writing TimeIntervals to file # ------------------------------------- # # Reading and writing the data is as usual: from pynwb import NWBHDF5IO # write the file with NWBHDF5IO("example_timeintervals_file.nwb", "w") as io: io.write(nwbfile) # read the file with NWBHDF5IO("example_timeintervals_file.nwb", "r") as io: nwbfile_in = io.read() # plot the sleep stages TimeIntervals table nwbfile_in.get_time_intervals("sleep_stages").to_dataframe() pynwb-2.8.2/docs/gallery/general/scratch.py0000644000000000000000000001245113615410400015612 0ustar00""" .. _scratch: Exploratory Data Analysis with NWB ================================== This example will focus on the basics of working with an :py:class:`~pynwb.file.NWBFile` to do more than storing standardized data for use and exchange. For example, you may want to store results from intermediate analyses or one-off analyses with unknown utility. This functionality is primarily accomplished with linking and scratch space. .. note:: The scratch space is explicitly for non-standardized data that is not intended for reuse by others. Standard NWB types, and extension if required, should always be used for any data that you intend to share. As such, published data should not include scratch data and a user should be able to ignore any data stored in scratch to use a file. """ #################### # Raw data # -------- # # To demonstrate linking and scratch space, lets assume we are starting with some acquired data. # from datetime import datetime import numpy as np from dateutil.tz import tzlocal # sphinx_gallery_thumbnail_path = 'figures/gallery_thumbnails_scratch.png' from pynwb import NWBHDF5IO, NWBFile, TimeSeries # set up the NWBFile start_time = datetime(2019, 4, 3, 11, tzinfo=tzlocal()) create_date = datetime(2019, 4, 15, 12, tzinfo=tzlocal()) nwb = NWBFile( session_description="demonstrate NWBFile scratch", # required identifier="NWB456", # required session_start_time=start_time, # required file_create_date=create_date, ) # optional # make some fake data timestamps = np.linspace(0, 100, 1024) data = ( np.sin(0.333 * timestamps) + np.cos(0.1 * timestamps) + np.random.randn(len(timestamps)) ) test_ts = TimeSeries(name="raw_timeseries", data=data, unit="m", timestamps=timestamps) # add it to the NWBFile nwb.add_acquisition(test_ts) with NWBHDF5IO("raw_data.nwb", mode="w") as io: io.write(nwb) #################### # .. _basic_copying: # # Copying an NWB file # ------------------- # # To copy a file, we must first read the file. # raw_io = NWBHDF5IO("raw_data.nwb", "r") nwb_in = raw_io.read() #################### # And then create a shallow copy the file with the :py:func:`~pynwb.file.NWBFile.copy` method # of :py:class:`~pynwb.file.NWBFile` . nwb_proc = nwb_in.copy() #################### # # Now that we have a copy, lets process some data, and add the results as a :py:class:`~pynwb.base.ProcessingModule` # to our copy of the file. [#]_ import scipy.signal as sps mod = nwb_proc.create_processing_module( "filtering_module", "a module to store filtering results" ) ts1 = nwb_in.acquisition["raw_timeseries"] filt_data = sps.correlate(ts1.data, np.ones(128), mode="same") / 128 ts2 = TimeSeries(name="filtered_timeseries", data=filt_data, unit="m", timestamps=ts1) mod.add_container(ts2) #################### # # Now write the copy, which contains the processed data. [#]_ with NWBHDF5IO("processed_data.nwb", mode="w", manager=raw_io.manager) as io: io.write(nwb_proc) #################### # # .. [#] # .. note:: # Notice here that we are reusing the timestamps to the original TimeSeries. # # .. [#] # .. note:: # The ``processed_data.nwb`` file (i.e., our copy) stores our processing module and contains external # links to all data in our original file, i.e., the data from our raw file is being linked to, not copied. # This allows us to isolate our processing data in a separate file while still allowing us to access the # raw data from our ``processed_data.nwb`` file, without having to duplicate the data. # #################### # .. _basic_scratch: # # Adding scratch data # ------------------- # # You may end up wanting to store results from some one-off analysis, and writing an extension # to get your data into an NWBFile is too much over head. This is facilitated by the scratch space # in NWB. [#]_ # # First, lets read our processed data and then make a copy proc_io = NWBHDF5IO("processed_data.nwb", "r") nwb_proc_in = proc_io.read() #################### # # Now make a copy to put our scratch data into [#]_ nwb_scratch = nwb_proc_in.copy() #################### # # Now lets do an analysis for which we do not have a specification, but we would like to store # the results for. filt_ts = nwb_scratch.modules["filtering_module"]["filtered_timeseries"] fft = np.fft.fft(filt_ts.data) nwb_scratch.add_scratch( fft, name="dft_filtered", description="discrete Fourier transform from filtered data", ) #################### # # Finally, write the results. with NWBHDF5IO("scratch_analysis.nwb", "w", manager=proc_io.manager) as io: io.write(nwb_scratch) #################### # # To get your results back, you can index into :py:attr:`~pynwb.file.NWBFile.scratch` or use # :py:func:`~pynwb.file.NWBFile.get_scratch`: scratch_io = NWBHDF5IO("scratch_analysis.nwb", "r") nwb_scratch_in = scratch_io.read() fft_in = nwb_scratch_in.scratch["dft_filtered"] fft_in = nwb_scratch_in.get_scratch("dft_filtered") #################### # # .. [#] # .. note:: # This scratch space only exists if you add scratch data. # # .. [#] # .. note:: # We recommend writing scratch data into copies of files only. This will make it easier to # isolate and discard scratch data and avoids updating files that store precious data. # close the IO objects raw_io.close() proc_io.close() scratch_io.close() pynwb-2.8.2/docs/notebooks/convert-crcns-ret-1-meisterlab-compare-nwb-1.0.6.ipynb0000644000000000000000001013524313615410400024322 0ustar00{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Jupyter Layout\n", "from IPython.core.display import display, HTML\n", "display(HTML(\"\"))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 1 Note" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This notebook uses the convert script and API for NWB v.1.0.6 (not the current NWB 2.0 and PyNWB) to generate NWB v1.0.6 data files and compare with the current format. This notebook is mainly for comparison purposes. The corresponding notebook for converting the MeisterLab example data to NWB 2.x is available here: https://github.com/NeurodataWithoutBorders/pynwb/blob/dev/docs/notebooks/convert-crcns-ret-1-meisterlab.ipynb .\n", "\n", "This example is based on https://github.com/NeurodataWithoutBorders/api-python/blob/master/examples/create_scripts/crcns_ret-1.py from H5Gate (i.e., the original write API for NWB v1.x). A tar file with the example data is available for download from: https://portal.nersc.gov/project/crcns/download/nwb-1/example_script_data/source_data_2.tar.gz Please download and uncompress the data file and update the paths in the *Settings* section if you want to run the notebook. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 2 Settings" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import os, sys\n", "\n", "# Location of the example data\n", "indata_dir = \"/Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1\"\n", "# Path were the h5gate API is located\n", "h5gate_path = '/Volumes/Data Drive/nwb_convert_tutorial/api-python'\n", "# Directory where the output data should be saved\n", "h5gate_output_dir = '/Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/' " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 3 Execute convert using the original H5Gate API" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# Add H5Gate to the path\n", "sys.path.append(h5gate_path)\n", "# Check if the convert has been run before\n", "run_h5gate_convert = not os.path.exists(h5gate_output_dir) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The following is a copy of the following script: https://github.com/NeurodataWithoutBorders/api-python/blob/master/examples/create_scripts/crcns_ret-1.py . Minor modifications were made to paths to make the script work within the notebook indicated by `#MODIFIED` comments. The script is included here to ease comparison and use of the example.\n", "\n", "Note, the files generated by the original script are omitting a few required datasets/attributes and as such do not actually validate. " ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Getting stimulus frame requirements\n", "Processing 20080516_R1.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080516_R1.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/stim_library/640x480_1x480_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/stim_library/640x480_10x10_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/stim_library/640x480_640x1_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 12 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "8 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-7)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 37 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "37 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-7)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-7)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-7)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 12 warnings, 37 additions\n", "failed validation check (at least one error)\n", "Processing 20080516_R2.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080516_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 39 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "35 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-34)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 118 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "118 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-34)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-34)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-34)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 39 warnings, 118 additions\n", "failed validation check (at least one error)\n", "Processing 20080606_R1.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080606_R1.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 9 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "5 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-4)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 28 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "28 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-4)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-4)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 9 warnings, 28 additions\n", "failed validation check (at least one error)\n", "Processing 20080606_R2.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080606_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 11 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "7 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-6)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 34 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "34 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-6)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-6)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-6)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 11 warnings, 34 additions\n", "failed validation check (at least one error)\n", "Processing 20080606_R3.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080606_R3.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 6 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "2 recommended datasets missing:\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_1/source'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 19 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "19 datasets custom and identified by attribute neurodata_type=Custom (8 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_1/stim_1'\n", " 8. '/processing/Cells/UnitTimes/cell_1/stim_# (#=2-3)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 6 warnings, 19 additions\n", "failed validation check (at least one error)\n", "Processing 20080624_R1.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080624_R1.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/stim_library/640x480_2x480_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/stim_library/640x480_640x2_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/stim_library/640x300_10x10_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 42 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x2_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x300_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "38 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-37)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 127 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "127 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-37)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-37)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-37)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 42 warnings, 127 additions\n", "failed validation check (at least one error)\n", "Processing 20080624_R2.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080624_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 31 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x300_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "27 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-26)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 94 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "94 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-26)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-26)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-26)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 31 warnings, 94 additions\n", "failed validation check (at least one error)\n", "Processing 20080624_R3.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080624_R3.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/stim_library/640x480_5x480_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 43 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x300_10x10_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_5x480_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "39 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-38)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 130 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "130 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-38)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-38)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-38)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 43 warnings, 130 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R2.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080628_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 3 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "1 attributes missing:\n", " 1. /stimulus/presentation/rec_stim_1 - source\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 43 warnings.\n", "1 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "41 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-40)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 46 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "46 datasets custom and identified by attribute neurodata_type=Custom (8 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_1/meister_dx'\n", " 3. '/stimulus/presentation/rec_stim_1/meister_dy'\n", " 4. '/stimulus/presentation/rec_stim_1/meister_x'\n", " 5. '/stimulus/presentation/rec_stim_1/meister_y'\n", " 6. '/stimulus/presentation/rec_stim_1/pixel_size'\n", " 7. '/processing/Cells/UnitTimes/cell_1/stim_1'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-40)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "3 errors, 43 warnings, 46 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R3.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080628_R3.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/stim_library/640x320_8x8_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 36 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "33 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-32)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 75 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "75 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-32)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-32)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 36 warnings, 75 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R4.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080628_R4.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 19 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "16 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-15)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 41 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "41 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-15)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-15)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 19 warnings, 41 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R5.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080628_R5.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 47 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "44 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-43)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 97 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "97 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-43)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-43)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 47 warnings, 97 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R6.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080628_R6.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 17 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "14 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-13)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 37 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "37 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-13)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-13)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 17 warnings, 37 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R7.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080628_R7.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 3 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "1 attributes missing:\n", " 1. /stimulus/presentation/rec_stim_1 - source\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 17 warnings.\n", "1 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "15 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-14)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 20 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "20 datasets custom and identified by attribute neurodata_type=Custom (8 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_1/meister_dx'\n", " 3. '/stimulus/presentation/rec_stim_1/meister_dy'\n", " 4. '/stimulus/presentation/rec_stim_1/meister_x'\n", " 5. '/stimulus/presentation/rec_stim_1/meister_y'\n", " 6. '/stimulus/presentation/rec_stim_1/pixel_size'\n", " 7. '/processing/Cells/UnitTimes/cell_1/stim_1'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-14)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "3 errors, 17 warnings, 20 additions\n", "failed validation check (at least one error)\n", "Processing 20080702_R1.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080702_R1.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 7 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "4 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-3)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 17 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "17 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-3)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 7 warnings, 17 additions\n", "failed validation check (at least one error)\n", "Processing 20080702_R4.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test_rerun/nwb1.0.x/20080702_R4.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 16 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "13 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-12)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 35 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "35 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-12)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-12)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 16 warnings, 35 additions\n", "failed validation check (at least one error)\n" ] } ], "source": [ "if run_h5gate_convert: # MODIFIED: Added outer if to allow us to avoid running the script again\n", " #!/usr/bin/python\n", "\n", " # script to convert Meister sample data sets to NWB format\n", " # modified to use specification language\n", "\n", " import glob\n", " import sys\n", " import os\n", " import h5py\n", " import datetime\n", " import numpy as np\n", " import scipy.io as sio\n", "\n", " from nwb import nwb_file\n", " from nwb import nwb_utils as ut\n", "\n", "\n", " # directory for input data\n", " SOURCE_DATA_DIR = indata_dir # MODIFIED: Set to our current input data dir\n", " path = SOURCE_DATA_DIR + \"/Data/\" # MODIFIED: Fix path to fit the notebook\n", "\n", " if not os.path.exists(path):\n", " # print (\"Source files for script '%s' not present.\" % os.path.basename(__file__)) # MODIFIED: Removed Print\n", " print (\"Download and put them in the 'examples/source_data' directory as instructed\")\n", " print (\"in file examples/0_README.txt\")\n", " # sys.exit(1) # MODIFIED: Do not exit\n", "\n", "\n", " file_list = glob.glob(path + \"*.mat\")\n", " #file_list = [path+\"20080516_R2.mat\"]\n", "\n", " if not file_list:\n", " print (\"*** Error:\")\n", " print (\"No files found at '%s'. Cannot run script %s.\" % (path, os.path.basename(__file__)))\n", " sys.exit(1)\n", "\n", " # directory for created NWB files. Must have a trailing slash.\n", " OUTPUT_DIR = h5gate_output_dir # MODIFIED: Use our own output directory\n", " if not os.path.exists(OUTPUT_DIR):\n", " os.makedirs(OUTPUT_DIR)\n", "\n", " # this directory for storing generated stimulus files (which are not NWB files).\n", " STIM_LIBRARY_DIR = OUTPUT_DIR + \"stim_library/\"\n", " if not os.path.exists(STIM_LIBRARY_DIR):\n", " os.makedirs(STIM_LIBRARY_DIR)\n", "\n", "\n", " def find_exp_time(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording date from \" + fname)\n", " return \"\"\n", " try:\n", " rst = data_info[\"RecStartTime\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording start time from \" + fname)\n", " return \"\"\n", " time = d + str(rst[3]) + str(rst[4]) + str(rst[5])\n", " dt=datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\")\n", " return dt.strftime(\"%a %b %d %Y %H:%M:%S\")\n", "\n", " def find_stim_times(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Error: Unable to read recording date from \" + fname)\n", " assert False\n", " try:\n", " rst = data_info['RecStartTime']\n", " except IndexError:\n", " print (\"Error: Unable to read recording start time from \" + fname)\n", " assert False\n", " dt = []\n", " for i in range(len(rst)):\n", " time = d + str(rst[i][3]) + str(rst[i][4]) + str(rst[i][5])\n", " dt.append(datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\"))\n", " for i in range(1,len(rst)):\n", " dt[i] = (dt[i] - dt[0]).total_seconds()\n", " dt[0] = 0.0\n", " return dt\n", "\n", " def create_stim_ident(x, y, dx, dy):\n", " return \"%dx%d_%dx%d\" % (x, y, dx, dy)\n", "\n", " def create_stimulus_file(fname, seed, x, y, dx, dy):\n", " print (\"Creating stimulus file \" + fname)\n", " ident = create_stim_ident(x, y, dx, dy)\n", " n_pixels = stim_pixel_cnt[ident]\n", " data = np.zeros(n_pixels)\n", " with open(SOURCE_DATA_DIR + \"/ran1.bin\", 'rb') as f: # MODIFIED: Fix path to fit the notebook\n", " for i in range(int(n_pixels/8)): #py3, added int\n", " byte = f.read(1)\n", " for j in reversed(range(8)):\n", " data[i*8+j] = 255*(ord(byte) >> j & 1)\n", " # for j in range(8):\n", " # data[i*8+j] = 255 * ((ord(byte) >> (7-j)) & 1)\n", " nx = int(x/dx) # py3, added int\n", " ny = int(y/dy) # py3, added int\n", " n_frames = int(n_pixels / (nx * ny)) # py3, added int\n", " # reshape stimulus\n", " datar = np.reshape(data, (n_frames, ny, nx))\n", " h5 = h5py.File(fname, 'w')\n", " grp = h5.create_dataset(\"image_stack\", data=datar, compression=True, dtype='uint8')\n", " grp.attrs[\"si_unit\"] = \"grayscale\"\n", " grp.attrs[\"resolution\"] = \"1\"\n", " grp.attrs[\"conversion\"] = \"1\"\n", " h5.close()\n", "\n", " def fetch_stimulus_link(seed, x, y, dx, dy):\n", " # see if stack already exists. if not, create it\n", " fname = STIM_LIBRARY_DIR + \"%s_%d.h5\" % (create_stim_ident(x, y, dx, dy), seed)\n", " if not os.path.isfile(fname):\n", " # need to create file\n", " create_stimulus_file(fname, seed, x, y, dx, dy)\n", " return fname, \"image_stack\"\n", "\n", "\n", " electrode_map = []\n", " # using 61-channel configuration from Mesiter et al., 1994\n", " # NOTE: this is an estimate and is used for example purposes only\n", " for i in range(5): electrode_map.append([(140+70*i), 0, 0])\n", " for i in range(6): electrode_map.append([(105+70*i), 60, 0])\n", " for i in range(7): electrode_map.append([( 70+70*i), 120, 0])\n", " for i in range(8): electrode_map.append([( 30+70*i), 180, 0])\n", " for i in range(9): electrode_map.append([( 70*i), 240, 0])\n", " for i in range(8): electrode_map.append([( 30+70*i), 300, 0])\n", " for i in range(7): electrode_map.append([( 70+70*i), 360, 0])\n", " for i in range(6): electrode_map.append([(105+70*i), 420, 0])\n", " for i in range(5): electrode_map.append([(140+70*i), 480, 0])\n", " electrode_group = []\n", " for i in range(len(electrode_map)):\n", " electrode_group.append(\"61-channel probe\")\n", "\n", " print (\"Getting stimulus frame requirements\")\n", " stim_pixel_cnt = {}\n", " for i in range(len(file_list)):\n", " fname = file_list[i][len(path):]\n", " mfile = sio.loadmat(file_list[i], struct_as_record=True)\n", " # prepare matlab data\n", " data_info = mfile['datainfo'][0,0]\n", " # \n", " stim_offset = find_stim_times(fname, data_info)\n", " for i in range(len(stim_offset)):\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " n_frames = stimulus[\"Nframes\"][0,0]\n", " # figure out how many pixels per frame\n", " x = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " y = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " dx = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " dy = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " nx = int(x/dx)\n", " ny = int(y/dy)\n", " n_pix = n_frames * nx * ny\n", " # remember maximum pixel count for this stimulus type\n", " name = create_stim_ident(x, y, dx, dy)\n", " if name in stim_pixel_cnt:\n", " n = stim_pixel_cnt[name]\n", " if n_pix > n:\n", " stim_pixel_cnt[name] = n_pix\n", " else:\n", " stim_pixel_cnt[name] = n_pix\n", "\n", " for i in range(len(file_list)):\n", " fname = file_list[i][len(path):]\n", " print (\"Processing \" + fname)\n", " mfile = sio.loadmat(file_list[i], struct_as_record=True)\n", " # prepare matlab data\n", " data_info = mfile['datainfo'][0,0]\n", " # prepare output file\n", " vargs = {}\n", " vargs[\"start_time\"] = find_exp_time(fname, data_info)\n", " vargs[\"identifier\"] = ut.create_identifier(\"Meister test data\")\n", " vargs[\"mode\"] = \"w\"\n", " vargs[\"description\"] =\"Optical stimulation and extracellular recording of retina\"\n", " vargs[\"file_name\"] = OUTPUT_DIR + fname[:-4]+\".nwb\" \n", " bfile = nwb_file.open(**vargs)\n", " print (\"Creating \" + vargs[\"file_name\"])\n", " # get stimulus offset times\n", " stim_offset = find_stim_times(fname, data_info)\n", " stim_end = []\n", " # \n", " for i in range(len(stim_offset)):\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " n_frames = stimulus[\"Nframes\"][0,0]\n", " frame = stimulus[\"frame\"][0,0]\n", " onset = stimulus[\"onset\"][0,0]\n", " type_s = stimulus[\"type\"][0]\n", " seed = stimulus[\"param\"][\"seed\"][0,0][0,0]\n", " x = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " y = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " dx = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " dy = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " pixel_size = stimulus[\"pixelsize\"][0,0]\n", " # reformmat for nwb\n", " timestamps = np.arange(n_frames) * frame + onset + stim_offset[i]\n", " rec_stim_name = \"rec_stim_%d\" % (i+1)\n", " # create stimulus\n", " img = bfile.make_group(\"\", rec_stim_name, path=\"/stimulus/presentation\")\n", " img.set_custom_dataset(\"pixel_size\", pixel_size)\n", " img.set_custom_dataset(\"meister_dx\", dx)\n", " img.set_custom_dataset(\"meister_dy\", dy)\n", " img.set_custom_dataset(\"meister_x\", x)\n", " img.set_custom_dataset(\"meister_y\", y)\n", " img.set_dataset(\"timestamps\", timestamps)\n", " img.set_dataset(\"num_samples\", len(timestamps))\n", " file_name, dataset_name = fetch_stimulus_link(seed, x, y, dx, dy)\n", " file_name_base = file_name[len(OUTPUT_DIR):] # strip OUTPUT_DIR from front of name\n", " #- img.set_data_as_remote_link(file_name, dataset_name)\n", " link_str = \"extlink:%s,%s\" % (file_name_base, dataset_name)\n", " img.set_dataset(\"data\", link_str) # special string, causes creation of external link\n", " img.set_dataset(\"bits_per_pixel\", 8)\n", " img.set_dataset(\"format\", \"raw\")\n", " img.set_dataset(\"dimension\", [int(x/dx), int(y/dy)]) # py3, force to be int\n", " img.set_attr(\"description\", \"type = \" + str(type_s) + \"; seed = \" + str(seed))\n", " img.set_attr(\"comments\", \"Based on ran1.bin. Pixel values are 255 for light, 0 for dark\")\n", " # create epoch\n", " stim_end = timestamps[-1] + 1\n", " epoch = ut.add_epoch(bfile, \"stim_%d\"%(i+1), stim_offset[i], stim_end)\n", " stim_start = stim_offset[i]\n", " ts_path = \"/stimulus/presentation/\"+img.name\n", " ut.add_epoch_ts(epoch, stim_start, stim_end, \"stimulus\", ts_path)\n", "\n", " # create module 'Cells' for the spikes \n", " mod_name = \"Cells\"\n", " mod = bfile.make_group(\"\", mod_name)\n", " mod.set_attr(\"description\", \"Spike times for the individual cells and stimuli\")\n", " mod.set_attr(\"source\", \"Data as reported in the original file\")\n", " # create interfaces\n", " spk_times_iface = mod.make_group(\"UnitTimes\")\n", " spk_times_iface.set_attr(\"source\", \"Data as reported in the original crcns file\")\n", " # determine number of cells\n", " spikes_mat = mfile[\"spikes\"]\n", " num_cells = spikes_mat.shape[0]\n", " num_stims = spikes_mat.shape[1]\n", " # unit_list = [] ## Added for specification language conversion method\n", " for i in range(num_cells):\n", " cell_name = \"cell_%d\" %(i+1)\n", " # unit_list.append(cell_name) ## Added for specification language conversion method\n", " cgrp = spk_times_iface.make_group(\"\", cell_name)\n", " spike_list = []\n", " for j in range(num_stims):\n", " stim_name = \"stim_%d\" % (j+1)\n", " spikes = np.hstack(spikes_mat[i,j]) + stim_offset[j]\n", " spike_list.extend(spikes)\n", " cgrp.set_custom_dataset(stim_name, spikes)\n", " cgrp.set_dataset(\"times\", spike_list)\n", " cgrp.set_dataset(\"unit_description\", \"none\") \n", " #- spk_times_iface.finalize()\n", " # spk_times_iface.set_dataset(\"unit_list\", unit_list) ## Added for specification language conversion method\n", " #- mod.finalize()\n", "\n", " # write metadata\n", " rec_no = data_info[\"RecNo\"][0]\n", " smpl_no = data_info[\"SmplNo\"][0]\n", " animal = data_info[\"animal\"][0]\n", " description = data_info[\"description\"][0]\n", " session_id = \"RecNo: \" + str(rec_no) + \"; SmplNo: \" + str(smpl_no)\n", " bfile.set_dataset(\"session_id\", session_id)\n", " bfile.set_dataset(\"experimenter\", \"Yifeng Zhang\") \n", " bfile.set_dataset(\"institution\", \"Harvard University\")\n", " bfile.set_dataset(\"lab\", \"Markus Meister\")\n", " bfile.set_dataset(\"related_publications\", \"Yi-Feng Zhang, Hiroki Asari, and Markus Meister (2014); Multi-electrode recordings from retinal ganglion cells. CRCNS.org. http://dx.doi.org/10.6080/K0RF5RZT\")\n", " bfile.set_dataset(\"notes\", str(description))\n", " bfile.set_dataset(\"species\", \"mouse\")\n", " bfile.set_dataset(\"genotype\", str(animal))\n", " bfile.set_custom_dataset(\"random_number_generation\", \"Reference: WH Press, et al. (1992) Numerical Recipes in C, 2nd ed.\")\n", " # bfile.set_custom_metadata_by_file(\"random_number_generation_code\", \"ran1.m\")\n", " bfile.set_dataset('electrode_map', electrode_map)\n", " bfile.set_dataset('electrode_group', electrode_group)\n", " g = bfile.make_group('', \"61-channel_probe\")\n", " g.set_dataset('description',\"Approximation of electrode array used in experiment based on Mester, et. al., 1994 (DEMO DATA)\")\n", " g.set_dataset('location',\"Retina flatmount recording\")\n", " g.set_dataset('device', \"----\")\n", " print (\"\\tdone\")\n", " bfile.close()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 4 Compare NWB v1.0.x file with NWB v2.0 file" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Compared to the convert using NWB v1.0.x shown above, the NWB 2 convert example makes the following main changes:\n", "\n", "* NWB 2.x uses the extension mechanism to add custom data fields rather than adding unspecified custom data directly to the file, i.e., all objects (datasets, attributes, groups etc.) are governed by a formal specification. E.g., in the original script for NWB 1.0.x, pixle_size, meister_x, meister_y, meister_dx, meister_dy were stored as custom datasets in ImageSeries. For NWB 2 we create an extensions MeisterImageSeries which extens ImageSeries and stores those values as attributes pixel_size, x, y, dx, dy. For NWB 2 we chose attributes instead of datasets simply because these are small, single int and float metadata values for which attributes are more approbirate.\n", "* Change si_unit attribute to unit for compliance with the spec of ImageSeries \n", "* Moved 'source' attribute from the Module to the Interface as source is not defined in the spec for modules but only for Interface\n", "* Added missing 'source' for SpikeUnit\n", "* Added missing tags and description for epochs\n", "* Added /general/devices/... to describe the device\n", "* Added neurodata_type and namespace attributes for format compliance\n", "* NWBContainer is now a base type of all core neurodata_types and as such `help` and `source` attributes have been added to all core types\n", "* The original script reused iterator variables in nested loops. We have updated those occurrence to avoid consusion and avoid possible errors. \n", "* The following custom metadata fields---i.e., datasets that were originally added to the file without being part of the NWB specification and without creation of corresponding extensions---have not yet been integrated with the NWB files:\n", " * /general custom metadata: /notes, /random_number_generation, /related_publications. This will require extension of NWBFile to extend the spec of /general. Improvements to make this easier have been proposed for discussion at the upcoming hackathon.\n", " * SpikeUnit custom datasets with additional copies of the per-stimulus spike times (i.e., /processing/Cells/UnitTimes/cell_*/stim_* in the original version). This will require an extension for SpikeUnit.\n", " * /subject, subject/genotype, subject/species : See Issue https://github.com/NeurodataWithoutBorders/pynwb/issues/45 support for subject metadata is upcoming in PyNWB \n", " * /specifications, /specifications/nwb_core.py : See Issue hssue https://github.com/NeurodataWithoutBorders/pynwb/issues/44 will be added by PyNWB automatically" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# Import helper function to render the HDF5 file\n", "interactive = False\n", "\n", "try:\n", " import sys\n", " sys.path.append('/Users/oruebel/Devel/nwb/nwb-schema/docs')\n", " from utils.render import NXGraphHierarchyDescription, HierarchyDescription\n", " if interactive:\n", " %matplotlib notebook\n", " %config InlineBackend.figure_format = 'svg'\n", " autostop_interact = True\n", " else:\n", " %matplotlib inline\n", " import matplotlib.pyplot as plt \n", " VIS_AVAILABLE = True\n", "except ImportError:\n", " VIS_AVAILABLE = False\n", " print('DISABLING VISUALIZATION OF FILE HIERARCHY')" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false }, "outputs": [], "source": [ "example_file = '20080516_R1.nwb' # Pick one file for illustration purposes to compare the file generated by H5Gate and PyNWB\n", "pynwb_example_file = os.path.abspath(os.path.join(os.path.join(h5gate_output_dir, '../nwb2'), example_file))\n", "h5gate_example_file = os.path.join(h5gate_output_dir, example_file)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Groups in NWB-1.0.x file not in NWB-2 file\n", "/general/subject\n", "/general/specifications\n", "\n", "Groups in NWB-2 file not in NWB-1.0.x file\n", "/general/devices\n", "/general/devices/----\n", "\n", "Datasets in NWB-1.0.x file not in NWB-2 file\n", "/general/extracellular_ephys/61-channel_probe/device\n", "/general/extracellular_ephys/electrode_group\n", "/general/extracellular_ephys/electrode_map\n", "/general/notes\n", "/general/random_number_generation\n", "/general/related_publications\n", "/general/specifications/nwb_core.py\n", "/general/subject/genotype\n", "/general/subject/species\n", "/processing/Cells/UnitTimes/cell_1/stim_1\n", "/processing/Cells/UnitTimes/cell_1/stim_2\n", "/processing/Cells/UnitTimes/cell_1/stim_3\n", "/processing/Cells/UnitTimes/cell_2/stim_1\n", "/processing/Cells/UnitTimes/cell_2/stim_2\n", "/processing/Cells/UnitTimes/cell_2/stim_3\n", "/processing/Cells/UnitTimes/cell_3/stim_1\n", "/processing/Cells/UnitTimes/cell_3/stim_2\n", "/processing/Cells/UnitTimes/cell_3/stim_3\n", "/processing/Cells/UnitTimes/cell_4/stim_1\n", "/processing/Cells/UnitTimes/cell_4/stim_2\n", "/processing/Cells/UnitTimes/cell_4/stim_3\n", "/processing/Cells/UnitTimes/cell_5/stim_1\n", "/processing/Cells/UnitTimes/cell_5/stim_2\n", "/processing/Cells/UnitTimes/cell_5/stim_3\n", "/processing/Cells/UnitTimes/cell_6/stim_1\n", "/processing/Cells/UnitTimes/cell_6/stim_2\n", "/processing/Cells/UnitTimes/cell_6/stim_3\n", "/processing/Cells/UnitTimes/cell_7/stim_1\n", "/processing/Cells/UnitTimes/cell_7/stim_2\n", "/processing/Cells/UnitTimes/cell_7/stim_3\n", "/processing/Cells/UnitTimes/unit_list\n", "/stimulus/presentation/rec_stim_1/meister_dx\n", "/stimulus/presentation/rec_stim_1/meister_dy\n", "/stimulus/presentation/rec_stim_1/meister_x\n", "/stimulus/presentation/rec_stim_1/meister_y\n", "/stimulus/presentation/rec_stim_1/num_samples\n", "/stimulus/presentation/rec_stim_1/pixel_size\n", "/stimulus/presentation/rec_stim_2/meister_dx\n", "/stimulus/presentation/rec_stim_2/meister_dy\n", "/stimulus/presentation/rec_stim_2/meister_x\n", "/stimulus/presentation/rec_stim_2/meister_y\n", "/stimulus/presentation/rec_stim_2/num_samples\n", "/stimulus/presentation/rec_stim_2/pixel_size\n", "/stimulus/presentation/rec_stim_3/meister_dx\n", "/stimulus/presentation/rec_stim_3/meister_dy\n", "/stimulus/presentation/rec_stim_3/meister_x\n", "/stimulus/presentation/rec_stim_3/meister_y\n", "/stimulus/presentation/rec_stim_3/num_samples\n", "/stimulus/presentation/rec_stim_3/pixel_size\n", "\n", "Datasets in NWB-2 file not in NWB-1.0.x file\n", "/epochs/stim_1/description\n", "/epochs/stim_1/tags\n", "/epochs/stim_2/description\n", "/epochs/stim_2/tags\n", "/epochs/stim_3/description\n", "/epochs/stim_3/tags\n", "/general/extracellular_ephys/61-channel_probe/channel_coordinates\n", "/general/extracellular_ephys/61-channel_probe/channel_description\n", "/general/extracellular_ephys/61-channel_probe/channel_filtering\n", "/general/extracellular_ephys/61-channel_probe/channel_impedance\n", "/general/extracellular_ephys/61-channel_probe/channel_location\n", "\n", "Attributes in NWB-2 file not in NWB-1.0.x file\n", "/epochs/stim_1/help\n", "/epochs/stim_1/namespace\n", "/epochs/stim_1/source\n", "/epochs/stim_1/stimulus/help\n", "/epochs/stim_1/stimulus/namespace\n", "/epochs/stim_1/stimulus/neurodata_type\n", "/epochs/stim_1/stimulus/source\n", "/epochs/stim_2/help\n", "/epochs/stim_2/namespace\n", "/epochs/stim_2/source\n", "/epochs/stim_2/stimulus/help\n", "/epochs/stim_2/stimulus/namespace\n", "/epochs/stim_2/stimulus/neurodata_type\n", "/epochs/stim_2/stimulus/source\n", "/epochs/stim_3/help\n", "/epochs/stim_3/namespace\n", "/epochs/stim_3/source\n", "/epochs/stim_3/stimulus/help\n", "/epochs/stim_3/stimulus/namespace\n", "/epochs/stim_3/stimulus/neurodata_type\n", "/epochs/stim_3/stimulus/source\n", "/general/devices/----/help\n", "/general/devices/----/namespace\n", "/general/devices/----/neurodata_type\n", "/general/devices/----/source\n", "/general/extracellular_ephys/61-channel_probe/help\n", "/general/extracellular_ephys/61-channel_probe/namespace\n", "/general/extracellular_ephys/61-channel_probe/neurodata_type\n", "/general/extracellular_ephys/61-channel_probe/source\n", "/help\n", "/namespace\n", "/neurodata_type\n", "/processing/Cells/UnitTimes/cell_1/help\n", "/processing/Cells/UnitTimes/cell_1/namespace\n", "/processing/Cells/UnitTimes/cell_1/neurodata_type\n", "/processing/Cells/UnitTimes/cell_1/source\n", "/processing/Cells/UnitTimes/cell_2/help\n", "/processing/Cells/UnitTimes/cell_2/namespace\n", "/processing/Cells/UnitTimes/cell_2/neurodata_type\n", "/processing/Cells/UnitTimes/cell_2/source\n", "/processing/Cells/UnitTimes/cell_3/help\n", "/processing/Cells/UnitTimes/cell_3/namespace\n", "/processing/Cells/UnitTimes/cell_3/neurodata_type\n", "/processing/Cells/UnitTimes/cell_3/source\n", "/processing/Cells/UnitTimes/cell_4/help\n", "/processing/Cells/UnitTimes/cell_4/namespace\n", "/processing/Cells/UnitTimes/cell_4/neurodata_type\n", "/processing/Cells/UnitTimes/cell_4/source\n", "/processing/Cells/UnitTimes/cell_5/help\n", "/processing/Cells/UnitTimes/cell_5/namespace\n", "/processing/Cells/UnitTimes/cell_5/neurodata_type\n", "/processing/Cells/UnitTimes/cell_5/source\n", "/processing/Cells/UnitTimes/cell_6/help\n", "/processing/Cells/UnitTimes/cell_6/namespace\n", "/processing/Cells/UnitTimes/cell_6/neurodata_type\n", "/processing/Cells/UnitTimes/cell_6/source\n", "/processing/Cells/UnitTimes/cell_7/help\n", "/processing/Cells/UnitTimes/cell_7/namespace\n", "/processing/Cells/UnitTimes/cell_7/neurodata_type\n", "/processing/Cells/UnitTimes/cell_7/source\n", "/processing/Cells/UnitTimes/namespace\n", "/processing/Cells/help\n", "/processing/Cells/namespace\n", "/source\n", "/stimulus/presentation/rec_stim_1/dx\n", "/stimulus/presentation/rec_stim_1/dy\n", "/stimulus/presentation/rec_stim_1/namespace\n", "/stimulus/presentation/rec_stim_1/pixel_size\n", "/stimulus/presentation/rec_stim_1/source\n", "/stimulus/presentation/rec_stim_1/x\n", "/stimulus/presentation/rec_stim_1/y\n", "/stimulus/presentation/rec_stim_2/dx\n", "/stimulus/presentation/rec_stim_2/dy\n", "/stimulus/presentation/rec_stim_2/namespace\n", "/stimulus/presentation/rec_stim_2/pixel_size\n", "/stimulus/presentation/rec_stim_2/source\n", "/stimulus/presentation/rec_stim_2/x\n", "/stimulus/presentation/rec_stim_2/y\n", "/stimulus/presentation/rec_stim_3/dx\n", "/stimulus/presentation/rec_stim_3/dy\n", "/stimulus/presentation/rec_stim_3/namespace\n", "/stimulus/presentation/rec_stim_3/pixel_size\n", "/stimulus/presentation/rec_stim_3/source\n", "/stimulus/presentation/rec_stim_3/x\n", "/stimulus/presentation/rec_stim_3/y\n" ] } ], "source": [ "if VIS_AVAILABLE:\n", " f1 = HierarchyDescription.from_hdf5(pynwb_example_file)\n", " f2 = HierarchyDescription.from_hdf5(h5gate_example_file)\n", "\n", " # Compare groups\n", " g1= set([i['name'] for i in f1['groups']])\n", " g2= set([i['name'] for i in f2['groups']])\n", " print(\"Groups in NWB-1.0.x file not in NWB-2 file\")\n", " for i in (g2-g1):\n", " print(i)\n", " print(\"\")\n", " print(\"Groups in NWB-2 file not in NWB-1.0.x file\")\n", " for i in (g1-g2):\n", " print(i) \n", "\n", " # Compare datasets \n", " d1= set([i['name'] for i in f1['datasets']])\n", " d2= set([i['name'] for i in f2['datasets']])\n", " print(\"\")\n", " print(\"Datasets in NWB-1.0.x file not in NWB-2 file\")\n", " for i in sorted(d2-d1):\n", " print(i)\n", " print(\"\")\n", " print(\"Datasets in NWB-2 file not in NWB-1.0.x file\")\n", " for i in sorted(d1-d2):\n", " print(i) \n", "\n", " # Compare attributes \n", " a1= set([i['name'] for i in f1['attributes']])\n", " a2= set([i['name'] for i in f2['attributes']])\n", " # Omitted attributes refer to attributes on omitted datasets \n", " #for i in sorted(a2-a1):\n", " # print(i)\n", " print(\"\")\n", " print(\"Attributes in NWB-2 file not in NWB-1.0.x file\")\n", " for i in sorted(a1-a2):\n", " print(i)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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3HFWrqIeBf5Sg/D/IwNSm5ADvzdZiAG+SNHujtdRbye1977QtsplNLXffMxud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NTx7vjsrh8jE3b4HmaiOccyMKOE4HlAB52TlXG0uTk5AS89JCfajS8IqmK9F8pV5K7CLxxKHI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\nBTk+Xz7whuZXAZ3Llyx85N2bj9s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tnl6piooTlixa9Oz9V5y/PGANhcNvpSoqVmtzh7Sh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Dl0RomlcRRALNlF+AvRyuc3NtFq4F+ojcE1oefmbaqeCyLSHlVdFQFXGmNayqPz/4C/ohUM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Mkp2Jpg\nZDJSxREZg7DrLuX8yREqVwBfsb5PWgWEorE8zMdpOXC/s/ZIi1A0thVGbEwBHq7MPmnOtRtwFfBf\nqllUwRF1N7nzuaOmaiMRaYkppAowD6naJqQaADdghPg99UhIdQfuw0j4//MTUgE2fQSkVADwSKnG\nzdatWrbII6U81UhzbFLTwv3/B+XV9wqxiU2yCnwV0r1chZjFpCelpmNRwe0re+LxSHgdlooVkFJ1\nhHgk/BMWeTojFI112cCnU6+IR8LL3o/+7bk/5kxuPQqyBmCM6QBgJGQXQ18R6SoinURkhYgsd7/9\nP8udCW2AAJssVHVpSXFxPwJ5fIBKwqU+9wdinvoJI5p2wbxo1vm2dQdGxSPhtVC2qDofGK+qX3t9\nukVxX2xRvMC3fWtMkfWeqm48CxVBMJInpSLEqcl6AR+4OQ3AbhiZ51ebHLzVsgat2i8pWEm5x9Qu\nWPXLslRFEckCjsIWyf7FbXegM0YIglX4aweUKDqtJz07HMiBE1R1agZSbw9nMu/hIKAwUElt3vCZ\nm/+IXVuJr3fB0vL+ncZP6WTseh2RKiPCkaeDsIyN+yuhGLoAW1vcURmT8lA0lo8RUsXAMN89V2W4\n9OIIFlSvljrTjV1DsfXTrTWo1uf11wozNc8HrqsDQqopVsVvN8zM/cPa7D8ZnH/U0UAUsxO4Mh4J\n17o3VoANi4CUCgBlpFSLdaXr1hRgZUwbY1G7ZpR7SoFPKeUG3woV+Cif7KSqwJfO7Hw1Fj2pjq/U\nrptylbhNAKOxColXOTPaLQYl69ZsB2ZQ5cdh7veOfc+PHjHklWO6n3zdVTv2O//0rffs1Ss7r8Ge\nWGrEHphvR32UxQ0QoM6hqlNU9e2gok2ASmAg5kM5Bsoqcp0NfKyq3wOEorFmmAn6+Hgk/J1rJxE0\ntI8AACAASURBVJhHSTGWQo7bXoCl23yLj6xxpslXYnMVv0fVxoCOmFrhlzRt9sfmWu/4tvXFnrl+\nb5x++/7WelHDdTmrsaIdYGmBc4Dvfe32w+ZliVW7jsWCf8sBVPU94HPg1QIK+sSIfXYSJ60SkVud\nt00q5AFPisjOInIkcDPlFXsDbL44HruuHkkkXxwReik213kp2c4isj1GSr2oqul8CI/BFJIjMlWv\nC0Vjh2NebI/EI+Gpmd6AWydcjt2X0SqYoa8HNx7dhAXnq0UmOfJ9KLbuGqKq1a785/rbClNI5WMK\nqXkZdqlq/22AuzAye7Cq1tSHKyOcEu4yjHx8Dbg5HgmvqOvjBqh/BJ5SAcCRUvmNmxdj/gLLMWn8\nMkwpNRdo7gbzJUCrUDQmTu66kIpKqRVAEanNzvfIcC7VNTs/GYsq1mpEIIAhHgmvDUVj9wD3YpHv\nZzbwKdUnfgereTzAt/Ej93tt0bLuy+f+3rrV9nuU5DRovEZE4IQr12H3zRzsuu8SisZmA3NqUm44\nQIAAATYFhKKxnbHUjpHxSLjQbT4DR2j4mp7rfvu39cDUN3d6qWsOF2Aekol+KydhaqRrU6QUbUjs\nhCnA05G4fYBf4pHwTChTIhyMmbh7BuddgF0O/77DZGA5ygq3oD0Y83Pxfx5HA786Tyh1fbbHyKr7\nMR8YD/2A24ooeuIojmoNzMcedwtIjffd+/kY+z6fByrlrRhg04QjI04BXk9R0TKMqWivSZZ65lRW\ng4AZmNl+quNsh5HZr6rqN+nOyd0TFwPvxiPhd9O19eFk4C+YF1FGEivNeeYA12JB+qszkWcp+miC\nEVK52OdW5T4S+tsKU0hlYwqpdPdwdfrfFrvPV2PvuVYJr2RwatvrsXXhvfFIeHxdHzPAhkNASgUA\nY+hL85u0VIyUWkp51b1mmJlottu2BJuEeEqqRfjS7VRVRWQ+yUmpWUDfUDSWE4+EU+VLTwX2ExGp\nggz2Z2zStwsBKVVniEfC00LR2BjgzFA09lU8Ep6UcafNAKo6OVdk3CXQWyH7MIyQ+ocI2aprp338\nokz7+MWGiCxr2LxtYcttd/+t3e6Hzmu53R4qktUR8znxfNgIRWN/YkTVHMpJq9nAwngknFjlKECA\nAAE2KYSisSwszec3zEQYV7G0L1ZR6g/Xbk+MuLovHgkvc+2aYCqpz4BPvD5F5AAsxe0+V6zC294N\nM03+t6p66qGNCTsCM1CSlkgPRWOtgb2pqDQ63P2uYHAOLG23tNGDlFc87oOpycqMlUWkExb8uwdA\nVXu57RdigcaPnUIK9/pKzLvnCl8f3YDuItLIFfJYj3BKtT3AZovzSW1uvhVWBe2tNPfgqUAHYFAq\nvySXEno1Zt35bLqTCUVjjTAfqTnAI5V5A6Fo7CDgdOD5mngROSXnhVg67JDqpK06T6YhmB3Ktaq6\nMMMumfprgxFSgimYatRfkv67Yx5Sc4Gba0qgVQbOiP56LI3z2ngkHKizN3MEpFQAXFW9wryC5h4p\nNYOKSinPM6QFRkqBLbI9UuqghC7nkzp9Lwfzm0pFHk3FIqHtKE8FzHT+RaFobBqwK24CHKDO8AqW\nanBlKBq71HmFbfYohv4r4fkzfFX7Wm+7h3bpslvR7+PH5KKai2r2qqXzV89ZOn/7Od+8uyd2r3wK\njDns6men5Tdp2QGblHV0v7sCf8Vk1gDFoWhsHuVEVRlpFUiVAwQIsAmhDxasujoeCZe61J6LgWm4\n6qXO1+USrDKcn3w5H5snlKUIOeXQpcCX/rZuYfd/mJo1pfpiA2Mn0qfuHYGl//wXyha8IeBTVV0O\nZeXPewGvt17WcLprl4OpnD5MSPk5CpuzTfA2uDSjIzD1ScoUIxFpmZWVNQbfcy47O3tcaWlp/8A7\nbsuFiOwLHAjclahE9BUuKCIFkeRIzpOA0Rmq6J2HpQdeka4Cty8FrzlwhedDlw5OVXUlRnS/kKl9\nBhyH3SMPqOoPmRonwt2712PeWtfX1IvNEVK3Y+TN4ISCBzWGiByCGbn/CAxzVit1ilA01hu7rqZg\nvl/VTrMMsOkgIKUCeCjMa9wcIL+keG1hdk5eG2wC2Z5yUspL5QMjpaZj6XtNRSTfVyJ4HnBIkmP4\nK/ClI6XAJrRVkYZOBPatQvsA1UA8Ei4NRWMjgAewCcQW4SPhJuT9XLR/h33Pvv2oFl12O6e0eG2u\niOT99v5zuZhHXzss/fVjTIHYAzj6o+Fn/oERVJ8A/1XVUiibXG1FRbKqI2ZZVZYWG4rGllORrPLU\nVQvSqA4DBAgQoF4RisaaYKqJD+KRsEfG9AV2wFI+PDXoqdg84mav8pVb/PbE1FB+o+2LsPE1saLX\nuZjS4JaaVquqE5jJ+Y+YB9Z6cIqy3sDH8UjYW+jtij0HRvmaHoYF6/ym5/tj772sMpkjn3oBYxM+\njz7YfP/tdKeblZU1Jjc3t3c4HKZz587MmDGDWCzWe926dc9jBFiALQwikoelzf6Aj+j0oQeWFnpb\nMj8kt/8gTDX5cprjHISNE6MqQdIcg6WtDotHwhnXCc63LoKtX+6rYaW9gzBfvJdUtcpBcEfQXwXs\nDtxUU29GEWmHKaSKMYJrcYZdqtr/0Vig4CPMdL5Ox1lX9OFcjFwfh1Vt3fjG9gB1goCUCuBhRW7D\nplkA64pWrM1u2sqfvucx1C2xVD7vbzClFNjC2iOa5gOtRSQnYQBbikVTOuHKHidCVf8UkT+AbUn+\nAEyFScDRoWisZTwS3phKQW92iEfC80LR2BPAP0LR2BfxSPjLDX1O9QU3gZgSisY+BPbJzs3ffZuD\njs0vWbcmb9rHLzbEIt5/YFHFdZiybAo2aTsYF8UWkU+x63uSi2otAr7zH8tFx9tjCxSPrNoW80No\n4JqVhKKx+VRMBfR+L6/J5CtAgAABqoEB2NzyaQARaY6RVO+o6i9Qplo4HnghHgnPce0aYcqp/1FR\nDfUXLMh1l1+t49L5vEXsxpm2ryjwaJoWe2LBh2QG5z9BWeDiSODreCTsV0CEgZ9VdZpv2xGYP804\nb4MzgT8KC4aknBs5NUvfcDhM9+7dAejevTuqmj127Ni+ItLVFTk4O9PbDrBZ4QRMvRRNYm7eGEtj\n+1RVP0+x/+lYsO4yHyFdAS7971IsZTeerI0H51V3NjA2Hgl/lunkHckxGFeJzkf+VhkuKPl/WHAx\nbXphiv0FI9h7YIqjKqusEvrbGiOk1mKE1JIMu1Slb8HG7ROxeezTSb7/w7CxuoWn6qwJHHl47Yd3\nnX55k7Zdnl3827ejMu5URxCRUuA4VX29hv2MB75V1Str58w2bwSkVAAPhbmNmjQFWLPij+IGRkot\nw0ipdcBKoEU8Ei4ORWPLKPfI8SZJbahISmVhk62yKIZLE5xFmgp8DlPx+VRVEv7yyFUhswJUD+8A\nBwCXhaKxSzw/kC0F8Uh4VSgaGwS8mJPXoNG2h56cr6UledMnvCxYye3fMV+E0zDF1CuYT8q22ISk\nB7ao+NMRVJ8AP3kKKneM1di9UMGM0y1SWlJRXdUBI73aYJ4CAIWhaGy9VEBgXk1KIAcIECBAMoSi\nsW0xAuWf8UjYI5DOwdJKnnZtsoB/sH6VrrMxr8pRvrS9FtgiboKqlpWgd9svw9L50i5iN3L0wewS\nJkOZn1YP4FnfArArZvL7nLeT843qDgz3bRPsmTIhgXw6AHsu3J7hXLYH6Ny5c4WNXbp08f7cgfRm\n7QE2M7i0sJOwtM9k6qWzMY/ZpMSriOyMpbo9k0r95JRDgzBi5cF0XrIeaQH8SiVIITdXugjzdbs+\ngdStEkSkNaa2moZVBaxOwO8MjHS+Pw2JV9nzaY8RUqsxQqrWgvEuvfBSTHX5hKq+lqLpJ8DWHiEl\nImdhKtcWKdqnRCga2w7zrMpft6pw6ZLfv9vQ/oDtKM8SyghH0I0HmicQdMdja+gAlUBASgXwsDI3\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/LKk0XMryydg893NgROGC6b0rsWtjjAQ9jPXHgj8BVPUWERmDjVdHAreIyClqVQMrM5/c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J5mjQ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\n5COlxtKwfQ8at/B9D6xcgmpodDi3zoVWLIBPEWH2E6re9RKwQSKdWSabS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dR+nIUyiV5D\nVfU2Due3JPUDzpc3rHJHdmyFyCdHfZ851JE90XHWAtaoqa6eHR3HKquWWLLLhr/86YA+JxArab7F\n3y4fvPS6m7+JyBWglrzbBhjWjMqRBsmLQPY9jUiswxAZGMUfzPUuaQbkEjtzBagXgT1Rv++mQOLs\njSY8r3f3OcEueSIikV8AEQFI7fMxUvsAkEhnNkJtwEOhbxh9bkgxtzIK8y4paDqQYkcBD3sDgeVm\ntgqyw30NXNYYMWJmfwL6Iwtq/2LUNEG9NhBd8zNLVQIl0pkNEfmwOHBmNpV8uZTt8+xvM0QCrwVc\nmE0lbwt9hhZBuN4Dgb8gm9xp7j66BY9fGSbWhhCqvAKnBMXgQgkzW9fMLkSqthWRuuwEd3+uJW2O\nZbQ8yqRUGcVgKnpBxEmpSuTTjyulIplkREpFJFWtUiq81CbTcAW+trH95cMPFGnfC/g6/CxafZEP\ngXT6An23qWj29SXUeegSVnsaDSKSDezmVtQZOrYp5xLOx7Op5N1odr07Uom0b+p+y5gn3G1ms9p1\n7FyxQtedKoBWNXNm2QcPXlo5e8bUFYDT/ohqtjB4GYye5UMaWGcsUhTsVKhSXigMkEaDwL6lhMWH\nbQeg9iGdSGdWK7BJQbhwB3AzGoD0NbM2BTZrNoTjj0B2rl+QqqK3mc2PQVsZzYxw/x4LfDxiwH4V\nyE5z0xKrrn80MGPSjyPvRgPQH1DOzynANPSe2BO9Y65tKA+mjMYR2txuwMvZVHJ6UG/UBpyjcPMu\n1BFOKyBrfqSSMvQuf83dI9Jqe9T3mUEe+1cnOq1NHQnVEHZEk3M3BLvZ16hIyhzqZy512YzNPmtP\n+3aI1AD1N17Mk+eTAH7Fa2oHbJ1WXnfK9N9+XnzxZbs84KGUefcBw6YvudqGq7dqu9jQHPJpD0Te\nNahsysFnwCohbwuoVdQsgaIOQPbDhixy66F+4Tnu/mpQEOUGj0fEQWMTbp8ha95WsfNYCv1tP2lo\no1JhZksgUiHr7qNCSPrhwBMx9dNxaEwVZUsZarvbEFMjJdKZzoiY/AhVs43jIKS+vzqbSpYUNh3I\noDNQzuI9DayzLHrHjgcGNEYymdlGiLz6otC6sW02Q5a9McBZXr/CYEEk0pk90GTMdyg/ap4DtxPp\nTKtEOtMbfYfRKMz8nca3aj6YWYWZ9UITS+0RQXe3u7dYFcswkTUIWUpfQ/lLj7ekQqsUmNn6ZjYA\nTWYui8i8E9z9hTIZ9b+BMilVRjHIp5QCyeBzM6WgjpSahjpvxVbgi2SkjYWdfw8sWYL65Ac0Y9Nc\nFr71UbD5n8PPKaiTSTaVnIpsFsmYhbEWYdbrFmD75sqDyqaSz6CX7vrA5WHGs4yWxQjgR6usspU2\nS1RVtm5rQKvpE35u9fEj107zmpqtUYbAHw5BKfYg0Kshq2I2lXwJeB4p+hqteBQUCxejQcsxJZ7L\nNPQsjAcuSqQzK5ayfUNwhbOm0YD1kjBAaTGEjv25KAh3T2BQS4awlzHP2AtYaeJ3n93jNTV/A17p\nPmBYG6RIGfLGLacn0HtpEJpY2ARNMnRGCtiMu7fYIOoPiI3RwCay5nVHfZko22ZP4OcnL9hzMYy/\nhN+nELKj0Dt+JaSAjkiqfVGA9WWoSucRIXx3qyVtyePa0GYlL8hJMQv1f6aFrJ4hqI80LmYRbA8s\n3pe+36NQ7U9Rv6oN8GR8ZyEXa6fY9ySRzlRsuM8ps2ZNm8yr1x93h5ltbmZrfPncfWe8e88FG06f\n8Eut+sQqKiuQ3WtENpUsaM0CCGT5x8B9ZvbnkL13F/C8u0dV4voDh5rZhWa2npltZCrfDiIdZgGn\nmNnqZrY3spPF8S0i+PYys6Xzqd1DZtdQ4FYz2y7kJN2L+oklhYMXwFFowvHucB+ciPrB9wCE0Ojt\ngRuDyhV0v22LlFS/AgRF+5nobzowbkkLfcK/APdlU8kohL8omKoWphDBeU0+ZWV4b12E+sMXuPvU\nRvbXFb1LP0OE1MwizmHXcA4fAOfnywBrCIl0piqRzpwInIDu736lqsRy9rcKUtck0Xuzf4gcaBEE\nsvZyZPUdhpRJX7Tg8Zc1Vae7GCkWT3f36xfWCQ4z29DMouIQndG1O9EVvD7Pts0yFj2USakyikFE\nSk0mPynVNpAwU9Fs35JQq6RoqAJfQ5lS0HjYeUkV+MKMwLc0HynVCYU9roOq8b0K7BhTwjyOrlVD\nM4QvI3n38aHySpORTSXfRx2d9qgy31oFNimjGREqtzxlZjXtO69Yuez627RCs7eV4z5/fYkf3sn+\nAPwllDX+I+LfaGb0pEQ609A75WbUbpxRyGqaTSU/Q1Vh9ggzp0Uj/C3OR23RxSFkuslwBfn2RYPJ\nq4Ikv8UQVFNRIPZMVB3wUMupYlrGwoGghjgUePLN287cAWi7fNed7kNqirdGDOj1NbItPYaIkKOQ\nYucj6oL278y37zKKRgKRE1+E5yQecL44IhGernTbfiYzN0KqqmdixNBeKJPys/D7BqgfMdTdB6BB\nb3/UL3hgNVbbIFj38rFSDrXE1nhEHjyClEmVqO/zS2z9zsC0/divAzAKZwbqF02KWX+i4+yEyKpn\nYp9t1mHplRZbbZu990X9/Czw4Zj3nvnbnJnTv3zp6qMjksE7LL3ySqgvV5sxZWbrmNkeOeR37vfa\nG01EvogIsS+JKWbd/UU0GbMX8B6avNkiLPsVDdgPQIqms9B9T2z7MSgH6LJwfa4nP45E+X9PoP5Y\nDZBsLmWFmW0I7ArcFYiWnRBheaO7zwiB3scDr7j7K2GbldGkStbd4wTTEeg+ujxOkoQJndNR6PiD\nJZ5fVOFuNpCO3b/xdTqge7UNyhL6LXed2LqbhP193ND+ctY3MzsAhbY/i8LVC5JYERLpzJIoeHt3\n4LpsKjkkOBNKRggz7wFcizL5+mRTycdbKsw8XIu90eTC/7N3nmFSVVkXfnc3OQrmjBEDoqjgqGNC\noIDCxGd2TIhZzAFDoVLOmLOOjgEVxXFMGCihEFFUTJgVjAgqimIABCV27+/HOpe+NNXd1U03INby\n8Wmq6oZTt+49Z5911l67JXCBuw+q6hrW4vkbmtnhKH7aEqW/nR/I2xUOgaj+F3rGWyKVXT93f7WQ\nsv7XRIGUKiAfzEJES5TGFyelooG1Zej4Z7BkBb7ypNQ0ciilgjx4BpWTUt+Fv8vD7PxTFJgtQH4E\nHVAK3xqIpCKbSv6IAqP9c03QwzW6AwUHx9VCm6LjfoOCup9RZb6dqtilgNrFo8DvRfXqs36nXsVh\n9bkYmPfJs/9e549fp36DCJlaIUlWJIQA8laUMtGzgm3+QJO4zVH59KqOORJNMk5MpDPtqtmemYiY\nWoiIqVyVPquNENidg9Sf14b0hmUKVyWlc9H9dihSa1SnLyxg2eAoYOE7D6ReR6v1Q9ofeF5PoGnJ\n/Ll3li6cfwbqq4egqmMzgUGIqGqDqnTlPbErYHEk0pkWyPspG8bcv6FJz4iwSRfAms6pNwrYYjjD\nDS3qPAeLUvl2QOlZ0eRoX7Qo9i6Au1/p7hu7eyN33+h93h+3FVtNdbxe3GDa3We6e7G7v4z6vzWA\nI929pbuvjWKaR9y9Rzh3c+CjYoovL6KoHfBxSD38ApHS0XGL3f0ZRL69nU0lf3b31u4+GKXjTdys\ny9EvuvuB7r5qt4HD9tv9nPtf6dT3mmOiY3QbOGzvXU67fQrwTjaV/M7MWhfXqzccpWw9B3xeXK/e\ncDNrFb7rLbHzT3H3A9y9hbuv4u6HuXtUyCba5il338HdG7v7mu5+UOyz/7n7Ju7exN3/7u6Z8J3i\n1+6f7r6Ou9dz9z7hvb3c/exy1/eY8N2buXsyRtzh7g+4+2JjQEhhqtKHM5iZn4Q8lUaaWQvk+/aK\nu78dU02Vorgu8h07Dy2+3hMdK8Rk/wfcn00lJ8Teb4kURt8DN1Wz0l4xIvRWAy7LpYQJKecpdN8N\n8EqMrc2sQ9j2I+Cf+RBS6HocDTyCUhfzJgMT6cxmyD9qTaB/UP7XCIFovhD9HqNRdb0ap/9VF2a2\nFiLXjkck8Oku8/9lcW4zs13RPXgQUgme5O4vrmjkTmjrtmZ2JbpeTZGi63RXBc0Vqr0FLFsUSKkC\n8sFiSqnfvv+yvFIKFk/hq4qU+glYPQxo5TGVStL3gnfMNKrnK/UV8j9YKlVBmFhPQtVhJqN0nvHI\nO2uP2KZPoe+Qs5x8NpX8BZkNdglGuLWCsPJ2EVo1vDiRzuy7MnoZraB4F/jczIqarbFB8Wqbd4zU\nUk3B57151zlNS0sWzkO/y0rnCRTUTcOBoytKIQ3bPAIcmmeVvEHo+bqwumReeMYuRr/BFdUxTq8M\nYdJ1PpogDjSzSn2y6gLuvtDdh4R2NEHpfPtU0J8WsIyRSGe2APb20tLBv0x87yjg6z0vGPI5qm72\n0AtXHLgTWsW+BaVNbY1W9jdBypGHfBka4a6kiJ7LF8PfBDDBywzOuwNjn7wy0dDxVg/x0AbA2+4e\nqZWSKO55GSB4CO2MVFIVTZq2AiZQef5eN0RGfhA77nYsbnDeGbBTOXUsSnN7P7R3FlLSLEIo6rAp\nZWQboa/cERhejuBIIvJpauy9tmH/YQBFxcVDGjVp0vWMa2/jPy+O44xrb6NRkyZdi4qLH67kO63M\nSAIbAneG3/04NG+6K3y+J/Kzut3do7j4SBQjXhMWWkmkM2sjJdHrhEp94f16iEhpAKRDfJsXQn9/\nArp/rgoLFuW3qQdcgH7jy93960qOtwNl6Xf5EFL10RjUC6nGhlSHUEikM51RmtbPwFnZVLLG6W2J\ndKY9WhhrB/wrm0reXp1ruTQIJEvPcP41gIvc/S7Pw4Orls7fBpE6/dH85JRAxOaVirusEK5TB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wgE3ZdKvLuXzGa7w2BBZNkDoCz8YmUvsCn4WiAjWCyTtqb2SIHfnndEGKhzGmlN8+aGx+2t3f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\n9wVC6gKkhrvC3Zcp3zSzfZCK6lVEaFWo2EqkM7sgQmoxKr3LLcPM/X5JIp0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+Rvud+nXe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CdHRE7BVDP7YGTa9RVpayPHiGGBmIuwufSlqnqvqs4ufe/0w6U6HiwiAzGCrAc2Z79UVW9U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\n3tdJiKy8y+0z7pC2AsUyk5G5eSuklFqMyOv5XhB2APohle/VUcqfD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ei6DEaTuXhf+Sh5\n9CVKNky31v5ojNkWWGOt/Sqx7jZI8TUqsawRcCWK++oCeT+Me3XfH957zdrioiJbtO5goAHOTD0T\n3Pe5FiUtH0Nd98ahseAG1JX4LjRZ7wzcb60d5gXhMW7d74DbXEy1PXA1us7PAK/UlNeQIzF94M8o\nnr0ueX4yrHsEig+aIFXHK9badEIw27b7o+vSlpIugxOqSUTVQ2qT7sjPdAmKCSOrrrybBF4Q5qNx\nojNSRW2D5g8foXKqib9FLyQvCLemdBne7mguvhpd4+GIuP42SvlLs+3nfwzppXhz0LywE5p3Lkzk\nTqGcsQaVcSefwfFAE2PMztban7JtlMPGR04plUN1sBwRTHVQuVBTF3AtJU0plVAXxHL3pFoqSUql\nYx5ZlFIOv1AxpRTIV6pWkVIOX6PgYD3ceZyAAtmMiFL+HDQRPLwyHxapNfQIoFcGdVpN4zVEsF3u\n7pPfHFxp4kigW2VUaxvhOApREN8VlbtOQobnxcj76kgvCJu7idJooE/imryEMty94v1Za78B3gP+\n6ALZJB5x65+Z5XCeQ8/bVW4imu2YZyFS5VCU9a+1iFL+p6i85y9VUTu58tx7EIlcrXK3xD7no8z2\nHsAFVVRxVQSfAsybPYvtd951/b+5s9ZXXX5XlZ16Qdhh9fKFp2Bt3SUzv7Xzp3xiUcB5uy3pCpbD\nrwPdEOkRexbNQSRHDzTxfR95TDUHhjhfp2OAYU6BmcnwuyZwAEqMxaV6BSguSRqcT0fkDihZM999\nj1JwnllHAFFMLu0+p9mfzxnRbrtn7zw67pK3D7IJSJqI+yhGSpJLvZGCJ1n2HY8LwzA0RGUr7bN8\nr6NQ6V839x0mAZcun/fj1BXzZu6SvrLzzWoNzLPqjBmTNAYlHnag5Bwlkd5BN1NH3TNRaRl1GjSh\nbqNmaw+58J4vDjr7/55utNWOndDksS3qCrcBHAFzIYqDnkV+S58DYxFR9QlShqYQmXZrwYDBI70g\nPA+4HBFk1zlC6ii37hZA3yjlv1SDhNS2iEQ8H73zLy2DkIoVUVcjkuFCpz4qk5ByyqiDUHnkTUip\ndiMyTv+kqoSUMWYn5wP2BCL2itzx/dla++SmIKScKuh3XhBeATyNiOFDERGVQoqou6KU//5vgZBy\nar09vCDs7QVhX+el+ThSIHZGz/9A5Ed2ilODPR2l/I9zhFQppCcpLOIvmiA/4Y5ojCl3rMmhduM3\nOUnMYZMh6SW1DDHWUJqUWoJk7A2RJDtJSsWqqOqQUnOQjNNU4GX9ExqwahsmoXK6RlHKT6pOJiKi\nY2s3+cyEscAfvSBsXEkp75soUO7Khm2kawzOj+YelOGstFH0rwhDkDLpCDIH9psKo9BErz3Kkl/l\nygpHoK5AHroGr7n1jkSqhXnGmOGUqKXiiceTqOTgOFTmB8hY2xjzHHC2MeZta20pFZxTOd6JCKcz\nUSCWEVHKH+8F4SvAn70g/C5K+RkNKmsJBqJJ0blo0lApRCn/Iy8IhyBi60tXzlQtRCl/slNxXY6k\n/mE5m1Qa1top+XXqDHtkwLXdrLX5ex90CJM+/oBHg+uK8vLzRxStW1dplZQXhPmFSxf0Xbtq+TbF\nRWvt9HGvWvSOeNBa+2152+dQe+CSG12AIcP792qE1DbPFAwYXA+9Y4ZGKX+d6Y+PstQzjTE+KkUa\n6lQyvYDRrtyvJlGAOkX+4Mj1LsBQ553XAvn7/NepQxujMfGlLH54R6K4eaQdKctbAAAgAElEQVT7\n3jtetHTvjvnF5mPs+omTj2KNL906DdBYOyT2VvSCcCt3jh6LCRN3DnsBb0cpfyn9ORHFTa+mH4Qj\ncU5EfkI/uc8bv3uX02/58cO3lsyaOHwFSkz8HsUIoPdvC0q6Vs5DhFRLpMZ5n7JV6QBYa5cbY6Yj\n9dm7xphWqNNd/by69Vfvcsixq34Y89I2FBfPaN6ybd/lv8yYV8buYpyArtMzqBvdD0iN2hcRFgMR\ngbEVcEPBgMGzkGpob1TaNBRo6AXhpej6jgYeTIunqoxEiedfUKx7Q5rXYnLd5qi0sABdl+uzmS5n\n+IyDkWdUGxIli9UgouogFVIPNHFfhu7dyKY1KtlYcCbzByISZn/0zP+E4s7xwHe1VSFdWbhkVbIj\n3h5o/rMWJW7GIoJycpqHbA5Vw0QkSiiyrlN0BdHJGFM/QRB3BpbnVFKbHzmlVA7VQZKUWkpmUio2\nmouVBRsopaKUvwpl36pKStWndIlgNsxEqq2m5a65afE1Cg7bpi3/HGUE9itj27FILv+7ynygU1mN\nR2qZjaWuiD9rGiJBTnOlHL85RCn/Z6Rs8zf2+SwHX6HSkq5I5bQCGZ4vQ4F6Ty8I6zgy5CPgD4nj\nfRlNgpJqqTmIcDvJBdtJvIU6v1zkDF9LwVo7HU0yjjdqXV0WnkES7b5O3l4r4TpkDQSO8oKwrOey\nLDyGFJ5/d55fNXFcI1GJ3XleEHYsb/2qoLio6PTClStH3Nv3Us7vchD39r2UwpUrRxQXFZ1epf2t\nW9tr3arlR5q8/LzZn75dXLh0/jo0YfqtEte/ZRwKNEbkdxf0PnsbkfSNgGGuq1c7pJIyqIR4vPOt\nORS9/9/MsO8qw5FOB1KSKPh9Zzpvt4hFx2DYGhEHa3EG5WjczEclNKXgxskeyOB8IUB+kenRam6T\nhi0XNB7q1mmBJjhDEhPtrmhcHZLYXU/kcTkysexIFCe9gaEBUo6OxJIpIXUI6tw22RhzrTHmAGPM\nzsvnzri+aE1hw8KlC15B5Yj9jDEnG2MOoMQIPSbTv0PkwP2oYc0c1PGuIrgJ+Jsx5lLkb9QKaLR7\nl9OLWx9x0rIm2+66+IOHr9xzeP9e+xpjdjXGHGqMucUYs3/6jowxh6JSuKHo/C5ACZW/oe5qzyNF\nT2Ogb8GAwbFv4a7ADVHKH4LKLe915+WuKOXfWYOE1NaobPti5ON5SSZCyhhTxxjTG3gYEY6PAJeV\nR0g5ZVRnVFp/AyrBvx7oZ639rCqElDFmO2PMn5Aq6hpEpN6FVFGPbWxCygvCrb0g7OUF4S3o3X4V\nIkRfAC6IUv5FUcp/Kkr5U3+thJQXhHleELb2grCnF4RXeUH4X/Rdb0Bj4GLkD3U1UkH1jVL+Y04F\nliOkagDW2pFojHjdGNOtvLEmgXrAQGNMe2NMTzSe/WcTHHIO5SCnlMqhOohb2DZFBNV27vdkx704\n67kFCnpWoCCwRdq+yurAt00ZSqhf3M/tKSG8siGuNWlJ9nbTmwOzEZG3N65MBlRm5wXht6j8IKP6\nxnVdm4SC/1GZ1ikDg5DE9WBKDGA3Fp5HwfplXhBeU1Ny+lqGEMns96SkFGSTwnkXjUKlIf9F90Q3\nLwifRSRSAQrcx6EM/D/QpO1jp34ajkikMOEV9QLKip+GTM4BcEqD+5HvlEfmsptBiDC90hhzaUKB\nlX7cRV4Q/hMF5td6QdjPmfLXRoxCE82LvSC8OEr55fqDJOH8qf5FSfv0R2vouB5HE7V+XhBe5YjS\nGoNVF7weRqbmbYDvqqKQAmWUC5fO/1vRujWNV8z7qWjOF6OLUeev27MoVHKo3SgAvhjev9fPqJTs\nA2vtEi8IeyBvmF9Mfy5FZXEfIgPfnSiZCPRGZrbTa/i4uqIOve+6372jOXrhFmxR/2ZuXoTGrTHW\n2hWOKOuJiLJMscQelHRqwgvCervPbdZ766UNFzVYWycmKbojsmmUW8cgkn98lPLnxdsh8mVETJy4\n9foAH0Upfxb96YNImPXq1BjuOE9CCYivkHrncqDZ4h+/KWx5gDf0xw8HP+7Wa4bIqR1QjPaHWNXq\nxu8zEJndFM0Hrs/0memw1j5l1LHtemAXwDbccvsVO+3frSi/Tr0lHU+55tr37jn/GETAb4PKlMZQ\nEq/F36UtIp8+QvfEGvQevQwlVQYjhdRC4KaCAYPboVKnWUA/YIEXhCcjFfBUIOUSbtWGO39HIxXY\nKuBGa+3ELOvui0oOWyJC7ZnyFH9u/4ciZVQrlJS5Nls5YAWONx+9y3sgRdJKdB8Oq6SKpNJw929L\nSvyh9kDlgV8iku7D2F/t1wqXzG5LiRdUW+RdVIQaGHyC5hWTgfm/VrKtFqK889gDWRiUOdak4W00\nXoxBBNVzSHmZw2ZGjpTKoTpIV0q1cb8vpcR8vJRSyk2aF7GhsikbKTUP3adbkJl0iide21M+0TQb\nDXC1ipRy5+RrMnfamwgc5wVhfpTys03WxgDne0HYrDJ16K7s5xsUDG9UUsqZMt8L3I6C9BrNiNcS\nTEAvQp/NREo5jEKB7iEo438scHCU8t/3gvArdP7HURJA/YESX5OX0QSzF06xYq1dZox5CfiTMeat\nZJbVmZqPAM4yxoy3aS14rbXFxph/oyz2X4D7sh10lPKXOOPuO1CAf381z8NGgXte70Pf5TTcJLWS\n+/jeC8InURnfBOdXVd3jKvKC8A5Edt3gBeHfnQq1RmGtnUoVTc1jrF6++IKitavbFxetZfq4V60t\nLloC/MNm7naWQy2GM/HugMiPdshP6WEvCNugyektxpgmyAPpJWttkTHmWFSi9bUjJtoixU3ZMNRN\nlMmVvaom/ccA7zvSqSWwdx/6zAN+uomb9keeTHH5egcUGzyQZZfdUTwSP6u/32N28x1aLK8/G5ji\n/Pk81IUvJvQ7ufOR3OdRKGYanFi2HyJ3HsRQD5WzvYMlU6exDui83ui6vfUA8ILwd0il0RfAJfEC\nY8y9SN35urX2rbR9NUfkz0XW2jhpl2+M2dMY08Odu/QEYozngFOAJo232WVtp9OuK6zbsOlK4Ilx\nd583mLvPG4wIpIxw/kwppLbdFineX0XeUmPROyoApjZqscOth13xyPGIjBuD3idN0WR0b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swOoA/APFLN2R6iYTuiGFz6C05SeiGOrtxLKp7nh2RMmFJCah8rW70rvHGWNao6TQ92Ts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wZym7S4NxmAz3mFKeXyK4VdCxwGkZ+fXWw62wD8PIoOImGWWFUZgkO9knajA2KCyUKc9NRgcA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FopzxXCtwApqdpXs0LcA2UR26WaY/xKqPN5+mS9jHwUjsrju8ASUul54GBbmhmx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qOdPP8TGUXTegufoMmVSyIpNKPorGAQD/TJSlj21p1RRU58pdjPr12yLS59hCVWtLA66A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Mlm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9APdart0IstwpVowNw/1NkaKRJWRdaqFOUxEYXvrHJFR4r1B8UF+QtRuM2+eYVF+63p9qAw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\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/hsP1ZgOr5ol7nkV+NVSTV0pBlTriQWxgfb1PApY7qJkrd8AmC99hK9WjsBAcMCPIHUN/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MFg6Sq1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\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tTVL27vxl2uu31gFJRwmpq9AH0pOBc9GsqLqoCvVrVNn0Cqqgebpjn9HbgddRZclr43t1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\nuAKv54svvqBZs2bUrl27SNf/6aef4u7uz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1p/oS8qT9cfIiqq1p/3L1N2Ww6WXJ1la9uoNsidXNv5vLKlYgt8e/h7G8ulOA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Of/+0c3zw/2Azrv0zXRgK6JhcD1I+8695yvPng8f+b7j/Uv6dgYVY9UMjHC84OD\ngb94fjA3lUzMKy8x5Y6f5/nB1VhI+YVAV88PHiwr42Rr4HKlXhKRgVhIb0+MLPijiIzD7H1x+dwY\nWw1HFvwFuz+/4rYdhn3WqrTiWk3B84NmGHH0RiTgPAebWH6cGbJdDhyO5SBCukDFyIx9TsLUNYUT\nGRFpITm5Z+5z1GkfLBgzKLT6zQc+E5HzAFHVP4lIb2yB50IshPoE0osgpU58ncL3dkxFVIApdLdg\nhJTkbVgzHug+d8TAL+DlCl52+eByrC7DFMijgaejaizPD9piNr2jseu7EwsJL3Zfc5/Xju56jsXI\ntZFAkEomFmzFuTXH7CHHuN9N3Dl8iBFRc2uClC3BhtceG5dsxlRzYzDybnu14dUCNBgIzXtCf+yW\nMhq4rCesewWnxhKRttjYUymeRaXAwar6TTWedIwKQlUni8jnpAvUHCMi7wBvuqDuGNUEV9V6FLZw\nuy9GTp0J/E5ExmPqqWnxuDhGZSAmpeouNmADplxs4NsCG9xFlVJRUmolW0FKqepaEfn3/E/evKpg\nS94W6Xfqh67dY7HsqnDluJ+IrMRWw/+FVf0Ly23fD0wQkZsxmf8xkpN7UIduvxvtnmOhiLwIPDf/\nkzcn7HxglxbzR7/x+rLpHx9IUsOVW2nQpDmeH7QDjjz897eeOvXlW3Oa79K2b97GdVMnPXdjw5yG\njZ9dvfiryZjl4iAsfyJGzeMpzOZwo+cHV6eSiXURYuo6yiamNgPPeX4wEcuaesTzg6eooipVTsI8\nCZgkIjtg1peeWHXI75zH/qN45S7GVuBI4AjgzlQyscGpaq7AbFNDa/TMqg7dgEbAR5FtXTA73Idb\n0V5b4Cv3d3eMyCi09g46en6XHbo16ry6+ea7ogft9vNf9Vg+Y0yD5ru0fSFLm52BA0RkjTtXsMWe\nUC0T2slKtJA5oq0fVrEuB6u0l4+RU98Cj0189oZlmAq40uFUY2dgKrxVWCbU5Mjju2KVArtj/fND\nwMgMhVm4byOsiMhp2PUvBV7A1FYVUgS5ipJHYSRYZ2zcOQd4HRiXSiaqnSDIsOF1xPqnZqRteLOI\nbXi1Ci1337cTbOlthNR5but5gOZC394RK98SKDkszj0eo5bDVUYe4uIUfoPd2zwReRkrThNXTq5m\nqOp8oL/L/DoRI6juAL511fyGxxUUY2wLYlKq7mI96VWgzdjK8U+kSanV2EArxApsJTATy7CBWYlQ\n1eSuBx2159LPR/wGW4FaheUz3YmRYgrcCPwHs/NNBU4LfceqOlVEzsFWkG8Glu6wd8end+nY9eCm\nrXc/e+Oq5dM6nnzJlSvnfTFswadvnTpn2IAc0P2AOz0/yN390G77Lpv+Mcf+7cmHMWJtY0Hepm+B\nglmDn7pyxdypX2MBlQ9iBNsPwFvArWW/jDGqGi7k/G7s/bnS84O7UsmEOmLq3xgxdZPbnpWYcu1M\n9/zgCsySchWmmupfldWXVHU1MMit0nXE/PVnAee6lbyhwGduNSlGjBLhCKg/Y5kNYQbfBRjJ/496\nrLzwgImpZCIq9T8FqzxWsbwQIQcLNR/mcpuOAJ6P7nLwotZ3nTG+fesBPWaPj27f7efH/nL5l2N0\nzrAB08zNVgQtMCL6Aqwfex8jJcD6uycxIif7BZrS5gbMctIAWzTKx/rhd4FnUsnEWulHuwpdbznh\n+UFHrHJtOyy/8ZWwEqEjYM7BlCTrsIymIdkymhxxdTL2nrXEXpNbgSkV+Xy6dsJ8qIPd5i+B5zBV\nVrUR+hEbXjQLKrTh/Ygpn94ituHVCrjv0k5YpcUOwL7Avu2PPavT/95+AFNIRVEopN8fmOPIinnE\nqBdwyqiXHOlxPqYCPc3lTU0u/egYVQFVXQ8EIjIYywI8GfgDcL4jET+Ms8BibA1iUqruYgPp8Mc8\n0kHnLdyKbUWUUjt7fpBbWn7D4ecln8QGchdGLSYiEo4IPlXVQ0s6XlUHAYPcMW3WLZ39+vgnrjoR\nY9tZNjU1/7C+d3zRuGWbC4EFmH3qSODlTr/9e4tOv/37S8AELPh0+uev3bmZ1+68KvIUfUp67hg1\nDxde/iBGSv4aF3y/FcTUOixfagI2Cevv+cHDqWRiYknHVAacNPkr4CsReQpTEfTEJqJrRGQktnq3\noCrPI0adRh/McqqNA/0AACAASURBVP2Ey/n7OWaLejqVTCwv/dC6CWet3g9nVXTbdsPu749sRZO7\nYUU2FmPfwRwiwfCDuyxq0D635YH5oh9EMwQ9P2i8y4FHHCQ5sjlv/U8nYra9KKZgxM2umN3uA1Vd\nBODyTZpgpFSxMZObRF+JEeWNsb55I7Y482BUreRQaeSjs0b2BRJYpberU8lEWHm2OUagn44RZK9i\nOWYbs5x/J+yzeCS24PURZtErV2XaiP3taMyatx/2Ok7F3ucJWxuCXhFU0IY3C/ihHpPBtR5O3bc3\nGQQU6cXVNTiLbX7epk+BI82yd16klcKvfwsRkdhGVD/hQvEfEJH3MfL/VhGZCjwXj7tqBu679j8s\nlH5HbNG2N9BTROZg1r5PqqKitYjcApyhqodXdtsxag4xKVV3EVbfAxtwhkHn4v5eDezo+YG4QdcK\noLnnB41TyUT0BrEcG7DtTLoaXzaE9oh2mBIpikzffqlokMPAZg22nND/Ejj+IBj9FVw2YHH7yc/9\nff0xVz77O9IS/wXYTW08toIZDzbqMFLJxGeeH7wFXOj5wexUMjHDbc8kpu5OJRPjy2hrrOcHM4G/\nAf08P0hhaoSNpR1XGVDVjVh1vmEuv6InZok53XXEQ7GOOF5xjwGA5wftMTL2pVQy8Z2zR/0Ny9v7\noCbPrYrhYQsiUWKmN0Z8jM56ROkI1b6LsZnp5CjZMWOfH3u0+75F453WNMm0BR6b26hJ04ZNWz6c\nu27zw92l+14jGTkQsxD+HBiIZdw9jZE7OSJyApadsRTrG3MputAT4mIsB7Gpu66lmCLouVQysR4K\ncxb3wVReAhzkKs8uc4GyFYbnB0dh+WTNsaqGH6SSiXynDDoVs7w0wlRfb2VWnPX8oCm2KHQq6SqD\njwGjynMfdQTQ/hgJdbS7to2Yuuot7L1ZvzXXVl6U04b3IUZCLazJ4PTtHY4k3ZeiBNQ+pMexSzEC\n6l33ex6wIj3uSyDy5LmWIaW5ppD6GLg8H3IXQP75wFEiMkBVpxGjXkJV54jIPzAC/ULgYREZBrwc\nh93XHFR1FfC6iLyJ2fNPwcY4F7vIiw9V9dvS2tiap63IziJSgBFZ71XWCYjIfOBBVS0mv45RccSk\nVN1FJikVKqXAVplWucebYZL9le6xNljnHyIMjN6N0kmp77AB5z4UnWBABW4MInIg0Lv/hXCeiz4/\n71hQVen7+PKfr1wwfXSb9oe+gFX0WVbedmPUGbyETR5u8Pzgb+GEMkJMXUs6Y6osYupHzw9uxya+\nFwGdPT94IJVMzKziayiEqi4GnnOZaEdgBNVfgUtE5FOMvPoyXr3dfuEm75dhuULvuM3nYYSIny3T\npz7A2RVPAN4NyQAXBN4LGJ6xOFJetAU2npb8sDF2H7kn4/HTGm7J2XDC9D3HZp4O8Pmmdavuuoqr\nTnuKpy4F/on1hU+o6gYROQ6r/HY8ZlP/Fqve93PgE4x4Cfuw/YAmO7Q96GfYvacp1v9+CtySpYrd\n6ZjNUN3Pq277bZitvdzw/GAnzAZ6NGYFfcIRnQ08PzgZ+D+MPBsKvJZKJlZmHL8Xpqw6CVN2jcPI\nqC/LWvjx/CAXs+OF1ryd3XV/hhFjX1RVldssNryO2HcI0ja8N93vOVVNiMXIDne/24Wi5FMH0pbJ\nPGzB8WvsMzofWFC+92tLHws179s7va3BMMjvg41NLwD+5az1A1T160q5qBi1Cm48NV5EJmHWsXOB\n40XkLWBQVShzYpQPLpN1ApYjvDu2CNUL+LX7Xn6IRV7ki0jDOPoiRhQxKVV3sQGzMYANchthpBEY\nKRWuHu9A2aSUUnoFPpzdZBEUzcRQ1Y9J2wjLg/3AFFJRdPuZ/Z78ws0fFORvGVyB9mLUIbiV/Puw\n3JbrPT9IhpNyR0zdT8WIKQWGeH7wBXANcI/nB29imSrVFk7r8tPGAeNEZCegBzbp6w4scSt5I1R1\nZSnNxKif6IUVXrjJfcYPwBQ4L9ZEyHM14leY7W1YZNsxmIVxawLOwUipxZsbFnTH+rUJ4QOeH7Q8\nfVO7rs03Nvym2eYGP0a2t8WIlHuAtg/x0NcP8dBVKHMz2m6MKWvODbNKRKQDdq/6DHizQQ4DtxQw\nKzygUZMmBXkb1mjDpi2/B+4DHsumMlLVAVju4VbD2fJPxibem9z1jHGPdcOIzt0xBdrAqPXOHdsF\nCy4/DBsfvIdlS5Va8dGp+jpjJNRR2PjiB+x+Nx4jsypVgRSx4YUWvAMpasObgxGAsQ2vBuFI5rYU\nt981d7v8hCmePnW/5wPfbu3nxSlhThaRAzCV3teqeWF2zY8ici32Oe0LPCgiY4CXqkChEaMWwI27\n3nfxCedgRSZ6u0XCkfFiYPnhXsNp2DzyYuw++4Sq3uYe3wErWnU61ldOBK4JVYku/HwHVT0r0uwN\nWH/jYcWxBmDVFNc7l8FUoJv7+1FsvFyA5TleoaqFVbZF5EbMIt8UK2JVJJdQRLpgOceHY3Pjz4Gr\nVXWqe3w+Ntd9x0TKLFDVDq6PfwDr25pj6vWbVHV4OV+zdti95iHXfktsjn2hqr4d2fcMrOTubthi\nznyMTP0bFmfwNXCZqo6OHHMIcC8WVbAOI/GvVtVoPme9QkxK1V2sx94/xb7EkK4M1AoLMAcjpZZg\n9j3IyJVKJRN5nh+sxAazZWEhNuDYFswFs+yFSimAj522pevF917sMkdGRCsqxag/SCUTKx0xdQeW\ns/Ny5LEKE1PuuKWeH9wInO3a/KXnB/enkolFZRxa6XAdxusi8gZwCKaeOhfoKyKTsY5lUlgIIEb9\nhas89gdMGfQ/l6FyJTZBG1ST51YN6A1MTSUT30W2nQJM2wYybnqB6Gzgt8AnGaqc43dZ3bRp67WN\nx6NF1Lu9sMnxZ5gKKrR2ZeIIbCA+PbKtK9bXftkgh/ebN6Zn/wvTtvPLB0zLmfbqHT/98o/39M6i\njqo0OPvn5RhBMwQb3K/DiKbzMcJmAlbVcUHkuJbY/SeBKVVmYQPwT7MFnUeOa+raPsb9boIpx1LA\nWCrZTu/5QWvS6qcDKWrDW4yRT7ENrwbhPkuZ9ru2pIvdLMEmWm+Rtt/9WEUVcudgxGTmdgXGishn\nmDX1POAxZx961eUSxahncBXfnnNh6BdgVZpPF5FnVXV66UfHiOB8rH/oit37XxCRTx1B8yawFiOY\nfsLUusNd1ctVpbSpqroZGCkic4FfYt/dxUADEbnJPe93GPnSEFPuvoaRVLhCWbcAl2ILMedjZE50\nYaklViH2Mmzx4lpgsIjs76I0jnDPcQHWj4V9SAsgAG7C+v/zgfdEpKOqljVOOQurnPwE8Iy72PUi\n8hpmLX07su8fgNdVdZ2I7Oy23YuNB2e6831fRNqr6o+OBByOVS+/EusP78Eq2J9UxnnVWcSkVN3F\nBmwgkG1i2xIKV3N3iOy/EVNKZWI5ZSilHBYB3SI5VRWGqs5umCtDLnuenqrkdvuZEVKXv4A2atJk\nxg57d0xhg+izPD+Yi30pR1dHSGqM6kMqmZjm+cFLwPmeH8yMhgFnIabuSSUT48rRZj7wuucHk92x\nD3l+8CJmH6r2FTM3QJ4OTBeRJ7EQjJ6YbWiViIwAhsaruPUaf8Tu02GFuHMwBcjV9Xli7flBO4xg\nuCuyrT1pxdLWQRlxsj/4UMweNCLj0Z4dlrX6qdnmBoWWHafk6AF8lEom8ujHPsD3KNnsHUcAn7sB\ndIgjMbt6hy0F2WznBfR9/MtWQ/udOkb6UUDxfEVV1VZbe7lOpfR/2OB3CXBDKpmY4fnBIdjg+WdY\n0Oz1Uduy5wcdsKyobtgAfTSWOVViRSRHoHbFlCaHY+PDudhkZCzwTWXcRytgwwur4cU2vGqEU6nt\nTnECKpxIbcZIp6+wzM/QflfleY7lhavA95GIjMbUhecAJ4rIB8Abqrqm1AZi1Emo6lLgbhEJbdV3\nOoLy+XicVS5MU1Xf/T1XRC4HeojIRmxxYteI3e56ETkTyy58pgLPMVtVe4lIc4w4/hPWB0zELLjD\nsb7tSxH5pVMtXwk8raovuDaSIhLazwFQ1ZHRJxGRv2DKuW7AYFX9wSmkVkcVWE7pFc2gu0VEwgIh\nj5V2IY48ygfWRtvEXo8xIrKbqi4XkV2wBbnuGU08oqrvuPO9FFvIuwj4N7YINUVVk5FruhhY5Ii2\nemlNjkmpuosN7vdmbNAJ9gXdiJFSa7DJ0I5QaL9bScmkVHmVUo3cvuWqypMNWwros24Tr/R9nMJc\ngNwcZuQXbPxmaL9Tv+51+wfPYmx6D2xSd5HnB5OwScjE0lZ4Y9QpvIlNqq71/OCqqKIiI/z8hvIS\nU+7YuZ4fXIV1bBcBR3h+8FB1liHPhFupGYyt3OyLkVO9gLNEZCamnvrUhajHqAfw/OBQbBDycCqZ\nWO1ImXOAN1LJRGb1t/oGD7OITYhsOxkjHcpUPpaB7pgS+KvCJ/OD9qLst+/ylhuwFdgQod0stBC2\nxRZXikBEWmCE2eORbTthFqF3KcN2DlxBpAxYZcDzg87Yqu8u2KrxW0Bbzw9uxfrHecCtwBTXvzfA\nCKXTsPvqD+64oSUt6nh+sDPpfKhD3OYZ2IrzuAyV29ZcQ2k2vE2YZeFTjICaRZFg6xhVDUd6tqMo\nAdUes8iAfV/nAaNI2++W1JUcPEcwv+vs87/GyF1PRAYB78T9bf2Eqs4Ukb9jypsLgP5ORfWqqv5U\ns2dXq5FZIGApprDtjPWjKx2xE6IJrm+sACZD4Zj4AzcePhxbXPkj9n59jKmxfub2/xmRvtlhHJZZ\nCYCI7Ar8CyOhdsUUnE0xoqtEOHLsNow02gPjRZqUdVxpUNWJIjLDXcu9mJ14gap+mrHr+Mgx+S4j\nLRxVdAa6i0gmga7Yax6TUjFqFcLVwygp1QKTV7Z0g9TVFK0WtIIM+57DcuwLUBZCO90+bAMplS0X\nIL/A/LTAlUP7nbrJfXk/c5Lx47GJyE3AWs8PRmME1ex4AFt34T6jDwIPYYqoG6KEo8uf2lpiajPw\njOcHEzAp96OeHzwJjKzpz4yqzgeeEpEXsElzT2wl6M9uZXcotpoUf7brKBxB8FdMlv2RC4i+ErNA\nvV6T51bVcBPdE4FUmOvmQs9PBN7blqw3p7L5FfB2xvf4JBVWf95hxe96TNsrut0DZqSSiZCoaosN\nZjPxC6wfnRTZdgRmjZ+MDVZLtJ1jhPK8rbysIvD8oBVGpnfHBuq3YwPRa7Br/xaXJ+Xuoa09P+iN\nrbK2wSYWd2HFQoqp8Tw/2Js0EXUAprb+AujvjinNilHWuUdteGE1vKakbXhxNbwaglPCRcmnDljF\nxBzSltb5mM11HjB/Wz4LtQmquh54VUQGY9bf3wGnish/gSFx2HL9gxs/jRaR8RhRH6rl/gt8EL/n\nWZH5mih2f2iBKXW7UVwNHN4jsimFG1Ic2apSb1bVe12V2p7YAlYzoI+IlHeu+SLQGlsgWoQteozH\nhBSl4X5MAHEtpgzegC0AlXVcWXgGGwPei1n3nqvg8S2w3MfrKf66bvX8u7YjJqXqLkKl1BbSpFRz\njF1u6f7PJKVWkp2UWga08fygURmVc37ESK922MBlm5CZCyAij2Fqr+tEZLOqTnBlrAMgcIG1J7qf\nU4BvPT8YgRENNaaCibH1SCUTazw/uBu7cV+EebOjj2cSU/emkonMylqltT/N84PLMf/71cCRnh/0\nTyUTNb5a5lZxR2MDp12xzvgkTEG1WESGYmGdsXW17uEsYE/gSkccnIGtbl23HSg9j8EGVEMj207A\nVh+HbGPbR7l2CqX6jgA8ERje44u91ke2744ttjwIgNAIs6lHlVQhugDzMzJnumKVM9cAaxrmypDL\nXqCXKjkR23l+gxyG5eVriba48sKpik4ALsH69IexINhzsfvCSrdtBDYBOMjzg1Ox13uL2x5k5ui5\ndvcjTUS1xQbskzAV2KRUMpFtolDW+TbGFpUOpLgNbyVGPL1BbMOrVrhQ+z0obr8LVfIbMfJpOvb+\nzwMWbWU1zEqHiLTDzu+wMES5suD60mdE5D3se3UJcIaIDARGucphMeoR3DjrLZcr1gcjCBJuUXBM\nvPhXLkzBHDL5qlpSTuv3WKXaKA7DhBOlYSbQVkT2chbL1yMqo8VYuHk+cKGIjFDVJe64ozLaOQa4\nVFVTAC48feeMffIoXpjrGOAFVX3PHdcCU4uWF5uztAmWlXuPiFyBqZ9ezLLPUZhSGBHJxRTQD7vH\npmDjyIXb030pJqXqLkJSKg9jdPOxicAaLOgcjJTaMXLMSmzwmIlQor8r2QNggUJly0IyKvBVFlS1\nwFUwaATcJCK3qernkedfDLzo+cHLwKEYu30O8HvPD6Zjg/IxtSnbIEbZSCUTczw/eAr4q+cHM1LJ\nxOiMx6PE1PVbQUytAx7w/OAzTI33qOcHD6eSiUllHFptcH70gSLyKtaR98Q65QtEZAI2wZ+6PXVO\ndRWODPkd8E4qmVjg+cFeWODuO6lkYnbNnl21wMPCzJdAISlyCjChrEpv5cCJmPJpWWRbV6zP+yhj\n357YquwY939j4APSeYsAiEhYme7DyLYm2PewcCC5pYCVa/Mar+v7+KaWhfvBYrWJzjbB84M9sHtT\nZ4yofg0jpy/F+vrnIufXHcuL6oCtXj+PBemvi7SXg9kRQyJqF2xsMAELSZ9axgJU5vnFNrxaCEcM\ntqe4/S7MWlmBkU4fud/zgGW15b0poWLXImwCXJWh5BdhFVBDq8wpWGjzI8CEmKiof3CE5OMuV+xC\nrDLcVy4M/avSj96+oaofOcXZOyJyA7bgsBf2vXlbVadg86/rRKQvpkb+PWYJn1KOtv+HjX+vxtRV\n/bEF2T+LyB5AP4xADkRkLHZ/+zlFg87nkC4mtAO20J25ELIAy8gaC2xyAe1zsBiND9w+t1NcmVQa\nFgDHOwXeprAynqqucjbh+4BUhEyL4jIR+Roj5q7B5uth/mh/rAriayJyLzZ/PwAbW15UX+9RMSlV\ndxGSUvmYzHEdaVIqHDSvoigptQJTRGUGlS93v3ejFFLKYRE22K0SOF/tfcDNwM0i0k9VZ0T3cXkG\nXwBfeH7wGFZqtDtmj7nU84Ox2A1yWl3JPojBEOxzdYXnB/Mjdhtg24kp18YYzw9mYlU7bvH8YAjw\nbG0iMR3pNAWYIiKtsEl4Tyw75gcRGQ4MU9XlJbcSo6bgJu9/wRYEXnX/X4lNsAbW5LlVBxwBdwg2\nEAvREZs0D9jGtttgNrvM8NGTgDlRhZCzS54EjCpUgChrsEo2meiI9ZkTI9s6Y4PjaCbW5ha777ui\nw/Hn3Dt14O2TgVsUxjo7eokQkQZY1sXJGGmwGiMJbux1+wffA2dgqo1VmO2uHWYpAFMavYv17X0w\noqoFpnJ6EZcn5a65oTvvo7GA9h2wgew49/Nlea2TFbDhzcJUNrENr4rh3pNQ9RQSUHtiE6gC7H2Z\nh5Gwof2uxhXBFYWbbG1Tllk5cBzwCPY9aoCpE07F7D8zRWRAXLWtfkJVFwO3i0hnjJy8T0Q+xdQy\n2/O4qiyS42SsH3sOW+RYhi2gLAdQ1aEi4mPW8iZuvwGYgKCs5zgd+z5+jN3LPsTG6WF4/aUi8g1m\nsTvYPedCoLWItFHVlVge1VOY3X4x8A8sMDyKa7G+9RLMBt8BI4Oexe6bP7jzb0n50Q9zeMzFBBVR\n1dSzWL9dknXvRvfTGVvYOc1dC6q6VESOdeeTwoi4hZjduF4SUhCTUnUZUVKqOWara46RUnu6x1ZT\nVIa4AvtghyRWiB9cO+WpwLcQ6On5QYNtyQYpDaq6RUTuxCbit4rIP53VrxgcoTAcGO75wS7YJL67\n+/2D5wejsFXkrS1BHqMa4FR4/TGbyU2eH1yTSRZVEjG10vOD2zA1x8VAZ88PHkglE7VupcwFcr7r\nrAb7YxPS04Dficg0TD01LqNaWIyaxdGYBPuOVDKx0fODMHT6ptpij6lieFgfFA0zPwUbwJa6YloO\ndMNsaoVhoY6o+iUZtl9M+dQGG8yVhS6Y7T2qYjsS+Ca6upnbqEmTnNwGTXbp2PUjVR0vIteX87yb\nYaqr27C8p9bAwzkNG6ewQXg74H3MHn8ZRv4EGCEVDpq7Yqu+Q4EPU8nEUnf9TTw/6IJ97o5wxy7F\nSK9xlCN3McOGF6qgMm14r7vfsQ2viuEI1T0pnv8URjGsx+xtU7Dsk3nA4ooo36obIvIbbPK2P3b+\nU93PBYCKSAE2YT0RG2MW2vdEpBtm1+0N3A0chFWDPBf77t6PqTY+wBQEZS4yqeopGef3W4wIewOb\nIN4pIlOAF1V1bpYmYtRxqOoXInIVNl/oCzzhxlqvuxDu7QqqmlkZDlU9M/L3OsxKd1UpbdyG9XPl\nfg63/RtMuVja+f0LI8UQkQ7YuOIE4DkRGYcRWUdFCRunwNpPRA5Q1Tmq+gF2n4i2uxBbwIoiM1S9\ntPP6DAtqz4a9sfn1e9kOBWaqaqYNMdr2XKy64XaDmJSqo0glE3meH2yhuFJqFUWVUpmZUmCD9cKb\nbiqZKPD84HvKX4GvAZZZkC2bo1Kgqpsd6+5jqxo3qeqC0o5xuVKve37wBjaw7o4NZH7j+cEcjLwa\n7XKqYtQyuEn8nVgGzGWOLNKMfUJi6lq2nphSYIjnB9OwCd+97jPzalURrdsC18nOAeaIyDOYMrAn\nRs6tE5FRwNDKClqOsXXw/KApll32WSqZ+Mzzg92wCpCDU8nE/2r27KoeLtupOzAinCC70O7jgJe3\nyTIkND78gp1+M2uv1ZMG/ctbG3nkRIyoGp1xhIepp4pUORQrHfR3bKW0LUaWLcEqge4pIvdj5G8z\nrCR1OzdopVHzHVu7Zir0Xjpy2Ss8MT9o9s3koSNmvPfITWuWzZ/Qcvd933TX0QYjkwZhJNY92KB2\nASblH5VKJjZ5ftDS84OTMCLqcEzRNQ94GyOiFpX0WjvlXlvS5FOmDW8O8AlGQMU2vCqGu2e0pygB\n1Y50yO53GEHzIWn73Xd16T0Rkd2BV7D+6h1sfHocpvTbx/3/B0zxtRIjmLJd3y1YcPAGjDx6HcvH\n+j/XxjtYyPF9WY4tCzu65wztrUdj9+6HnIrmZZd3E6MewSnTP3Lv8ZnA2UBPEXkFU6TUuvFgDHBj\n3Ued/bc7RlD9C/jGFTOYmpOT8zREKrzn5g4pKCjoU5ayuTIgIk2xhYUbgCdK+BxVxCK43SAmpeo2\nNmAdaTNMBdUcs9dFg85beX6Q42xsISm1E8UJpeVYplRZCC0S7bK0UalQ1Q0icgtwJ3CHiNxQnoGB\nG7DNAmZ5fvAMtoLcHZuIXOz5wUTM3jepNpIQ2zNSycQ3nh88gk0cZwKDs+yT7/lBaG/ZKmLKtbPE\n84MbsIFIH6CL5wf/zrQO1iao6ibssztCRPbEyKkeWHDnPExJ8bGqri2lma2G+z6eoaolrQxtzzgP\nuwc/5Sb/l2OqoRdq8qSqEUdhiyBRdVK4ApmZ91QhvNd1wbF9Rx7YY9QhSworF7rX+CRgfEae0s6Y\ngqJ/lqbuxiwbV2Fy/QOw7Ikp7rzHYO/jdZj6eIiIHKqqWxo2a9UmP2/TulQysdXfLc8PjgL+ktuw\n0b4oBY1b7SRYNbBPsUWTXwIPYIrmscCjwAysz+7p+cHRmD1SgK+wif24VDKR1XbilGTRIPKoDW8R\nRj7FNrwqhvus7oSRT1ECag+3yxbs/ZiPqedC+12V3MerGXtglpZBzjoF8CWAiGwAGqlqYaEaV3I+\nc8KmwD9Vdbzb51lsXNghJI1FJCR3K0RKOaL6IayCZhgVMVZEPsPGjX2Ax0RkGPBaRjGEGPUATl33\nqoiksCykP2HVGZ8nzhirtXDqrfddHtQhGDl1kYgc1bBhw10SiQTt2rVj4cKFBEHQMy8v7xXMhlgu\niMivsP5RyXJPUtVWxY8CrGLeP4FR2Jgj6+mX9zy2J8SkVN1GSEqF9r2W2CSoicuXWIV9kVpiBFWU\nlMrEcmyQVCpSycRPnh/8iJFSn5a1/7ZCVdeJSBL7Yv/LEVPl9n27SldjgbGuJPLx2EDjn8Aazw8+\nxib5X9el1cf6jFQyMdrzg58Bl3h+MCeVTBSzblYiMZWPqeumYKqp/3h+MAArXV+rPw/OWjRARF7G\nJrO9sMHURS7IcSgwvQoGVBVqz1kzzgirm1QGRGQ+8KCqPlzmztUAzw86YLkIL6SSie88P+iJqV36\npZKJDaUfXW/gATNDUtdNxHsDn6aSiW2qILmy5aZTDlgieQd903pYZPOBmJLoyYzdT8JUP0XUU66q\nzt+Av6rqy25bR0z92wEQVf2TC2pdhoXhrgRO8PxgeMMmzVtvWPXdVl2H5wc7YSq6o7ds3rDk6+Ev\nHbzzAb9Y0qhZq28wq97hmBJkNZYhNQTL5Tgay8o4EFNFf4FZCz5LJRM/ZjxHpg2vI+nqQ5k2vDnb\n0eeyWuEUg3tTnIAKFwvXYqTTBIyECu139XWB7AuMcP2fm/QPBd50IcMVQTTjaTmwPiSkItuO2Irz\newzLqTk2ulFV84FhIvIxNtk9BzjRTYDfdFU5Y9QjuDyfh917/Ecs23aaC0OPlei1FG6MOx2YLiJH\nqOqERCJBp06dAOjUqROqmjto0KDeoZWvnE1PxOy8FT2fsmyMC8lesW+7R0xK1W2sx0inJpgdb3eM\nlII0EQW2er06lUxs9vxgDenSwFEsxwbA5cEiqqgCXzao6k8icjNpYurGrVmtchOj94H3PT9oh5FT\nJ2ABl4s9PxiBWSTilbCax3PY5OpGzw+uyma5jBBTCtzg+cE9W0NMuba+9vzgKkyyfzHQ1fODh5wl\ntFbDDZ4nABNEpDX2ue6JZfAsdyu8w8PvjIg0VNW8GjvhegZX6ewy7L74niMgLsay7KbW6MlVE5xV\n8TBMcRDicEwl8eA2tp3bR/c/pkF+zsIeX+wVzTPqiZWhnoZwPHDsHedMuYdD6AV8koV0+RlmixoR\n2dYVUyIdvaD7XwAAIABJREFUBBwgImswlVIBlt/WGMu5+1JyGzTesnFdhUgp99k4GcvOaVywJW/1\nlBdv+bWq5h/86789ghFHv8CUSvdjVsKuWAWgfTBybTLWb00MFWGeH+R4frAPaRteR6xPjtrwRrt2\nZxPb8KoEnh80x+x30QDydqTH1ssw4uk90gTUD9vTe+EsUr1E5Ghs4eQKTPleYpZKCYj2WZrxf7gt\npyINisijGOF0nAtULgaX2fiOiAzFLF5nAL1F5C3gvfJkWMWoW1DVeW4xvAu2OPGQiIwAXgqrq8Wo\ntdgZoF27olPU9u3bh3/uj/WPZcI5E2IyshoRk1J1GxtIl/7dRLr6HhQlpXYkbbtbScmkVEvPD5qV\nI8h0IabMqDao6koR+SeWs3GHI6YqutJWiFQysRB43qliDsMm8ucC53t+8AU2cRlXmyqzbU9wmWn3\nYJPcqz0/8LMN5B0x9YD7d1uJqc3AM87eeRXwiOcHT2JEZZVMIkRkJBZ+vBEjMjZjHvTb3OM7YJPV\n07Hv+kTgGlWd5h4vUlJbVX90kuOOGFHSC6tqslZElmOT76lAdxFpi9mDumOT8CHAFapaWPlIRG50\nr0VTLMejCEknIl0wG0WYbfM5cLWqTnWPz8cmC+84W8YCVe3ggiofwCxfzTGr5k2qOrycr1k74EER\neci13xILeL5QVd+O7HsG8DJWxGFnbGJ4LqaY+QVW8eQyVR0dOeYQzNJ1HEb2D3XXVNJg1MOIgesx\nNctl2P34mbKupR6hF7ZIMiay7RQsD2lbiwgc1npt4zat1jcstAU6VdDxwLupZKKAfvwMaPvJIUsP\nx0K6swWcFyGpRKQRtgo6EFNXTcI+F3djaqQwmP174BiAvA1ryq2O8PygPWbhPAzYUJC/pcHE5286\nbtPqH+TIPz/wWeOWbY7C8pu+wnJ0+mIW+nUYyfwSMNXlSLUBDvX8ICShstnwAvc7tuFVMpzqbxeK\nq5/C4jBbsM/6PEwVNA9YELWVbu9Q1XHAOJcVuhAjdzZTQ4oBR0j9GuimqovK2l9V12Nl6z/AVFPn\nAqeLyGvE+UP1Dk59M9EF3nuYjfM4EXkbeCsmI2st5gIsXLiwUCkFsGDBgvDPr6v/lGKUFzEpVbex\nAVNJQboKX5SUCquGZIadl0RKgQ2y5md5PIqFwGmeHzSqzoovqvp9hJjyReQf2yqhdllbU4Apnh80\nwyTc3TEr10bPD8ZgBNX07Wl1szbA2aDux2wtv8FIkWz7VRox5dr7wvODyzG7zTXAkZ4f9K/CgPzz\nMYKmKzb5fUFEPnUEzZuY3cPDKoT9GRjuJMilkbLq8jFmiMiZ2Irf9xghtUZELgKuxrLojsMIpceA\n17DPPyJyDvbaX4qRDedjk/ZoNaKWWGbSZdgq9bXAYBHZ3/n9j8DCei/AiIJwstwCm0TfhE1Mzgfe\nE5GOrhJLaTgLs4Q8gSN+VHW9mxxciAU+h/gDrpqOiIRWpnuBKzEi7Fosk6C9I/R2wCaVT7l9mmH3\nm/9SvEILnh/s6K5tWCqZmOn5QTd3zf+qJ3kwZcJVCzsJI283um07Y5/nJyrhvtl9z5XN83dZ3XRa\nZNsxGCkTkphtsYzDXhg5MLtIC8JeYxm75hiO2YhlsD0HdMKUUxOxPvEcTPXyExCoaiGJ5flBp/zN\nG3/SgvwyyR7PDxph4cvnYn3vpoL8PCY9/49DNq9d1arrJf8OGrds8zn2Xfgl9n37EQspH4et4u6L\nEU8nOCIqasObRWzDqzI4+90+FCegmrtd1mD3wLGk1U/f1mP73TZBRLpi37mhWF9wFPZ5nol9h3uJ\nyIFYX1SSErFSQ4FF5DEcqYQVCwnJxdVlkQ2quhp4WkTexYiKPwFnOhv9x04ZFqOewCnRBzsb52+w\nDFJPRF7CFOjx+12LoKqzc3NzhwRB0FNVc9u3b8+CBQsYPHhwfk5OzrD8/PzyWvdi1ABiUqpuYwPp\n0s352ETvJ/d/K0x9kYcppUKswAbwmagoKSVYbkK1ShtVdWnEynebiNzsVrC2GU4hNgwY5uwoJ2IT\nhh7A954fjMQqS8VVWKoJqWRisucH/wX6en4wK5VMTCthv8omptYBD3h+MAGr+POo5wcPp5KJyVvb\nZimYpqq++3uuiFwO9BCRjRiZtGvEbne9I5l+Q/mVOAVY6dkjRWQfbOLeB8vReBJTZ3yCEUNfisgv\nVXUyRso8raovuHaSInISaXUmqjoy+kQi8hfgd5h1cLCq/uAUUqujCiyn9Iq+l7eIyFnYJOGx0i7G\nkUf5wNpom9jrMUZEdlPV5SKyC6bWySxD/IiqvuPO91Is9+gi4N+YsmWKqiYj13QxsMgRbZmrbBdh\nr+/zLrPuz5h1bHxp11DP0AUjdaLqJA9Ti43MekQ54flB80Z5OUfv/UPz9TlIVM1wErZQsMz933ZF\ni41jMavcs1mIsD5Hc/ROGMF4r4jkYQRUAWYDHIgVV7jXnfNuItIeODOnQaN7Tur3dqe8DWtXUgY8\nP+iMEdmdXdvrCvK3FEx64eau6374tvmhv/n7uwUFW5pv+HF5Dy3I/75Ri9ajGzRuOgcbix2I5ZiU\naMOLreWVC88PWpImn0ICqi3psfES0pUNQwJqZbxAVSH8hKkar8TGpQsxtW9KRCZjfcUkjPQ70T2e\n+fpW9uv9F9fmqIztF2LFA8qE63secsqZvtj3/mxHVsTh2PUMbpFtgIh8iC1E/Q1Tyj2rqp/X7NnF\niKKgoKBPXl7eK4MGDSqsvpeTkzOsoKCgT02eV4yyEZNSdRsbSEuf8zGiqABnZ0klE+r5wWqKK6UO\ny9LWKkyxsFuWxzIRVlBpRw34bVV1kSOm7gT6icitlS2lddWMXnOEyEHYxDYBnOP5wSxshf6T7UUN\nUcN4FcuDud7zg7+lkomsk8MsxNS9qWRiTLZ9y4tUMvGp5wczsAHIrZ4ffAg8V8m2zkyibSlGFHXG\nlEgrHbETogmWc1MRTAb77gDPiEhz7HO9HCNiLsEKF/yEvdaT3e/HM9oZh+WwASAiu2KleLu5c87F\nVr/3Ke1k3PPfhpFGe2B9UZOyjisNqjpRRGZgA8Z7sYnCAlXNLMgwPnJMvohMwq4V7DXv7rKFijSP\nveaFpJTnB52w1+KhVDKxxlVyhOLB2/UdHqbYmQeFSpNewMhKUPEcs+fK5q3arG28AvjGtb8bpnKy\nrCqhOdDmwy6Ld8P6wWxEWFtglqr2d4TUbdhnbRUw1lV69bDKZ2diSqdvgeGdzrmhJbBj3vrVmaWk\nCyednh+0wsjr32H97XpcIZL1K5YUrFo0Y1eAKS/2Ozd9qND5dzfuudvPj11HcRveLCz8OrbhVQKc\n/W430tlPIQEVLuptxhR2szAb83zMfher0LYRqvoVJVS8cjmHvbM8lBvZ52OKW/zGAedFQ4vLChfO\neN4KZU+V0dYiLOu0I9b33Ax8JSIDVPV/lfU8MWoHHBl5n4i8hy1K+Y5cfa48NtAYVQ9V/RE4WUQO\nwDKkvo4VUnUDMSlVtxElpcIBcjMskyKs9LKKoqTUCqC15wcSXe1zBNZyykFKpZKJ9Z4ffEc1hp1n\nwgUR3gr4wD9FxHeBlJUK9xrNBGZ6fvA0Zknpjq20/cnzg88we9+UWL5fNUglEwWeH9wHPIyRTf8s\n6bXOIKauryRiaqXnB7eRVtQc5vnB/alkYta2tBtBSYGtLbCV+m4Uty+E1r2CLI81zPIcmdkmBcBG\nVb3V2dpOwhQjzYALxUp1l8cy8SLQGguvXYSpO8ZjtqjScD+mQLwWs8JsAN4qx3Fl4RmMHLgXs+49\nV8HjW2ChxNdT/PoLg3BdddO/Av8DRnh+cBTwK+C+ba00V5fgbHpdKKpuOxJTTg2uhKfovu/ylosa\nbcndhfRiSA/s8xIqIfdWlPEdlx8EjCm2UCDkYKrejwBU9S4ReQXLU7tFVcPsqLYYQfxHjZSo9/zg\nFGBLt7+/eG4qmdjorEb7AX/udfsHX3t+0Auzue6PkWLrsYyhAoAWu+6zrtdt77+MfS9DC1how5vt\nfn8dEyCVA2efzLTf7Yvd28AsYnMxAnK++1kSE4C1HyLSBhoMJEJkiTQcAlv6uIlojUFVZ7l4icMw\ncuouR1a8GFduq39w7/cNWIGoPwCPisgQYKCzeMaoYTjCOiaj6hBiUqpuYz3pCWhIMIVh5yEptZqi\n9r2VGJG1A+mJbYhykVIOi9gGVUNlQFW/EpHbgVuBG0TkrqoMm3T5WZ8Cn3p+0BqTpPcAksBqzw8+\nxhRU82N5f+UilUys9vzgbsy22Rd4vpR9q4KYUuBDF4J/DXCf5wevA69VIRk5BauomV/KCtz3wM8z\nth2GrfyXhplAWxHZS1W/BV4TkWmYfWEacB42qb5MRGYDk122QmbFpGOAS1U1BeDC03fO2CeP4ivd\nxwAvqOp77rgWmJ2qvCgpIPdl4B4RuQJTP2WzYhyFfY8RkVws1+dh99gULLNqYRlZEWdj782dGNHw\nVyyc+pMKXEN9wEkYEflxZNspwMxUMrFgWxp2iqhDRnZa8sCNbx4+DmWjU7z0AD6NqBXbrmma12LR\nLmtysNyaTOyG9ZPR79AR7ryjSoauwPwoIeXQGZg9tN+pzRreyiAiE+KJT1/93WHn3d64YbOWDUnb\n5Quwz2cB1kfnYSqvkISKbXiVBKdQy1Q/tcVIfcXUbvMwe9h8YF4qmahR8iLGtiB3IDTvCf2x4ddo\n4LKesO4VnBrL9UEzCOWIRaHAweXILdwqOMveVBH5HMsn/T3wHxEZjZEVS6rieWPUDNz7PVZEJmL9\n3rnACSLyBvBuVSyUx4hRnxGTUnUbYfW9AtKlcJtjFpyoUmrPyDFhBak2ZCelDinncy/EApJrFKo6\nXUTuxCTT14jIv6sjeNANbN8F3vX8YF9MPXUClomz0POD4cDHJVnNYlQcLkj6eeAizw9mlpbbEyGm\nFCOm7kslE5k2rq05hyXOpvVbzOLTxammFpdxaIWhqh+JyHisct0N2IR2L2zw87ZTeIwArhORvpil\n4ffYd3hKCc1G2/4fVk3oamzS3h8YqapXi0hL4J+YkulJYL6I5Li2o7lKc4C+bkV4B0yhlJnxtgDL\nyBoLbHIB7XOAs1wlI4DbqViY7QLgeBH5r2tzhbuuVSIyCLgPSJUwCbhMRL7GiLlrMNI+JDn7Y1UQ\nXxORezES/wDMlnWRqqrnB3tgodiDUsnEIs8PrsIUXo9tT2S05wc5mE3vk1Dl4/nBXpi17v5KeIoT\nMaJnHEpIQHXCbKLDIvu1/Wandc02NSqYBXyZpZ0wQzH6He0CfB5OGhw52QX4IHqgI8EOBYIGOQxs\n3pie/S+E4w+C0V/B5QPm7jr15X4Fa75bnAM0UdUd0YJ8LdACtKBAVfN73f7+jrEKZ9vg3oc9KE5A\n7eR22YSRTl9i7+F8YGFcPbd2wxVJaIn1HTtgmVM7ZPtZ/c2svSC/t92iz3MtnAdoLvTtHbHyLcGI\n5JJQ5cSQIys+FZFxGIneB3hcRIYCr6pqPC6sR3CZn++KyAhsXHgeZh97EQu/327GBTFibAtiUqpu\nYwOW37Ke9IQuVEq1cv+vxgKNQ4Sd4U4Uz4NaDvTItPaVgIXA2Z4fNHMB4TUGVZ0sIvcBNwCbReQ/\n1dkJpJKJ+cCznh+8AByOEVR9gQs9PwiJg/HVWamwHuNdTAFzlecHV6eSiaUl7eiIqQfdv3/3/IBK\nIqbysbyxyRip8ZDnBwOA97eClChr/5OxzKbnsPyTZdjy8HIAVR3qSmzfg2UyPQcMwCbSZT3H6cAj\nmMqlAPgQy87CVbW8UURWAddh+VNL3fPuKSLdsYp8f8Qq1U3GJv3/AP4D/CwySbgWIykuwZQLHbDX\n7VnXxg/u/EMivTzoh1Xfm4sRQlHV1LPYJKAk696N7qczRrCdFk4SXCGFY935pDDSfyFW8lvd5PhS\nrFraa54f/AKbdDycSiZWFH+qeo3Dsc9kNOD8ZGxRZJuUie517o7Z8aLEwknYZ+ircMPCXdbM+7DL\nonwgVcL3ry3WR64EcITrwdjsNsTPsL5zQsax7YCWc0e++tOWAnr3vxDOO9YeOO9YUC2g7+Nzcjqc\ncO4duQ0bj102/eMFa5bN3xRtICakKgbPDxpjr3uUgNqXdKXhldjYZThp+91SV0k3Rg3C5clFiaVM\nkqkVtggQ/t2C4osRW7B7yGr3sxKYv/zLMauB000hFUW38I/9gTlO0Vsr7HLuXIaKyCgsk/S3WGbh\n+8Bb21o9Okbtgns/nxaRALP0XUs6DD3bgkmMGDEiiEmpuo0NmEJqI0WVUmtI2/AyM6VWYZPUNlna\nW44N/FpRcmneEAvd77aYLaFGoapjReRBbLK7UUSerO7VCTf5mARM8vygOZYx0wOr6rTe84Mx2EB6\nxvakqKhMuOyzh7GQ4xs9P/h7aWRfVRFTru05nh9ciQ0+LgG6en7wUEWsOaqaWRkOVT0z8vc64Cr3\nU1IbpQa8ZnsOt/0bLNS5tPMLLZOISCPMdtcTuBqrNDcaU2d9DbTOyckZWFBQsDeWufaX3NzcIUAf\nVe2Y0e5CjGCIIjNUvbTz+gwjRbJhb4zoei/boVglwkwbYrTtuVh1w2w41j3v7dg993Lgc1xe0XaG\nXphibTYUkgknAUNSyURmTlpFcSCmjHk03ODuqccAr0bvn3+6YvQOWN81ooS22gKL0UJy9nBsIjwp\nss+R2OQ3s7piZyBvwdi3AVNIRdHNxePPG/XqWFX9sJzXFsPB84MdMfIpSkDtTbpoyzcYwTAOR0Bt\nT5ltNQ2Xz5WNWMpGNLUinZkWxWaKkkzLMaXs6iw/PwHrs42PpN+pBwI3WpdzXuSRQudwrSUlnSJz\nkFNKnQn8GujtKve9V9mFemLULJxC+04ROQTLIb3bKcVfUNUSF1JjxNjeEZNSdRuhQmkzRiZtJK2U\n2t89thpo5vlBw1Qykecm6T+Slr1Hsdz93o2ySalvsAleO2oBKQWgqqNEpDE2Udzoqp/UCPmTSibW\nYQqClLP7nIit/PcElnt+MAKrThV3UBVEKplY5/nBXcC/MWLkkTL2r0piajPwlOcHE7CS1496fvAE\nZt2sV8SjG1iPAkaJyB4YAdEDy9hZICLHNGzYsHMikaBdu3YsXLiQIAh65uXlFeZ9VCVEpClmVb4B\neKKEfLmKWASLwJEilwDjUsnERM8PLsXUXY/Ut/e6LLhMvSOBZyLXfhwWJj2kEp6iO0YsTo9sOw6z\nmRaST05R5QGflUJW7EFR615XYF5o+RQrbXkk2cu4HwrMzN+0YRaYZS9USgF8PLPwz0wyK0YEzuq5\nJ2nyKfzd2u2yASOdvgAGYWTnwlhdXLnw/CBcdCwPybQDaXVaFBspSjItwZSL2Uim1cCmyrg/qups\nCzW/rKdZ9rphhNTl+ZC7GPIvE5HdgVecnarWwS0yvexs6+dgGUSnicirwNCqzESNUf1Q1f+JyDVY\ntMf5wGNORfXfWCUXI0ZxxKRU3UZYrScPW6FaR/agc7ABRqjgWEnJSikwUmp2aU+cSiY2e36wlBqs\nwJcNqppyxNQl2ODptRo+JRzx9IrnB69itpEewBnAuZ4fzMAmWZ86IqtKISLtsMH/Yao6raqfr6qQ\nSibme37wOHCl5wczUsnE8DL2j4afVyox5dr/3PODKzCF0LXAkZ4fPJZKJurlwMOt9r0kIgMx5Ukf\nVf1FIpGgU6dOAHTq1AlVzR00aFA076NMiMivMCth1qBaVW1V/CjAKub9EyPO7i7p1MtzDiXgPIx0\necrzg0OwbK8nU8nEd9vQZl1FD6zS3KjItlOwKqTLtqVhV9nweExxFX2/TgImZ+T0dcQKbjxTSpM3\n4ibXLhftFxStDLgXRlw9nXEeYYbaO6o6O0fk2z88yV6qppDy7oa5y9EGOaTy8sv32d4e4IiP9hQl\noNqTrqz5A6Z+SpG23y3b3ojdbYUjZJtSMrGU+feOZK9uup60Smk1VhBgOkWJp58wlf3qmiUKt/Sx\nUPO+vdPbGgyD/N9jC3/nAV1F5EFVrbVEsctVfEpE3sWs5n8BznT9aZxBVI/g3suRIjIGG/f/FsvY\nfA0IYiIyRow0YlKqbiNKSjXDSKnmmIqppRu0hGHmZZJSqWRirecH6yh/Bb6F1HAFvmxQ1fdEpAkW\nwLxJVQfV9DlBYQW3L4EvPT94Elud7w5cBvzZ84PxGEE1tTJySETkeWAHVT0rsnkRVjWsyqo/ichf\nsNyd9m7Tl8DtqloZCopCpJKJjzw/OBj4q+cHc8uq9pVKJgqqmJhaC/zb84PPsGpsj3p+8HAqmZhc\nWc9R2+CKCkwWkV2Ba9q1K8pRt2/fPvxzf8pfmncipQfVlnQuZdkYF5K9Yl+Z8Pxgf+BULKdqDVZ1\nbwYQbE17dRmuX+mF5T2tddv2xwLh76iEpzgCW1yJKqLaYgRUJtnYC/gOs1Bmh9n2wr6yI7ZgMzGy\nR1dMbfxFxpEdsP50mjXDxzRoembfxzc0DXcQWKg2qSwVInILFoDb1j3XZOCfqpqZYVVn4D4HrSlq\nv+uAEXyCkZaLMQJqNGn7Xb0k6rcV7vVsTtkkU/T/hlmaWktRkmlexv9F7HKVYLWtNqjqj1iA9AFY\nn/K1al7Yr7wpIpMwa/n9IvI6pkiptZN+VV0OPOhsfH2xBa2zXUD2pJicqj9wSvPXnYXzPMzWlxCR\nF4Bx8XsdI0ZMStV1hPa9LRgptZa0UioXW0ULlVI7Ro5biWV2ZMNyKkZKeRU432qDqr7uiKk/OmJq\ncJkHVSNSycQmbKA+2vODNpgWvQdwC7DK84NRwPBtLaueCdfxVbWyYzFmoZqDTU7+gFUmOUxVZ5Z2\n4FbgCWxwepMLPi81dD9CTClVQEy55/jEKeCuBG71/GAw8Hw9rwQ1F2DhwoWFSimABQsWhH+We9Va\nVTdRS4JqoVAx81fMUvQ+cAFmf75tO1V3HIoRD/+JbDsFI7onZj2iYugOzMmoaHkS1q8VkjieHzTD\nFFVvVOB96Ir1iVGC9Ehgapby3Z2wqm6zAXIaNNKWe+y3eo9OJ/xpxnuPrgBuURjrJsplYRa2+DAP\n65evwQKQ9wtthLUZrkraXhTPfwrzKtdhpNMk7BrnA4vrEuFR2XAkUwuKBnuXRjK1oviYXLHPfVSx\ntIzsJNNPGMlUa0mYyoJT3RZb5FDVBSJyLWaN+x1p1dSCaj7FCsEtmNwhIgdh/Us/YKaLoIgDsusR\nnEquv7NwXgjcBMwQkWfKqyaPEaO+Iial6jbC1d8CbIVtBemgc7ABUVQpFWIF2TOloOKkVGvPD1ql\nkomfynvS1YiXMNvGpSKyUVVLCsKtUTg7yiDPD97BBvo9MCn6GZ4fzMfC0T9OJROrsh0vIr/BBjH7\nY0TlVPdzAaAiUoANbk/E3rNC+56IdANGYrlAd2NV1sZiWQddsKppe2Flti8qTyCnqmaqR24WkUuB\no4BKJaWcjfQu4CHMynd3WRNUR0xFM6YklUx8UsnntcLzg1uwLKWLgMM8P3gglUzUivy1yoaqzs7N\nzR0SBEFPVc1t3749CxYsYPDgwfk5OTnD8vPz6/Jg62RMBfR37Dt2BjAglUx8W6NnVXPwMDXuDCjM\n2uoGvL6tFdA8P2iF3XeeBUC4flOD/Fn0ozswKoPkOB6zI1UkZL4LNvmfJSJtsf5uHXCliOyN3e96\nAQUtdt/3+5+ffnlq/JPXbAFo1GLHNgB7d+k9+Mt3H1kpIteX90lVtYiN3OWMXIQRXyMrcP5VDkf2\ntacoAdWOtCrnO4x4CkgTUN/Xd4LWkdMtSVvhylIztSRdgCaEUpxI+ibj/+jja+KqghWDU0a9IiIT\nMNXUgyLyCvC2q4ZXa6GqX4nIPzBL/AVYQPYk4EVVnV+zZxejMuGIyFtF5HCsivEDIvIxMEBVv6/Z\ns4sRo2YQk1J1GyEpFSqlFmKEUkhKtUolE995frCe4qTUDp4fNMiyqvYdZp8oD8IKfPsA/6voyVc1\nVFVF5GmsrPtVIrJZVStVFVOZcIP6ecA8zw+ex7JPumNKoz96fjAZs7RMCHMdwmBP4DrgHWwgfBzw\nIva+tHTHC6aQ24vsuTq3YGqQDcAbwOtYJtf/uTbeAa4A7qvINbkMl3Owz+e4ihxbXqSSiaWeHzwE\n/AM4HXi3HMdEianrnGKqsokpBQZ7fvAFJsu/1/OD14H/1sfV7IKCgj55eXmvDBo0qDDvIycnZ1hB\nQUGZ9qbaCqdiPB8L756LqYPmYt+H7Q6ONDoGeDFCQnTHlLlDK+EpwnrvoxEE6DJ1vx9yMBIgk3zy\ngImpZKJcSiMR2QUjGHfGimGMcf//CSPxP3bbjm3YrBWNm+/44eQBybPlqWuvVdUtjZq1al2wJW9D\nRqZVhSEiDbECDasobhmsNjglz04Ut9/t7nbZgtm952H9Tmi/q/Lsw+qA5wcNSCuUykMytaB4xt0W\nihJJP2KKypJIprX1nbyrLVDVr0XkKsxe2xc40qmmavViglOzTxGRqVgF598DD4vIaODluHpb/YKq\nThWRKzE18O+BJ13W2BuqWqryP0aM+oaYlKrbiKpWQvteB9KkVDTsPNO+h9uWmS20HNjVqUfKGjwt\nxQZl7aiFpBQUElP9MWLqOmflqwyLSZXCkRYTgAmeH7TEBic9MFvcOs8PPgFGSE5OEy0oyAUGqWpo\nd/kSQEQ2AI2iqy5WaKp4eDSWbzLe7fMslpnTwa3mICJvYkqrcpFSrhTuOEyptgY4U1W/qtirUH6k\nkolxnh8MAi70/GB2KpkoU5FVHcSUe55vPT+4Hgu4/D+gi+cH96eSiW8q+7lqEtnyPuq4QgpMzZKH\nkbznYLa1qysj862O4kT3ezgUEhsnYxUJy2NjKwvdgUmpZGI1/dgJaDr650v3AealkolCS6fnBx1y\n82X/i4ce9Bb9aIGythxtH4cRL39V1ZcBRGQHjOzyAFHVP7n2D8rP2zx9uH92d6xy0kcNmrRos+mn\nH8qZMajyAAAgAElEQVSqSlsiRCSBFd5ohlUs66mq20RwlReOgNmb4gRUC7fLGox0Gk9a/fRNXSLP\nXUB+ZrB3aURT8yzN5FE02Ps7zHqcqW4K/14fk0yVi8osxuKq8A0Qkc8w1dTDLq/pvdqe4ePO7xMR\nGYcRFucCj7tMoteq694Ro+rhsjmHOuLxbOAsoKcLvh9a2xV+MWJUFmJSqg4jlUyo5wcbMfteNOg8\ntNKFpNQqiiulwFZJM0mpZdjnIttjmc+/xfODb6mFYedRqGqBiDyIWT1uEpHbVbXkYNxaBhcM+yHw\noecHe2ETtxOB3if1G7T0kwcu+nLjTz98KSJDMLXCm863XhFES68vB9aHhFRkW3kVdGAlojtjn7vf\nAC+KyPFVSUxhxMFBwA2eH1xZSon4QkSIKaVqiaktwKueH0zCVFP/8fzgBeCD+japKSnvo67B84PD\nMOXOA5i65reYRW1BTZ5XTcERUL0xAirsYw7BwrufqIT222I2ybvcprZ5uQUNZrb9sQPQP3P3PVc2\n23jmuH3PBqbgwsjLQC+MkB8ChYqlX2DK0C7AASKyBkBychtITm4DUAH28/xgWk6Dhk3zNq7bFpXC\nCOyeuDNWHfYNEemqqpVadMLZKUPSKSSg9iE93luKTfrfIU1Araht9yHPDxpTsmop2/amWZrZRFEy\naQnWN5VEMm2sba9DfUZ1FWNxtri/YarXi7FIh7YYUQtVVIylMuDsiENEZARWbCOs3vYe8JaqloeQ\nj1EH4OIxBopIClP3/RU4TUSeAybXdiI1RoxtRUxK1X2E8s4GmHKqBTYQ20LZSqlsuVLL3e/dKN+g\nYCGmlKrVUNV8EbkPKxl/s4gkqyB0u8rhcmxe8vzgZeBQycntfvx1L7T+fvbEn5Z+MXKPH2ZPumnL\npvV3iMhRFWw6mtWiGf+H2zLzMUqEG0iFyoapItIVC/6+tILnVW44kvQezGJ1necHt5Qnj8MRUw+5\nf/9eVcTU/7N33vFRVekb/75JKNKbWAEbLqKCDewiClx1cHd196eu3VVX3XXtBd0dVK6uvevirhVs\na29cZbCCoiAoCogiKE1AeieElPf3x3suuUkmIQkJyUzm+Xzmk8yde++cafec85zneV73XDM8P7gc\ny4v4C9Db84MHE/FYrVVDzKDq8PygMTYgnIIVJLgXy355uS7bVcfYC5vERQmoE7D3ZUrSI6qGvtjC\nSqhk7bSs5YY2i9rk/gp8Eu7k+UFT4OgDZ277nSAHYoUVKoSINAF2p6R1eV9MyfklpoaaiFl95KA/\n334lqgUTnrz+YWAJlodH/vrV1VZKqWouzp4NfCkiP2JKvDurcz5HEnakLAHV0e2yEeufZ2KLFT8D\nczZXDKI24NralKqRTE2SnCqXkmTSPOy7t5okJJMrKJJBCqG2irG4AhqPi8g47Hq+zP0dQ+0WY6kR\nuEIMrzvC4mTgd5gy+VXgHff6MkgDuIWK+x3xeD4Wr/GNiDxZ30P7M8hgS5AhpVIfuZH/C7CBXzYm\nx48qpfaI7LfG7dsuyfnCwUBHnA1sM5gDHFBJu1+dQlXzReR24GYsYPCfqVrtwr3Xk4HJnh88tu2e\nvQ7dds9ex2hRYc9P7jqrX4euBz24fNbk/LzVS7Pruq0OWSSfZNQoXMD43YCPyd2fr+RxW5OYygP+\n6/nBl8AVwCOeH/w7EY+NqY3ny6Ba+COwLTAEOAmb8F+dSnamWoCHKWknA3h+0BY4FHhqS6/9jrTo\nC4wJw8yL0J3ndFzTvDBbxzu1aIjDgWYnftllPqaMTK4KFfbClBF3YNVmN2ILNscCT2GV+BZjfdjX\nmD1zyYAhI/KAHbH8lp9d+3oWbtywWosKa9JGUelrorOmdaaYgAqr34UWtFWY4ukziomvBbVlM3Wf\nVzM2TzJFH2uU5FTrKEkmzcI+z/Iqy5WukJhBCqA+FWNR1Ski8jssXPok7Hf0ILZgVuPFWGoaqroO\neNZVbzsVOANT07yEWb0ach+VVlDVn0TkH1hfdR5mP/0A65sy9s0M0g4ZUir1sZ7ijKBQFRJW4Gvl\n7pdQSjnb33KSKKUS8dgGzw9WUbUKfC2AthQrsOotVDVPRIZgpMUtInJjKq88OAXSsdhK+H+3abt9\n//zctV7bLntnN9qmxZ4Lp4zeeb8//eP6jetWvvf9O/+eVt5parhN/8LshnMxYvQMrDrXgJp8nvKQ\niMe+dUqyMz0/+CERj31VyeO2GjHlnu8bzw8uxQbD13p+cAgwtNQEPIOtDGeR/T/gdbfpdOD1RDyW\nkgR2TcBZwo4A/hchoPoDhbh8qS3EvpitbVOF1GWtNvT4pf26HJIHnH+z87IWLYF5aNLCDWCTzW4Y\n8dELs27dAdwlIvnYdXMmNth/Hquu+NaUV+95Ztcj/6/19FFPNZXBAx/Myml8Z7/Br/fIz11brf5N\nRJphCt23MetcGLS+I2YdLPniLEMwmvu0K2aRzMYm7guwSftrFNvvVmwJMehIphZUHPQd3d6KsuNH\nxXIto2TSolL3S5NMmQl0mqM+FmNxqsVHXV7TZVhxlBbUUjGW2oDLcHxMRN7E+qiLgd+7HKIxGatX\nesB9juNF5CuMmD0dOFJEXgPerExF7AwySBVkSKnURy42WIWSpNRqStr3WpVSMy0juVIKbDV8+3Ie\nK4257m8XUoCUAhuQiMhNWJi3LyKD6ntFlgqwGsu9uRxolbvi1znAFTsf5D22YNKHvZZM//KpKa/e\nc2tRYf4d+5x81Ss5TbYZ+c2Lt5UerNT04KUjMAwLhV6FKSsGqOpHFR5Vs3gF6A5c7fKlKlViNwkx\nJbWpYErEY2uBuz0/GI8NuB9xdr6va+s5MygfbnJ+MWZdfhm4FbNvvVCX7aoHOBobL4QB51lYwPno\nGqrGdgxG2EwPN6xqtvGAlS02LsUUFbjn7YzZCO/EAmErKpPeGVgoSCFGSn2hqv91hNRt2OT3V+Ah\n1yccCdy5aNrYh3/97rMWWljQBfiw56mDWgFt89evKh3kXtnrZiFGjp2NEVLLgAmSlXVE/5vfXun5\nweGUJKA6uOPysEpuPwDvUmy/2+wkxH0+LakcydTa7Vvanq2UVSzNJznJFFaWywTyZlAaO2Bj1PpY\njGU05i7YiF1nThGRR1JJhaKqvwL3icjrWA7RNcAfXKB7JocoTeAUcCNE5GNMIXcqZt8cDnyU+Zwz\nSAdkSKnURy7FiqiQlGpBWfteY6zzDe1+yymflFpM5ZVSi7AOvTORyUN9h6quE5HBWKjurSJyvarW\neI5BbcMFhx+f/NHYl3DfPq7y0kGYMuDEAUNGvAP81vODFgOGjPg8EY+VsPip6jAR+UJEjgdmquoM\nVb0FuKWSbbpgC15SjcCpAe/FZPnXe34wqLKr8qWIqTD8vFatdYl4bIznB99hdr5bPD8IgKczmShb\nHUcC+2EWXw/4DTCoIduGHFHnAV8m4rFwstYLI0/eq4HzN8Usea+FiybnXfFx4/16ddi4okXeiFJE\nxwBgVdf5rcdhv5WKfpedsEWTLq6tEwBU9XYRmYVZd84I7S7u+n+e5we/YgTLba59JwIFfa4dfloi\nHssTkT2xfKqLKmP/VtU8zw/+5NoRzX+6AeuTwfrjWVh2Vmi/Wxhm4rlreCtge88PyiOaWmGK6NbY\nGKD0xL6QkplLKzDSqzTxFCWZMhOdDLYU32Jk9lSXh1Rfi7Fc4s7xqIgMBT5NpYm+U/z7IrIXZou8\nCZgmIsNUtTyVfAYpBmfffEpEAkxheAXwW5c3tUXVKjPIoK6RIaVSH7mYdQ6KB6HNMRl9GEAehrO2\noSQpVV7VvEXYyu5m4Sbw4cA/paCqq0Tkn5il41+OmFq2ueNSDY6MGQeM8/ygFTbxPhabFK31/GAM\nZpv5cdTggW1zzMpyXHh8I5GRBXC6k4unDBLx2BrPD+7AVBV/Bv5bhWNDYipala+2iallnh8MBmKY\npWg/zw/ubci2sa0JZ1G7EBiLKUJuAIJEPNbQB/R7YGTKsMi244EZNfTdPBQjZz4ONyxov/7gBe3n\nriSSCedylY4BPnjkP0e0w/KYKgo57wQksInqBmBq5LHewNel81dcwH03LHMqRE/gh1GDBzZvdDNv\nEr02ZsvIgqKS10ZHGkXtd7thAfGCXU9+wcigaZgibxWmJAmJpZ6Y+rW1u163oTg7Kop8SpJMS4Gf\nKJ9kWp8hmTLY2nDl7geIyKEYqfx3bCGwPhZjWQL8iFl5DxORoapa7eIGdQFV/V5EbsAqi54N3Cki\nE4DhqRxVkUFJqOoi7LMNw9BvE5EvgadV9Ze6bV0GGVQPGVIq9ZFL2QDRZPY9sEFvWNK6IvveIqCD\n5wc5lVSXpEQFvmRQ1eWOmLoTGygNSrVBSFXgSrkHQOBKsB+DSd5PAOY3b9Xh4JzVS/d9FJsVjQH+\nBv3XmX3peFdGeRo2AEwmse9enzrERDz2o+cHTwAXe34wLRGPfVaFY4s8P3jQ3d1axJQCIzw/mARc\nDdzj+cFLwMuZ/JVax9kYOfI4cBV23RxW4RENA8dhk7VJAJ4fbI9NeB6uofP3BaYm4rFFkW39gO9d\ntdEQh2J9WgILoS+g2D5eErIp53AeVkb9G1XNBxCRdkBX4J0kR+6FjYvCMPdsLO/qjZwsnm/ehP6P\nngdHdYMxP8DfnqF/rjb7LCs7ZzeRrCxEspz/aFPOY7/4a69jqqRwEt0eI8xKI4+SmUsLMTVHeSTT\nhgzJlEGqQFW/AL4QER8bM/4eU9nXp2IsWap6l4h8jtnpHxWRR13bUwZO4fWViHyNLUKeiYVkjwae\nd5a/DNIAjoS8Fst8PBf7zr4HvJjOc5kM0hMZUir1kUuxJz4HIwZC+15o6wtl0q0jxy0Hmnt+0DRJ\nRsWv2KB6W4pJrIowBzg8FSrwJYOqLnYVLu7A5M//UNW0D5tOxGPzgGGeHzwL9Fg646tT161eut9z\nWDI57q9C9llwnIh0xVYWe1Zw2gW12+pq4V0sX+pyzw9mJ+KxSpNmdUFMueed7/nBdVhFsFOBg5xq\nKlWzz+o1PD/oiql/nsCsrj2AeGXye9IZnh9sg/HTr4dWMoykWk/F1rnKnr89Zpd8JLKtA7A/ZUkv\nDyOv5hNnPsIfKbasl0YngA/5cBmmfHok8lgvd9zEJMf1wAifkOzaHWg244PhKwuKOO7R8+CMw+2B\nMw4HVbLPGrq++wFnDVm9TbvtNqBsBN2oqnlo0TpVXU9xQPl6rF/+ERf0jfXNK9xzrseItvJuhanY\nv2bQsFGqGMtirMJdB6zK3TaYimpPbKG0vEn0Vi3GoqqfichUrCDBjSLyCfAfVV1bk+2obThyaowj\n2fpjofBHOhvlS6mUnZVB+XCf86ciMh5bhDkF6CsiLwPvqGqDjR/IILWQIaVSH7lYx74eK9G8DiOl\nVmGkUzY2EFYiFfiwAQDYanJp4ilcse6Y5LFkmIsRYx0jx6YUVHVBxMp3s4jE3YQi7eEmm9+IDNwB\nGHRUqcf7FP+7h8tQ+ZkUgsuXehi4D7jB84Orq0I21CExVQC84PnBREy585DnB09jlrLM5LSG4K6R\nl2KZPuMwAuP9RDz2TZ02rH7gKMwm9z5sstD1Bz6sobyzPhjhMjay7RhskWWTqtHzgx0wwui+TXsp\nFYVqdwL0dE7fAZvQRgmog4Fp5Sw87AtMify+egIb5nz+ZjaYQqpE4/dyTSkqyGnefqcs91rWY3bB\njVi/2xbrm8tUu60qPD8oJAlZhamwyvs/2TFVuYXHV+Vcm9oRITMzaJgoUYwFW8S8SlUTrqJYH+z3\n2RxTTc6hbBGBrV6MRVVXishtWJGHi4AeIvKwqiYjs+s1nFXxPRH5CDgRy9A61lm/XnM5RRmkOBz5\n9LqIfAD8CVN/nyAiw0ixjLQMGiYypFTqYz1GSi3FBr5rsc49VFQ0T8Rjqz0/WE1ZpRTYQLk08bQE\nGwRUNuw8DJvsQoqSUgCqOldE4lhlpsEicpOqNqSg6Z/A5A9nRDaOLv535tZtTs0hEY9t8PzgduB+\n4K+eH9xfFWInQkyFGVOSiMdGb+64moCzIF6O5UxdBBzs+cEDiXgs7fLP6ggnYPk/12Bht7nAk3Xa\novoDD/gqEY8tdfcPxyaWNRFwLpiCYlxYwc9t6weMTcRjuZHdB2ALLmPLnCg5ZgHDF7N4f+CnUBEg\nIk0woum5JO1pCuwJ/CeyuScwpahg4wwwy16olAIY/b39bdyi7aeYHb4pdo0opDhDKjfyd2nktgLr\nh1dgiqkCbExW3i0bs+pH/89298v7P7w13cx5cpIcUyO2Ks8PlKoRadUhzcoj4qpFpJFRpdUYKirG\noqpLiWS0RZAd2Wc0Zb+LXwBniEjXsNhAbRRjcZP4j0VkMpaFdZOIvA88kYqLlm48+6qIjAROBn6H\nxTK8CoxoYOPdtIWqrgb+IyIjsHHjtVgY+hPu95hBBvUSGVIq9ZGLrWTnUlIpFa4Ct6Q4kyKZUqpM\nrlQiHivw/GAZlSellmHkWGfgyyq2v15BVX8SkVuAIcA/RMQPs0jSHar6YyORkX+D/grZfTBC6lLQ\nbBhVUIlKU/UZiXhsnlNMXYPlYo2s4vFFnh885O5e7RRTW4uYygMe8/xgPFZt5RHPD4ZuDcVWOsPZ\nx87CSJadMOverSFJ0pDh+cGuWPbSbZHNJwCTq2KBrQC7Yn3G05Fte2PqhfB3Flae6wd8XOkqiMoM\nEfkZC0qPZkfth1WiTdZP7Y1NfsM8qcZYxtRwVf2xUbaM/NszDFAlq89eRkhd+gyFOVm8P+6xK453\nQfndMKvwXljlxmbu+RZj5NN6bNzVHVNrRPMg17j9Frlb+P8vwOKtbSV1BGFFRFdVyLNkRFplbk0p\nSZhtjnzLoYasXklUacmIrmqTXkn+ry4hF21HUTqTaZYHl1OiEItIo5FQUKuFWFR1mRsXDgAuAPYT\nkQdV9dvaes7ahLMhDnekxalYH/hbEXkR+KB0AYgMUhOqOh/Lyu2BhaHfLSKfAcMyuWIZ1EdkSKnU\nR7iavJHiqnstMCIKbFV7PrYSu0kplYjHcj0/2ED5loJFwPaVaYCzR6Vs2HlpuOBAHysLf72I3NFQ\nOukCOH0dvHBWZNC3TYs2GwvXrhwtIpLq8t9EPDba84PuwEWeH8xMxGNVUn/VJTHlnn+S5weXYoqe\naz0/OBgYmojHUirroh7hAuza+RZwDzAmEY+Nr9sm1Rt4GJEyEcDzg10wsuXOGjr/MdhiyaTItn5Y\npuF3kW29sAWVRBXP3w3rEydEth0MzHeD9dLYF1Muhbl43TBCaTJAQRHL1xU03XDW0A3NwgME5imc\nDuCIzK/cLSTTdqWYpNoL2MUd+gvwCWZ9D1XL20VuB2Ok1aYxmlM7lyasNv1facKuknDkRkh+pEy2\nmucHWWw5kVbV46O3JtgYrCpEWk2FfavnB5tTjG0JkVYTRFyZ81SeSMt5Hpr3hxKlWPrDuhdwaqza\nKsbixj4JEZmEWRFvFZEAeEZVU+b3EYVTkA4VkTex69hfgZNF5Dkydq+0gapOFpErsD73LOwzfwfL\nFWvwC3AZ1B9kSKnUR5SUCpVSzSmplIKySinYfAW+narQjjnYynBawF3E/wX8A7hSRO51pY3TGm61\n8XgR6br9PkedsNvRf7pNsrMZN/Ty0ws35s4C/lfXbawBPIEpQG7w/ODyqhI69YCYWgPc5fnBOGwQ\n+Yiz82UykKoAzw8OxCrW3INlLyjw3zptVD2B5wdNsCyVIFL18XiMpBpXA+fPcef/JBGPFbpt2wCH\n7/dT+4/vHHbIAQzmaxTFyLEfE/HY7Co+zUFYvzcDQKwqXi/g43L270HZPKnVwGwAycoubLnDHqt2\nOrD/5VNfv38+cJPC5+UpNNz7NsPd3nLKo46fPfiXx9cvW3BR50NO/LTbCRetwibOq7BKe9OADzGr\ndAHWP3fEFog6Ukxa7YEVItlEZnh+sJLySaslNU1a1Ve4DKuN7pYSKKVKq+ytKqRXZVRsTavRhppU\npVWoGFsxe2pLKDjOCKkSpViy4azjIla+BdRiMRZXGOefWKD0ucABIvKAqk7bkvPWJVR1IXCviLyO\nkRbXAn8QkeHA1xlyKvXhPsMPnVLqJOAPQD+njnuvoSy8Z1C/kSGlUh+hr70QI6OWYpVNSpNSKylb\nhnoZFSulDqhCO+YC/Tw/yA4nGakOVZ0oIncDg4A8F3LZIDpnVZ3hiJffFRUWHNz54IGtZn36yiUi\nskxV36/r9m0JEvFYvucHdwAPAld5fuBX1fKQhJiSRDz2SU23dTNtGOP5wTRs1db3/OAdYFgNBVCn\nNZw162LgW2widDhwVyIey5RQNhyB9SdhwPk22CrrmxGSakuwP6bc/Siy7QigyZVv9VDgMpRzXCW+\nAyhZPa+y6A1MjFyz98QWZsoo4Zz1bg9KZmX1xKyKCtC4Rdu2CLLjfse+O+W1+xaIyHVVaUwiHlMR\nOQzrh+fPHffOa91OuOhJTJEVKqnOwNRZ+Rgx9R1WpWyiI6Ojbc7GSKuQqIqSVt0w0koi+y+nHJUV\nRlplJiV1hFKqtJRBRJVWWQKs2nbQFXOm7mvPWm4plj2AGapaSC0XY3HXlHdcUPuVwB1ObfRcKlc6\nU9VZwBAR6Q6cg7kFporIcFX9vk4bl0GNwOWG/U9ERmH9zYVATESeBr5sKHOcDOonMqRU6iNUShVg\nk4h1QAuXC7WBipVSy7GBazIsAtp4ftCkkpPcOdj3aQfMmpAWUNXPReR+bOCRJyL/bSgXbWfLfEiy\nsp/a+eCBTX+dOqZF7opFV4jIclX9qq7btyVIxGOLPT+4DxiMrRi9Wo1zRImpq5xi6pMabGZl2rDU\n84PBRFZtPT+4NxGPpXT+11bAKRh5fzcQx4iKz+q0RfULHvBNIh4LcyeOxmxJVbXQlYdjMAXSrMi2\nfsC3269s1obiPqQ/kIf5dCoNEemI5VW9ENncG1usGegmkJ0wq+B/BgwZ8eG6pfO3GTf08ktl8IaX\ngaI2Xfbe2PmQE6+HGACNm7duV1RYkEflKtIma9NOGBHuAe9CpSx/x2CVsvD84BeMoJrm/i5IxGNL\nsMIkU0s/nztXe8oSVh2x/Kz2FJNW6nIkyyOtlqbLYlMGNYetqUqTwQP3BC6poBTLVi/E4qo2Xw/8\nHjgT6CUi96vqj1u7LTUJVZ0mIoOAAzFy6i4R+RJ4VlVn12njMqgROOvmw87Gdz7wT2CKiDypqj/V\nbesyaKjIkFKpj5CUKsSq8IXV98CsB1FSqrVTdISkynLKt9yFVfQ6AvMq0Y6wAl9n0oiUAlDVj13V\npr8BG9yqUYMgpoCRIjKjaYu2u+/a57Sm0958MAcYJCI3auoHn0/w/OBl4GzPD6Yn4rEp1ThHSEwp\ndUdMKfCO5weTgKuBezw/+B/wSkb9UBaeH+xMMREZw1bt/53OAcFVgecHnYhkRzlr0QnAl5EqfFty\n/uZYZtKz4Xvu+cGOGBFzN3AaMNmpMAYAo0uEfAvXAvPREoRTafTC+sRoXlVvjJS5FisWMBbr37oX\nbtyw38RnbjyoMH/DK8DhXQec1335rMkPTHnl7ri8dMcLqlrQaJsW7fLWrFhVne+Jsw4OB+5ymYVJ\n9yvP8kfJXKp+OMuf5weh5e97YGYiHssvda6QXCoDR1ptS1nSantMJRa19hd5frCU5ITVImCZIygy\nyKBWoKo/Wqj53/qbZW9TKRaF7PlQWCcKYRfr8LqITMAWL+921exeTGVLlBvjTnRqsKMw0u0hEfkE\neF5VU7bSdgbFUNXZIjIYUySfD9wvIh9jBOQW9/cZZFAVZEip1Edo3ysiEnTuBrNrsKBzMFJKKK7G\nB0ZKtS9FVIUIV8i3oxKkVCIeW+X5wSos7Pzzar6WegtVHemIqQuw0NeX6rhJWwWJeGyD5wfDJStr\n8HbdD2+88JuPmq2YPWUlVhr5mjSo4PECZnW5zuVLLd/cAaWRRDEliXisvNyaWkMiHvvF84NrsWo6\npwEHeX5wXyIeSxbq3CDhrouXYOqSmdj79GB1Pvc0hof1EaHNrRsW0P10eQdUEUdgY49oDtuxwLqj\npu7wJTaxCzCLXwfKqrP2YfNqpV7Ad2HZdqec2t0998Wq+pzbbxYwfo9jzhxZVJCfp6p/AfD84PDO\nBw98/0P/D6cAR3t+MCkrp3Hzgg1rF1fzNQ8CNqpqlWyIrl8OiZ+PXdvCKn8hSXU6pmLL9/xgJsUk\n1feJeGx1svO6cxdg72PS99JZXLelrMpqZ0xBEVVeF3p+sITySavlGdI3gy1HwekWan7WccXbsj+B\nwplYJtLdqlonFaBVdZ6z9P4B+BPQW0Tuc5a4lIUjp0aLyFhskeA04EgRGYkFZa+s0wZmsMVwn/FX\nIvINpk4+EzhCRN4AXlPV3ApPkEEGNYQMKZX6CC8Wiiml1mMe/CYYKRXNlALL8QgHqsuw/IqQzIpi\nOWYJ3K4KbUmbCnzJoKpviUhT4EwR2aCqb9V1m7YSXgcuaNS0Wfuux56VM+HpG3K0qDAPuEVErlXV\ncic+9R2JeKzQ84O7MVvNtZ4f/LM6NpXQ6ujuXukUU3VBTBUAz3t+MBG4CnjI84OngHczk0LAbGg9\ngH9hmVKTsGDpDADPDxphlrEPIqqb4zHiYlK5B1YNxwCTQiLQKaKOBUb/4+UD2mPjknmYJXUWUVuO\n0BxT8JS7ULJAFvTpRKeD5jHvicjmg7H+MYeSOVZ4ftAyd8Wve+SvX91BRNYAZGU3auIUEDkYmVUE\nsHH96ipnjonIgcBlGMm2xajA8heSVH2xiTGeH8ynmKSahln+KnUdcMHo892tDFwYfkfKkla7YO93\nq8juBY60ihJWv7q/i4EVmetTBptDtBALliE1U7Vghohsg6mE/+nCuV+rCzW7U0a9FFFN3S8i/wNe\nTWXVFGx6be+KyEfYtfmPQH8ReQt4PVPFLfXh8thGisgY7PM9CfBcNcb3G0KxpwzqFhlSKsXhssTW\n8i8AACAASURBVKOinV04kWiBkVKt3f1wMN2G4gH9Mve3HaVIKaf+WELVSakaGXjXY7yMVam5QETy\nVHVkXTeotpGIxxZ6fvAecEarTr9putMB/Vv9MnHkL1gmyWAR+YcLT0xJJOKxlZ4f3IURFWcCw6p5\nnnpBTLm2TPf84HLgPIx86e35QYNWBHl+0AKTp3+KXadaAI9kJsMlcCi2kDEKwPODVsCRRKx2WwLP\nD3bArGj3RDbvj11LPsBUOLx0xMw1mN3u8VLPu7P7m5yUEhrnkOMfyZGNX+CFCZFHemPV7UqnJAPs\nW7hxQ45kZU/SosJTOnQ9qFXX/ufct3rBjMe/e/OhLzFV3YWF+XlrtLCgOhPLIzDF0byIbS8buE9E\nrlDV3apxzk0oZfl726kBt8Vyo6pk+avi8+Zhn0PSz8Lzg6aUJazCyoGHUbxgBrCxAtJqEbA68zvN\nIISLDpgRuZ8rIrdh/fc5QBdXmKZOQsdV9WcRuQpTFZ2OqabuV9XKRGHUa6jqBuBVp5T6A5andbyz\nLI5I5aD3DAxOYTxcRN7DKhNfCpzo8qZqanEqgwzKIENKpQei0sqQyW6OkVLhID4kpVpH9g0nqO2w\n6nmlsYiqkVJzgZjnB42qO9Ct71BVdStxTYC/OmKqToiHrYxXgVhWVnbj3Y85s/DX7z7rWpC7dgSm\nerhWRG53qywpiUQ89p3nB88Af/b84IdEPFamQlclz1OfiKkNwFDPD77ElBqPen7w70Q89mldtKce\n4BwsP2osZqcamojHqmvHSld4wNREPBbmAvbDVLgf1ND5j8bsz+Mi2/phfcdMbJKz/pl+0w/EMqFG\nlzq+s2tPebmFO65gRdt5zPteVecDiEgzzPI3DBtgHws8FTlm32Yddp6jRYV7A0sOOOvmTsD6ltvv\nOmrqGw8udyTPfgW5a6pL6A7HVTGMYJTbXlOWyE1w5E2oQKpRy18V27EB+1yTjS3CNoWZVlHSqhsW\nGNQssnue5wdRO2Bpe+DaDGnVsOGUUc+KyBysIu2OInKbC3Sui/bku/aMx1RTDzrFyZvpoDhR1bXA\nMBeUfRp2bf2tiLwIfJDK48EMDKq6BLPFvo0t6A1xGWNPqWrS63oGGWwJMqRUeqA8UioadL4es+NF\ncyDCzrp9OeddBHStQjvmAFnATlhlpbSEI6YexxRTV4rIRlUdW9ftqmVMAr4GDmnSok2rbsdfOGPq\n6/f3xyZ3FwAXicjQFA+AfxNTcVzp+cEVkcpjVUJ9IqZce77y/OBS4K9YdtbBwGOJeKy0ZTdt4fnB\nbzDC5WmsSuFU4L26bFN9g1Mx9QDuc/cFOA74rCaICne+vu58eW5bS+AQYFgiHlMG01zRWUVZDADG\nJvmOdgIWo8mrfRVQ0GkVq1rPYU60Wt8B2Fjncyy8/S4RycfIyW1363PqqV0O/e2bs8a8tD3w1tzx\nwZQ2nX6zctxjV/SQwZy0x7FnPbdbn1Pbbly3qlqTW2c5WhHd5p7/161VLGJrWf6q0aZ1lDNWcKRV\nacJqO0wBdizW/4bY4PlBVFlVgrRyz5VBA4CqjhGRhcA/MPvcrXVZlMUC2uVyTMV1LnCIiDygqgvq\nqk01CUf6/dvlD52JqWpOFpFngbEpPibMAFMmisgNmJL6XOAREUlggfeZTLEMagwZUio9sB4jg6II\n7XutYNNEeSURpVQiHsv3/GANFZNSR1ShHSFz3oU0JqVgEzH1CLbafK0jpiZs7rhUhfv+vI5N8Nih\nR9/2cz5/c+maX2cNAIZilQmXYvbGlIR7jQ8ADwCDPD+4zuWqVPdc9YmYWuMsiuMxO98jnh88kIjH\nvqmrNm0teH6QjX0/f8KCs9sBN2WUFWUwACMJQoJ9f2AH4P4aOn83d76HI9v6YLYy+20ow2I3v9cD\nuA3LeSuNnSlHeQMwhSkHLGNZ1lzmfhbZ3BuYraqLsZXefOAWYEdEFhVuzFvXuHnrrzCb4p0zPhh2\nUVH+hiyMLPtw+32P2g3Iz1u7cg3QUkT2xHKmmlJ91Ol3rwLLX1jlrzvFlr/Vnh98TzFJVW3LXxXb\nuA742d1KwLW3BclJq/3c/SaR/ddRfgj74kQ8tp4M0gZuEn0VcCNwh4g8qKpjNndcLbZnI/CUiIzD\nKn8+LCJPA0G6kDaquhCrPPgacBZwPfCziAwDJqXL62yocJ/f5yLyJVa1+DTgaBF5BVP/ZWybGWwx\nMqRUeiCXYlIqDK0I7XuNPT9o7CbXqyiplALLlWpHciwCmnt+0LwyK42JeGydKxudtmHnUahqkYjc\njw1+bxCRm1V1cl23qxbxIXAhsJNkZTXe/4ybVo+597xOoDsALwJnichSVf2o4tPUX7jv8O1Y5s2F\nwKNbcK6QmFLqBzGlwCeeH0zFBsa+5wfvAM9Ul3xLEQzEwpcfwVZxn07EY2mxSl1TcMqZfsBHke/C\nCdjiwg819DTHYPlMUyPb+gETE/HYpgDxwmz1MHvetCTn6EwF1V0Xsaj3QhauCZ9DRLKBg4B3w31U\n9XbgdgDPD44ErgOmqupyzw9uwIjLW0MLr+cHNwHT0KL7crJ4vqCI6eG5crJYKSJtnRqq0tjSHKma\nRinL3yewSan0G4qJqj9hfV2B5wczqAXLXxXbu8bdZpZ+3JFWrSgmrLanmLg6yP3fKLL/GiomrTbU\n4stp0BCRPljxgbY1WTRFVZeLyI3YNf9aEekCPFeX5IiqThORyzC1yUXAoY4wSxsbuar+jBXB2Qez\n9N0CTBGRYao6veKjM6jvcIH3b7nA+1OxfuF4F2vySYZ8zGBLkCGl0gNhxT2wanobsVXEsNRzS4x8\nKqGUclhOxaQU2ECuzGplOUjrCnyloaoFInIn8E8gLiKDVfX7um5XbSARj633/CDA7HqFTVt32K3L\nYb8bM+fzN0/CViQ7AJeJyIpUDkNMxGM/e34wFLjM84NpW0IkOWIqVIbUOTHl2rTU84M4cCKWs7S/\n5wf3JeKxrW5xEJGPsVXUq2rj/J4fdMAsBe9hgawzgIZSNbMq6I0tWIQB5x3ctqE1FHDeGFMiBeH5\nPD/YFVMcvRjZryUWgj28nOd9kQoq7wHd88j7IVLpai+s/yuvTHwP4JdIAYAeGIk81bUnB8ujeikn\ni+ebN6H/o+fBUd1gzA/wt6fpvy6PF7AKhWkFtxD1tbvVC8tfZeGee5W7/Vj6cUdataW4emCUtDoE\nU43lRPZfTTmEFWYPTGdSv0aR5Jo/FtihNqr4qupGt3A4h+IA9HvrssS9Cwp/TES+wLKvHhWRJ4BR\n6TShV9WpInI9RgKfDdzj8rWGZ/KIUh+qugZ4QkQCjGS9CgtDf0pVp1Z4cAYZlIMMKZUeyMVIKMXC\nQddRrJSCYlJqFTb4imIZ5ZNIYaZOVUipudikosFAVfNF5F/AzcDNrhpdmdXbNEGATURaAb/s6Z2/\n+7zxwbSiwvyrMPVNO+BGEbnerZilKj7Asksu9fxgViIem13dE9UHYspZBVqr6slhmzDbziSslPbd\nnh/8D3glEY9tNqC0qmSSWw3/GGhTavJxEsUVQ2sDF2LXx3zMOnZ5Ih5L+ZDZWsAAYHrke+4BeTjV\nTA2gF9YnRb/3/bA+6avItmPc3+RqS+XD8p6gh/Ro8zAPb59DzquRzb2xPKfyCNceQNTC2hOYEVEG\ndwOaTh/5xMqCIo579Dw443B74IzDQZXss4ZynIisxfIchZJQVW1VXptTCalg+ass3PVvubuVUQK6\n19aO5PbAPbDXnR3ZfyXlk1ZLMqRV+XAEcq0phRzR85qIzAWuxSxmvqou2syhtQpV/VZELsUW+S7F\nVFMPq+qyzRyaMnDv/QQXjn0UtkD0iBs/PJ9OCrGGCmfbvF1E9sbC0G93NtWn0yU3LYOthwwplR7I\nxQZJ6zFSai1GUoWTv3BQvAqT40exHMsOSYbV2MSkKhX45gAneX7QtCFJ3lU1T0SGAD6WW3KDqs6p\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4fRnoVBUuP2UMNgn6Acs9eRzLpzkSeB9TL/xdRKar6kpVnSciQ7BO5CqxMsyp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\n7dq1e2ZlZ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8UHwruq6tfY+2QFOvLyDi/+8vkKI/wU62vtRBl+Z2Hgj8vPzVmdXadeE2zC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QUKY8g0LR682KCvate4DNE+lM/8XYvb8jsuisQnZ0QsfqMjSIv8zMmmWmvgVgN3QP/R4phZoj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M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\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UTFeu9QG+2mRh602/2WyRYosRX2FWwjbUJaXGJGPRShHpgE04A9VUN6yvDvKktsImGe+F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\n2LJo5CtMtvmr4pLSZMbReWSJsmjkZ8z/6yivrBb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ureHk940YOX9xrtO+nGS4FltIn1OP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rMyt2GThaN9/sDgfTjvBszG0AW4oSZkg7lV/vHA6VVIpB2NXe+FmHJmcRW1ozzoh7W7NkbuzYi+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C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gGfz5BLLKzHatqKg49M9//nP+ySefTMeOHTn55JO5++678ysqKlLm2azvCErFm9FEyrUR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wOXDKlZr2ET7JrGZgL0YiPmv3au+74da6ujirIrKMqc+CJGHMWSRuX1TItdNhdT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\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qEuAbVZ3r2e4l2EDCmMgERzxdjdnbZlAcg7Hw9ydjhJt3x9QSz8bKdXKZFxHbXonwc7eN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\nMcH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f0aAGFoa2sJB2Ld33rUQpEalbq3mHw7JrN8iYMfLNlcDsnNoNT67frnv2tGGvrmtz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\nKq1uiKDe2JBOZe/Bg4f1EyJyDOZ8+HtMRezBQwweKeVhg4Mjp4ZhQcBbAnM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HiEyx28IK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LmDkBU2q7zyADWBPiLys8vra4lm5fsJ9ZA6qiFbvIASOu+JyLRAHS6v7xJUHVUFGAt86fe4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\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CQkLw66+/4u7du3Bzc0NBQYFGXysrKyQnJ1fRyomIiIiIiIiIqla1BaVq164NSZKQmpqq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\nhGbNzAB0gLZ2Qyg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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Import helper function to render the HDF5 file\n", "interactive = False\n", "try:\n", " import sys\n", " sys.path.append('/Users/oruebel/Devel/nwb/nwb-schema/docs')\n", " from utils.render import NXGraphHierarchyDescription, HierarchyDescription\n", " if interactive:\n", " %matplotlib notebook\n", " %config InlineBackend.figure_format = 'svg'\n", " autostop_interact = True\n", " else:\n", " %matplotlib inline\n", " import matplotlib.pyplot as plt \n", " VIS_AVAILABLE = True\n", "except ImportError:\n", " VIS_AVAILABLE = False\n", " print('DISABLING VISUALIZATION OF FILE HIERARCHY')\n", "\n", "# Plot a select NWB 1.0.6 and a NWB 2.0 file\n", "if VIS_AVAILABLE:\n", " filenames = [pynwb_example_file, h5gate_example_file]\n", " headings = ['NWB 2', 'NWB 1.0.x']\n", " for i, filename in enumerate(filenames):\n", " file_hierarchy = HierarchyDescription.from_hdf5(filename) \n", " file_graph = NXGraphHierarchyDescription(file_hierarchy) \n", " fig = file_graph.draw(show_plot=False,\n", " figsize=(12,16),\n", " label_offset=(0.0, 0.0065),\n", " label_font_size=10)\n", " plot_title = headings[i] + \"\\n\" + filename + \" \\n \" + \"#Datasets=%i, #Attributes=%i, #Groups=%i, #Links=%i\" % (len(file_hierarchy['datasets']), len(file_hierarchy['attributes']), len(file_hierarchy['groups']), len(file_hierarchy['links']))\n", " plt.title(plot_title)\n", " plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] } ], "metadata": { "anaconda-cloud": {}, "kernelspec": { "display_name": "Python [conda env:py35]", "language": "python", "name": "conda-env-py35-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.5.2" } }, "nbformat": 4, "nbformat_minor": 1 } pynwb-2.8.2/docs/notebooks/convert-crcns-ret-1-meisterlab.ipynb0000644000000000000000000424241413615410400021454 0ustar00{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Jupyter Layout\n", "from IPython.core.display import display, HTML\n", "display(HTML(\"\"))" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# Standard Python imports\n", "from tempfile import NamedTemporaryFile\n", "import os\n", "import glob\n", "from scipy.io import loadmat\n", "import numpy as np\n", "import datetime\n", "import numpy as np" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/oruebel/anaconda2/envs/py35/lib/python3.5/site-packages/h5py/__init__.py:36: FutureWarning: Conversion of the second argument of issubdtype from `float` to `np.floating` is deprecated. In future, it will be treated as `np.float64 == np.dtype(float).type`.\n", " from ._conv import register_converters as _register_converters\n" ] } ], "source": [ "# PyNWB imports\n", "from pynwb import NWBFile, get_manager\n", "from pynwb.base import ProcessingModule\n", "from pynwb.misc import UnitTimes, SpikeUnit\n", "from pynwb.ecephys import ElectrodeGroup, Device\n", "from pynwb.epoch import EpochTimeSeries\n", "from pynwb.image import ImageSeries\n", "from pynwb.core import set_parents\n", "from pynwb import NWBHDF5IO" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# Import helper function to render the HDF5 file\n", "interactive = False\n", "\n", "try:\n", " import sys\n", " sys.path.append('/Users/oruebel/Devel/nwb/nwb-schema/docs')\n", " from utils.render import NXGraphHierarchyDescription, HierarchyDescription\n", " if interactive:\n", " %matplotlib notebook\n", " %config InlineBackend.figure_format = 'svg'\n", " autostop_interact = True\n", " else:\n", " %matplotlib inline\n", " import matplotlib.pyplot as plt \n", " VIS_AVAILABLE = True\n", "except ImportError:\n", " VIS_AVAILABLE = False\n", " print('DISABLING VISUALIZATION OF FILE HIERARCHY')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Notes:\n", "\n", "This example is based on https://github.com/NeurodataWithoutBorders/api-python/blob/master/examples/create_scripts/crcns_ret-1.py from H5Gate. \n", "\n", "Compared to the NWB files generated by the original example we here use the extension mechanism to add custom data fields rather than adding unspecified custom data directly to the file, i.e., all objects (datasets, attributes, groups etc.) are governed by a formal specification.\n", "* Previously pixle_size, meister_x, meister_y, meister_dx, meister_dy were stored as custom datasets in ImageSeries. Here we create an extensions MeisterImageSeries which extens ImageSeries and stores that values as attributes pixel_size, x, y, dx, dy. We here chose attributes instead of datasets simply because these are small, single int and float metadata values for which attributes are more approbirate.\n", "\n", "Compared to the NWB files generated by the original example the files generated here contain the following additional main changes:\n", "\n", "* Change si_unit attribute to unit for compliance with the spec of ImageSeries \n", "* Moved 'source' attribute from the ProcessingModule to the NWBContainer\n", "* Added missing 'source' for SpikeUnit\n", "* Added missing tags and description for epochs\n", "* Added /general/devices/... to describe the device\n", "* Added neurodata_type and namespace attributes for format compliance\n", "* Added neurodata_type and namespace attributes for format compliance\n", "* NWBContainer is now a base type of all core neurodata_types and as such `help` and `source` attributes have been added to all core types\n", "* The original script reused iterator variables in nested loops. We have updated those occurrence to avoid consusion and avoid possible errors. \n", "* The following custom metadata fields---i.e., datasets that were originally added to the file without being part of the NWB specification and without creation of corresponding extensions---have not yet been integrated with the NWB files:\n", " * /general custom metadata: /notes, /random_number_generation, /related_publications. This will require extension of NWBFile to extend the spec of /general. Improvements to make this easier have been proposed for discussion at the upcoming hackathon.\n", " * SpikeUnit custom datasets with additional copies of the per-stimulus spike times (i.e., /processing/Cells/UnitTimes/cell_*/stim_* in the original version). This will require an extension for SpikeUnit.\n", " * /subject, subject/genotype, subject/species : See Issue https://github.com/NeurodataWithoutBorders/pynwb/issues/45 support for subject metadata is upcoming in PyNWB \n", " * /specifications, /specifications/nwb_core.py : See Issue https://github.com/NeurodataWithoutBorders/pynwb/issues/44 will be added by PyNWB automatically\n", "\n", "For readability and to ease comparison, we provide in https://github.com/NeurodataWithoutBorders/pynwb/blob/dev/docs/notebooks/convert-crcns-ret-1-meisterlab-compare-nwb-1.0.6.ipynb a notebook that shows the original script for converting to NWW 1.0.x." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 1: Download the Example Data\n", "\n", "A tar file with the example data is available for download from:\n", "\n", "https://portal.nersc.gov/project/crcns/download/nwb-1/example_script_data/source_data_2.tar.gz\n", "\n", "Please download and uncompress the data file. \n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 2: Define the location of the example data" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": true }, "outputs": [], "source": [ "indata_dir = \"/Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 3: Define the location for the output NWB file" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": true }, "outputs": [], "source": [ "output_dir = '/Volumes/Data Drive/nwb_convert_tutorial/convert_test2/nwb2' # Define name of the output file. \n", "stim_lib_dir = os.path.join(output_dir, 'stim_lib')\n", "if not os.path.exists(stim_lib_dir):\n", " os.makedirs(stim_lib_dir)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 4: Reading the input data\n", "\n", "The data read portion of this tutorial has been adapted from https://github.com/NeurodataWithoutBorders/api-python/blob/master/examples/create_scripts/crcns_ret-1.py (July 24.2017) . Large portions have been copied from that script (and modified as needed) to ease use of this example. We here separate the data read from the data write to be illustrate which parts of the code are actually relevant for reading the input data (this section) vs. which parts are specific to the data write (see Section 5). Alternatively, we could naturally also directly read the data to PyNWB NWBContainer classes." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.1 Input data settings" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# Create the list of file names\n", "data_dir = os.path.join(indata_dir, 'Data')\n", "file_list = glob.glob( data_dir + \"/*.mat\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.2 Read helper functions" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def find_exp_time(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording date from \" + fname)\n", " return \"\"\n", " try:\n", " rst = data_info[\"RecStartTime\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording start time from \" + fname)\n", " return \"\"\n", " time = d + str(rst[3]) + str(rst[4]) + str(rst[5])\n", " dt=datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\")\n", " return dt.strftime(\"%a %b %d %Y %H:%M:%S\")\n", " \n", "def find_stim_times(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Error: Unable to read recording date from \" + fname)\n", " assert False\n", " try:\n", " rst = data_info['RecStartTime']\n", " except IndexError:\n", " print (\"Error: Unable to read recording start time from \" + fname)\n", " assert False\n", " dt = []\n", " for i in range(len(rst)):\n", " time = d + str(rst[i][3]) + str(rst[i][4]) + str(rst[i][5])\n", " dt.append(datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\"))\n", " for i in range(1,len(rst)):\n", " dt[i] = (dt[i] - dt[0]).total_seconds()\n", " dt[0] = 0.0\n", " return dt\n", "\n", "def create_stim_ident(x, y, dx, dy):\n", " return \"%dx%d_%dx%d\" % (x, y, dx, dy)\n", "\n", "def create_stimulus_file(fname, seed, x, y, dx, dy, indata_dir):\n", " import h5py\n", " print (\"Creating stimulus file \" + fname)\n", " ident = create_stim_ident(x, y, dx, dy)\n", " n_pixels = stim_pixel_cnt[ident]\n", " data = np.zeros(n_pixels)\n", " with open(indata_dir + \"/ran1.bin\", 'rb') as f: # MODIFIED: Fix path to fit the notebook\n", " for i in range(int(n_pixels/8)): #py3, added int\n", " byte = f.read(1)\n", " for j in reversed(range(8)):\n", " data[i*8+j] = 255*(ord(byte) >> j & 1)\n", " # for j in range(8):\n", " # data[i*8+j] = 255 * ((ord(byte) >> (7-j)) & 1)\n", " nx = int(x/dx) # py3, added int\n", " ny = int(y/dy) # py3, added int\n", " n_frames = int(n_pixels / (nx * ny)) # py3, added int\n", " # reshape stimulus\n", " datar = np.reshape(data, (n_frames, ny, nx))\n", " h5 = h5py.File(fname, 'w')\n", " grp = h5.create_dataset(\"image_stack\", data=datar, compression=True, dtype='uint8')\n", " grp.attrs[\"unit\"] = \"grayscale\"\n", " grp.attrs[\"resolution\"] = \"1\"\n", " grp.attrs[\"conversion\"] = \"1\"\n", " h5.close()\n", "\n", "def fetch_stimulus_link(seed, x, y, dx, dy, indata_dir, stim_lib_dir):\n", " # see if stack already exists. if not, create it\n", " fname = os.path.join(stim_lib_dir, \"%s_%d.h5\" % (create_stim_ident(x, y, dx, dy), seed))\n", " if not os.path.isfile(fname):\n", " # need to create file\n", " create_stimulus_file(fname, seed, x, y, dx, dy, indata_dir)\n", " return fname, \"image_stack\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.3 Create Electrode Metadata" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": true }, "outputs": [], "source": [ "channel_coordinates = []\n", "device_name = \"61-channel probe\"\n", "# using 61-channel configuration from Mesiter et al., 1994\n", "# NOTE: this is an estimate and is used for example purposes only\n", "for i in range(5): channel_coordinates.append([(140+70*i), 0, 0])\n", "for i in range(6): channel_coordinates.append([(105+70*i), 60, 0])\n", "for i in range(7): channel_coordinates.append([( 70+70*i), 120, 0])\n", "for i in range(8): channel_coordinates.append([( 30+70*i), 180, 0])\n", "for i in range(9): channel_coordinates.append([( 70*i), 240, 0])\n", "for i in range(8): channel_coordinates.append([( 30+70*i), 300, 0])\n", "for i in range(7): channel_coordinates.append([( 70+70*i), 360, 0])\n", "for i in range(6): channel_coordinates.append([(105+70*i), 420, 0])\n", "for i in range(5): channel_coordinates.append([(140+70*i), 480, 0])\n", "channel_coordinates = np.asarray(channel_coordinates) \n", "\n", "electrode_meta = {\n", " 'name': \"61-channel_probe\", \n", " 'channel_coordinates': channel_coordinates,\n", " 'channel_description': ['none'] * 61,\n", " 'channel_location': ['undefined'] * 61,\n", " 'channel_filtering': ['undefined'] * 61,\n", " 'channel_impedance': ['undefined'] * 61,\n", " 'description': \"Approximation of electrode array used in experiment based on Mester, et. al., 1994 (DEMO DATA)\",\n", " 'location': \"Retina flatmount recording\",\n", " 'device': \"----\" \n", "}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.4 Getting stimulus frame requirements" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": true }, "outputs": [], "source": [ "stim_pixel_cnt = {}\n", "for filename in file_list:\n", " fname = os.path.basename(filename)\n", " mfile = loadmat(filename, struct_as_record=True)\n", " data_info = mfile['datainfo'][0,0]\n", " stim_offset = find_stim_times(fname, data_info)\n", " for i in range(len(stim_offset)):\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " n_frames = stimulus[\"Nframes\"][0,0]\n", " # figure out how many pixels per frame\n", " x = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " y = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " dx = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " dy = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " nx = int(x/dx)\n", " ny = int(y/dy)\n", " n_pix = n_frames * nx * ny\n", " # remember maximum pixel count for this stimulus type\n", " name = create_stim_ident(x, y, dx, dy)\n", " if name in stim_pixel_cnt:\n", " n = stim_pixel_cnt[name]\n", " if n_pix > n:\n", " stim_pixel_cnt[name] = n_pix\n", " else:\n", " stim_pixel_cnt[name] = n_pix" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.5 Read file metadata, spike data, and stimulus data" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080516_R1.mat\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test2/nwb2/stim_lib/640x480_1x480_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test2/nwb2/stim_lib/640x480_10x10_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test2/nwb2/stim_lib/640x480_640x1_-10000.h5\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080516_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080606_R1.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080606_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080606_R3.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080624_R1.mat\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test2/nwb2/stim_lib/640x480_2x480_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test2/nwb2/stim_lib/640x480_640x2_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test2/nwb2/stim_lib/640x300_10x10_-10000.h5\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080624_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080624_R3.mat\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test2/nwb2/stim_lib/640x480_5x480_-10000.h5\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R3.mat\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test2/nwb2/stim_lib/640x320_8x8_-10000.h5\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R4.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R5.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R6.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R7.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080702_R1.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080702_R4.mat\n" ] } ], "source": [ "# The following dicts use filenames as keys and store for each file a dict with the \n", "# associated file metadta, stimulus data, and spike data, respectively\n", "per_file_meta = {} # File metadata : Store for each file a single dict with the metadata about that file \n", "stimulus_data = {} # Stimulus data : Store for each file a list of dicts with the metadata about all stimuli\n", "spike_unit_times_data = {} # Spike data : Store for each file a list of dicts with the metadata about the SpikeUnits in UnitTimes\n", "\n", "for filename in file_list:\n", " print(\"Processing: %s\" % filename)\n", " fname = os.path.basename(filename)\n", " mfile = loadmat(filename, struct_as_record=True)\n", " data_info = mfile['datainfo'][0,0]\n", " stim_offset = find_stim_times(fname, data_info)\n", " \n", " ##################################\n", " # Read file metadata\n", " ##################################\n", " rec_no = data_info[\"RecNo\"][0]\n", " smpl_no = data_info[\"SmplNo\"][0]\n", " animal = str(data_info[\"animal\"][0])\n", " notes = str(data_info[\"description\"][0])\n", " session_id = \"RecNo: \" + str(rec_no) + \"; SmplNo: \" + str(smpl_no)\n", " per_file_meta[filename] = {\n", " \"output_filename\": os.path.join(output_dir, \"%s.nwb\" % str(fname[:-4])),\n", " \"start_time\": find_exp_time(os.path.basename(file_list[0]), data_info),\n", " \"identifier\": \"Meister test data\",\n", " \"description\": \"Optical stimulation and extracellular recording of retina\",\n", " \"create_date\": datetime.datetime.now(),\n", " \"experimenter\": \"Yifeng Zhang\", \n", " \"experiment_description\": None,\n", " \"session_id\": \"RecNo: \" + str(rec_no) + \"; SmplNo: \" + str(smpl_no),\n", " \"institution\": \"Harvard University\",\n", " \"lab\": \"Markus Meister\",\n", " \"related_publications\": \"Yi-Feng Zhang, Hiroki Asari, and Markus Meister (2014); Multi-electrode recordings from retinal ganglion cells. CRCNS.org. http://dx.doi.org/10.6080/K0RF5RZT\",\n", " \"notes\": notes,\n", " \"species\": \"mouse\",\n", " \"genotype\": animal\n", " } \n", " \n", " ###################################################\n", " # Read stimulus presentation image series data\n", " ###################################################\n", " stim_offsets = find_stim_times(fname, data_info)\n", " curr_stim_data = []\n", " # get stimulus offset times\n", " for i in range(len(stim_offsets)):\n", " stim_dat = {\n", " \"file\": filename,\n", " \"index\": i,\n", " \"offset\": stim_offsets[i]\n", " }\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " stim_dat['n_frames'] = stimulus[\"Nframes\"][0,0]\n", " stim_dat['frame'] = stimulus[\"frame\"][0,0]\n", " stim_dat['onset'] = stimulus[\"onset\"][0,0]\n", " stim_dat['type_s'] = stimulus[\"type\"][0]\n", " stim_dat['seed'] = stimulus[\"param\"][\"seed\"][0,0][0,0]\n", " stim_dat['x'] = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " stim_dat['y'] = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " stim_dat['dx'] = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " stim_dat['dy'] = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " stim_dat['pixel_size'] = stimulus[\"pixelsize\"][0,0]\n", " stim_dat['timestamps'] = np.arange(stim_dat['n_frames']) * stim_dat['frame'] + stim_dat['onset'] + stim_dat['offset']\n", " stim_dat['end'] = 1.\n", " if stim_dat['timestamps'].size>0:\n", " stim_dat['end'] += stim_dat['timestamps'][-1] \n", " stim_dat['rec_stim_name'] = \"rec_stim_%d\" % (i+1)\n", " stim_dat['description'] = \"type = %s; seed = %s\" % (str(stim_dat['type_s']), str(stim_dat['seed']))\n", " stim_dat['dimension'] = [int(stim_dat['x']/stim_dat['dx']), \n", " int(stim_dat['y']/stim_dat['dy'])]\n", " stim_dat['data'] = fetch_stimulus_link(seed=stim_dat['seed'], \n", " x=stim_dat['x'], \n", " y=stim_dat['y'], \n", " dx=stim_dat['dx'], \n", " dy=stim_dat['dy'],\n", " indata_dir=indata_dir,\n", " stim_lib_dir=stim_lib_dir)\n", " curr_stim_data.append(stim_dat)\n", " stimulus_data[filename] = curr_stim_data\n", " \n", " ###########################################\n", " # Read the spike data\n", " ############################################\n", " spikes_mat = mfile[\"spikes\"]\n", " num_cells = spikes_mat.shape[0]\n", " num_stims = spikes_mat.shape[1]\n", " spike_units = []\n", " for cell_index in range(num_cells):\n", " curr_spike_unit = {\n", " 'name': \"cell_%d\" %(cell_index+1),\n", " 'custom_stim_spikes': {}\n", " }\n", " spike_list = []\n", " for j in range(num_stims):\n", " \n", " stim_name = \"stim_%d\" % (j+1)\n", " spikes = np.hstack(spikes_mat[cell_index,j]) + stim_offsets [j]\n", " spike_list.extend(spikes)\n", " curr_spike_unit['custom_stim_spikes'][stim_name] = spikes\n", " \n", " curr_spike_unit['times'] = spike_list\n", " curr_spike_unit['unit_description'] = 'none' # This was also 'none' in the original version \n", " curr_spike_unit['source'] = \"Data as reported in the original crcns file\"\n", " spike_units.append(curr_spike_unit)\n", " \n", " spike_unit_times_data[filename] = spike_units" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 5: Creating the NWB data using PyNWB" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 5.1 Create extensions for storing custom metadata" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "('crcnsret1',)" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from pynwb.spec import NWBNamespaceBuilder, NWBGroupSpec, NWBAttributeSpec, NWBDatasetSpec\n", "from pynwb import get_class, load_namespaces\n", "import os\n", "\n", "# Define where our extensions should be stored\n", "ext_output_dir = os.path.join(output_dir, \"extensions\")\n", "ns_name = 'crcnsret1'\n", "ns_path = os.path.join(ext_output_dir, '%s.namespace.yaml' % ns_name)\n", "ext_path = '%s.extensions.yaml' % ns_name\n", "\n", "# Check to make sure that our storage location for the extensions exists\n", "if not os.path.exists(ext_output_dir):\n", " os.makedirs(ext_output_dir)\n", "\n", "# Build the namespace\n", "ns_builder = NWBNamespaceBuilder('Extension for use in my Lab', ns_name)\n", "\n", "# Create a custom ImageSeries to add our custom attributes and add our extensions to the namespace\n", "mis_ext = NWBGroupSpec('A custom ImageSeries to add MeisterLab custom metadata',\n", " attributes=[NWBAttributeSpec('x' , 'int', 'meister x', required=False),\n", " NWBAttributeSpec('y' , 'int', 'meister y', required=False),\n", " NWBAttributeSpec('dx', 'int', 'meister dx', required=False),\n", " NWBAttributeSpec('dy', 'int', 'meister dy', required=False),\n", " NWBAttributeSpec('pixel_size', 'float', 'meister pixel size', required=False)],\n", " neurodata_type_inc='ImageSeries',\n", " neurodata_type_def='MeisterImageSeries') \n", "ns_builder.add_spec(ext_path, mis_ext)\n", "\n", "# Export the YAML files for our namespace and extensions\n", "ns_builder.export(os.path.basename(ns_path), outdir=os.path.dirname(ns_path))\n", "\n", "# Load the namespace to register it with PyNWB\n", "load_namespaces(ns_path)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For illustration purposes, let's also have a quick look at the contents of our YAML namespace and extension file." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "crcnsret1.namespace.yaml\n", "------------------------\n", "namespaces:\n", "- doc: Extension for use in my Lab\n", " name: crcnsret1\n", " schema:\n", " - namespace: core\n", " - source: crcnsret1.extensions.yaml\n", "\n", "\n", "crcnsret1.extensions.yaml\n", "-------------------------\n", "groups:\n", "- attributes:\n", " - doc: int\n", " dtype: meister x\n", " name: x\n", " required: false\n", " - doc: int\n", " dtype: meister y\n", " name: y\n", " required: false\n", " - doc: int\n", " dtype: meister dx\n", " name: dx\n", " required: false\n", " - doc: int\n", " dtype: meister dy\n", " name: dy\n", " required: false\n", " - doc: float\n", " dtype: meister pixel size\n", " name: pixel_size\n", " required: false\n", " doc: A custom ImageSeries to add MeisterLab custom metadata\n", " neurodata_type_def: MeisterImageSeries\n", " neurodata_type_inc: ImageSeries\n", "\n" ] } ], "source": [ "print(os.path.basename(ns_path))\n", "print(\"------------------------\")\n", "with open(ns_path, 'r') as fin:\n", " print(fin.read())\n", "print(\"\")\n", "print(ext_path)\n", "print(\"-------------------------\")\n", "with open(os.path.join(ext_output_dir, ext_path), 'r') as fin:\n", " print(fin.read())" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# Get our custom container classes for our extensions\n", "MeisterImageSeries = get_class('MeisterImageSeries', ns_name)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can now inspect our container class using the usual mechanisms, e.g., help. For illustration purposes, let's call help on our class. Here we can see that:\n", "* Our custom attributes have been added to the constructor with approbriate documentation describing the type and purpose we indicated in the spec for our attributes\n", "* From the \"Method resolution order\" documentationw we can see that our MeisterImageSeries inherits from pynwb.image.ImageSeries so that interaction mechanism from the base class are also available in our class" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Help on class MeisterImageSeries in module abc:\n", "\n", "class MeisterImageSeries(pynwb.image.ImageSeries)\n", " | General image data that is common between acquisition and stimulus time series.\n", " | The image data can be stored in the HDF5 file or it will be stored as an external image file.\n", " | \n", " | Method resolution order:\n", " | MeisterImageSeries\n", " | pynwb.image.ImageSeries\n", " | pynwb.base.TimeSeries\n", " | pynwb.core.NWBDataInterface\n", " | pynwb.core.NWBContainer\n", " | pynwb.core.NWBBaseType\n", " | pynwb.form.container.Container\n", " | builtins.object\n", " | \n", " | Methods defined here:\n", " | \n", " | __init__(*args, **kwargs)\n", " | __init__(name, source, data, unit='None', format='None', external_file=None, starting_frame=None, bits_per_pixel=None, dimension=[nan], resolution=0.0, conversion=1.0, timestamps=None, starting_time=None, rate=None, comments='no comments', description='no description', control=None, control_description=None, parent=None, pixel_size=None, x=None, y=None, dx=None, dy=None)\n", " | \n", " | \n", " | \n", " | Args:\n", " | name (str): The name of this TimeSeries dataset\n", " | source (str): Name of TimeSeries or Modules that serve as the source for the data contained here. It can also be the name of a device, for stimulus or acquisition data\n", " | data (ndarray or list or tuple or Dataset or DataChunkIterator or DataIO or TimeSeries): The data this TimeSeries dataset stores. Can also store binary data e.g. image frames\n", " | unit (str): The base unit of measurement (should be SI unit)\n", " | format (str): Format of image. Three types: 1) Image format; tiff, png, jpg, etc. 2) external 3) raw.\n", " | external_file (Iterable): Path or URL to one or more external file(s). Field only present if format=external. Either external_file or data must be specified, but not both.\n", " | starting_frame (Iterable): Each entry is the frame number in the corresponding external_file variable. This serves as an index to what frames each file contains.\n", " | bits_per_pixel (int): Number of bit per image pixel\n", " | dimension (Iterable): Number of pixels on x, y, (and z) axes.\n", " | resolution (float): The smallest meaningful difference (in specified unit) between values in data\n", " | conversion (float): Scalar to multiply each element by to convert to volts\n", " | timestamps (ndarray or list or tuple or Dataset or DataChunkIterator or DataIO or TimeSeries): Timestamps for samples stored in data\n", " | starting_time (float): The timestamp of the first sample\n", " | rate (float): Sampling rate in Hz\n", " | comments (str): Human-readable comments about this TimeSeries dataset\n", " | description (str): Description of this TimeSeries dataset\n", " | control (Iterable): Numerical labels that apply to each element in data\n", " | control_description (Iterable): Description of each control value\n", " | parent (NWBContainer): The parent NWBContainer for this NWBContainer\n", " | pixel_size (None): float\n", " | x (None): int\n", " | y (None): int\n", " | dx (None): int\n", " | dy (None): int\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data and other attributes defined here:\n", " | \n", " | __abstractmethods__ = frozenset()\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data descriptors inherited from pynwb.image.ImageSeries:\n", " | \n", " | bits_per_pixel\n", " | \n", " | dimension\n", " | \n", " | external_file\n", " | \n", " | format\n", " | \n", " | starting_frame\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data and other attributes inherited from pynwb.image.ImageSeries:\n", " | \n", " | __nwbfields__ = ('source', 'help', 'comments', 'description', 'data', ...\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data descriptors inherited from pynwb.base.TimeSeries:\n", " | \n", " | ancestry\n", " | \n", " | comments\n", " | \n", " | control\n", " | \n", " | control_description\n", " | \n", " | conversion\n", " | \n", " | data\n", " | \n", " | data_link\n", " | \n", " | description\n", " | \n", " | help\n", " | \n", " | interval\n", " | \n", " | neurodata_type\n", " | \n", " | num_samples\n", " | \n", " | rate\n", " | \n", " | rate_unit\n", " | \n", " | resolution\n", " | \n", " | starting_time\n", " | \n", " | time_unit\n", " | \n", " | timestamp_link\n", " | \n", " | timestamps\n", " | \n", " | timestamps_unit\n", " | \n", " | unit\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data descriptors inherited from pynwb.core.NWBContainer:\n", " | \n", " | source\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data descriptors inherited from pynwb.core.NWBBaseType:\n", " | \n", " | __dict__\n", " | dictionary for instance variables (if defined)\n", " | \n", " | __weakref__\n", " | list of weak references to the object (if defined)\n", " | \n", " | container_source\n", " | The source of this Container e.g. file name or table\n", " | \n", " | fields\n", " | \n", " | name\n", " | \n", " | parent\n", " | The parent NWBContainer of this NWBContainer\n", " | \n", " | ----------------------------------------------------------------------\n", " | Class methods inherited from pynwb.form.container.Container:\n", " | \n", " | type_hierarchy() from pynwb.form.utils.ExtenderMeta\n", "\n" ] } ], "source": [ "help(MeisterImageSeries)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 5.2: Write Single NWB file\n", "\n", "This example generates a series of NWB HDF5 files. We here define first a function to convert a single file." ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def convert_single_file(file_stimulus_data, file_meta, spike_units, electrode_meta):\n", " import h5py\n", " #########################################\n", " # Create the NWBFile container\n", " ##########################################\n", " nwbfile = NWBFile(session_description=file_meta['description'],\n", " identifier=file_meta['identifier'],\n", " session_start_time=file_meta['start_time'],\n", " file_create_date=file_meta['create_date'],\n", " experimenter=file_meta['experimenter'],\n", " experiment_description=file_meta['experiment_description'],\n", " session_id=file_meta['session_id'],\n", " institution=file_meta['institution'],\n", " lab=file_meta['lab'],\n", " source='MeisterLab')\n", " \n", " ################################################\n", " # Convert the stimuls data for the file\n", " ################################################\n", " for i, curr_stimulus in enumerate(file_stimulus_data):\n", " \n", " ####################################################\n", " # Get the external dataset with the stimulus data\n", " ####################################################\n", " # To create an external link to the HDF5 dataset from our stimulus library we simply get the dataset\n", " # and assign it to the data input parameter of our ImageSeries (i.e., here our extension MeisterImageSeries).\n", " # PyNWB recognizes the h5py.Dataset and automatically creates an ExternalLink or SoftLink for the \n", " # data, depending on whether the data comes from the same file or an external HDF5 file. \n", " stim_data_file = h5py.File(curr_stimulus['data'][0], 'r')\n", " stim_ext_data = stim_data_file[curr_stimulus['data'][1]]\n", " \n", " #####################################################\n", " # Create the image timeseries for the stimulus\n", " #####################################################\n", " img = MeisterImageSeries(name=curr_stimulus['rec_stim_name'], # The following are inherited from ImageSeries\n", " source='Undefined',\n", " data=stim_ext_data, # By assigning the existing HDF5 dataset from the external file, PyNWB automatically creates an ExternalLink for data\n", " unit=\"grayscale\",\n", " format='raw',\n", " bits_per_pixel=8,\n", " dimension=curr_stimulus['dimension'],\n", " timestamps=curr_stimulus['timestamps'],\n", " description=curr_stimulus['description'], \n", " x=int(curr_stimulus['x']), # The following are custom attribute values we added to our MeiterImageSeries extension\n", " y=int(curr_stimulus['y']),\n", " dx=int(curr_stimulus['dx']),\n", " dy=int(curr_stimulus['dy']),\n", " pixel_size=curr_stimulus['pixel_size'],\n", " )\n", " nwbfile.add_stimulus(img) # Add the stimulus timeseries to the file\n", " \n", " ##############################################\n", " # Create the epoch for the stimulus\n", " ############################################## \n", " epoch = nwbfile.add_epoch(name=\"stim_%d\"%(i+1), \n", " start=curr_stimulus['offset'],\n", " stop=curr_stimulus['end'],\n", " tags=[],\n", " description=\"\",\n", " source=\"MeisterLab\")\n", " # Create the EpochTimeSeries\n", " epoch.add_timeseries(timeseries=img,\n", " in_epoch_name=\"stimulus\")\n", " \n", " \n", " ####################################################################################################\n", " # Create the module 'Cells' with a single 'UnitTimes' interfaces storing a set of 'SpikeUnites'\n", " #####################################################################################################\n", " cells_module = nwbfile.create_processing_module(name=\"Cells\", \n", " description=\"Spike times for the individual cells and stimuli\",\n", " source=\"MeisterLab\")\n", " # Create the unit times object\n", " unit_times = UnitTimes(source=\"Data as reported in the original crcns file\",\n", " spike_units=[])\n", " # Create the spike units for the unit times object\n", " for spike_unit_data in spike_units:\n", " unit_times.create_spike_unit(name=spike_unit_data['name'],\n", " times=spike_unit_data['times'],\n", " unit_description=spike_unit_data['unit_description'],\n", " source=spike_unit_data['source'])\n", " # TODO Add custom data'custom_stim_spikes' data to the SpikeUnit\n", " \n", " # Add the unit times to the processing module\n", " cells_module.add_container(unit_times)\n", " \n", " #####################################################\n", " # Create the electrode group\n", " #####################################################\n", " device = nwbfile.create_device(electrode_meta['device'], source='MeisterLab')\n", " electrode_group = nwbfile.create_electrode_group(name=electrode_meta['name'],\n", " channel_coordinates=electrode_meta['channel_coordinates'],\n", " channel_description=electrode_meta['channel_description'],\n", " channel_location=electrode_meta['channel_location'],\n", " channel_filtering=electrode_meta['channel_filtering'],\n", " channel_impedance=electrode_meta['channel_impedance'],\n", " description=electrode_meta['description'],\n", " location=electrode_meta['location'],\n", " device=device,\n", " source='MeisterLab')\n", " \n", " # TODO Add metadata\n", " # file_meta['related_publications']\n", " # file_meta['notes']\n", " # file_meta['species'] \n", " # file_meta['genotype']\n", " \n", " ##################################\n", " # Write the NWB file\n", " ##################################\n", " manager = get_manager()\n", " io = NWBHDF5IO(file_meta['output_filename'], manager)\n", " io.write(nwbfile)\n", " io.close()\n", " stim_data_file.close()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 5.2: Convert all files\n", "\n", "Convert all the files by iterating over the files and calling `convert_single_file` function for each of the file" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "collapsed": false }, "outputs": [], "source": [ "for filename in file_list:\n", " convert_single_file(file_stimulus_data=stimulus_data[filename],\n", " file_meta=per_file_meta[filename], \n", " spike_units=spike_unit_times_data[filename], \n", " electrode_meta=electrode_meta)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 6 Basic Validation and Visualization" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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cIIlOkioTIrLR7bZi/kh6mNl4oDsuGB8mqamkOpK2xH2jCmJumvs4cJWkZpI6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YY48t\nys7Obgl8I+YEPAEL5OKxM3OmE2RbF+G/3JypHAdY0TWK+sTnS6pQpWYh6MEaLf6tUZvr8oEG7ksY\n33AYdk4EhSpjAAAgAElEQVQTnIZ9iY7fwTF7hEgwMBbTQPRxbk8edg//h114L+3viZQ1uEbYI7CG\nw2nusULMUeyCRKqfS1JkYdfQFTsY9zdsAT4F6LyrZjGuavORO/ccINNpRfYaHG0vC6NIXQAMFmts\neMAHWgCqWqCqU1W1b7t27e459dRT/+Pz+dIc9z4dGOlVsv5+8IfCh2NV5nkYLTA39pyY0cvD2Pej\nm9pGJ/7cQ925lTBd5i+J48tW+/UqxNmvl3DcIe61TsMCq3dUtbiUY30icgFGLV4L3JoQ+JXkaJkI\nBZg7d+78JZ2XTGUcV2zatOmIoqKi+L1OvBtnMTuxbPfgoYzhYizgeBDbq16PBVXFmInF66r6OWZa\n0QDo26bP+Fgy5rVIMDDFmclchyUgY4mJztj1/il2LdbBDJJGYRT25lgQ9DMWW/TAKkyrVbXQHwpf\nkF79oPpLv42M3rh8wfsYA+M/wOT27dtPXrt27aj8/Pz0vLy8So0bN0677rrrWmDV61iQtLvmTB3c\nnPabOVP5DbA0ulajUYDUClVr5wG5+RvXravZ4MTKmOitJtvrsGYADUsLbFwG700Ssvn7AK9jlMQs\nfyjsuRrtIhyd5TRMhB3d2fEetoejqi7ERKmxx37HNkl3JjptOn1bJnCGPxS+eAfjrsPoPbVJaGa8\nM6g16b3bzWuwiOySpmt3oCaavxt4GbuxPCQiZcp6/IQTTqjt8/kSm2gX4GXo/1ZwiZAHgdGRYOCF\n+MqTiDTHgqfJwCOqmpdw7tnYtR7G1tFt9Kuyrf3666o6QFVLog0mifVfG4AZtdybGMglHH80lik/\nA6MPPp84N4ym2EFEarpzamCOm7Eq7VVYNhwgO/h78DsuY3zlypX/iW30doaNlNz82IOHMgExh72L\nsYCqLlZxehBLWGQBk1X1fRG5BHPtDfiSU4dNHnDtz5MHXNtiYmbbySJyMWZScyJWHW6A9bi8EZPS\nKKaxSnGPfYPpg+tizcQFu5d2wVqQ1PSHwhcCl/6+aHbu5tVLstz4mzC64gNvv/329Jdffjl1xIgR\nPPXUUwwZMoThw4enYUHhAMzkaQUWVM3F7muvACOBa0XkS6ARpg0H03xVAp4XkVzMRXgGtkZcLyI/\nYiYXF4tItog8LCJfu38xR97aIjJGRKa7f//c3b9HuQ2wRHxro0WFxUBaerWDioCcTat/zRWfL97o\n4gfg2Dhhfz4wC/uylIbJmFar8b6au7shjsL6b2XGqgkeSoc/FD4CK3f3c010Pfx5DANax9u0O+3G\nS1hwtE3QHwkG1mOZrov9ofD5pQ3qsuh9sI1Mv13plRWDmgHGSxhv/BYRuVn2kgFG3Guoy5h3xgS8\nPUSkpxPOlwVks5UiEUMqW7UnHsoxnJlFO+z72zfe8dZlay/D9BaPqOo2Dn/+ULiCPxTuggnFH4gE\nAxNKoATG7NdPBLqq9dDZDk4zOQA4GTOxeC/+tRKOzXA0w15YUHdfafRBtcbD/YDJIjIToxzeAVwn\nIrOwDPadAA/y4HgfvnMF+RKrnO+K0dFw4APP5MJDWYSjw92M3WOTsXvyUxiN7wGssjRarDXCRVii\npcEJ/70v5cweL9yZv3Htz1hQ9DTQUVWbYTquQZgJ1vdsrfhGsEpwY2AmpsduhVXM1mOBU2Pg5OS0\nioVr5n/bafqo+1/VaLFgwVnMLbu/qh5fp06dHp07d9bOnTvTsmVLWrRoQZcuXfJTU1PHYpWwccD7\nQGtVraCqR2GazLNKMmdScxJ8A7hSVdNV9VY3r6qq+i9Mc353nDnTBlVt5T6vJ9xjg4DHVbUlpmF7\ndnf/JuU2wPIlp66NFhcCFKdXPygZyF+/ZF4x9odfABzlNobr2DbDu0OaoNNqvcM+rmLFNX1dhfXJ\nOqBF+PsTrmH0A8CzzhHPwx7ACdkfx8wpqsQ9HsGyR10TtVSOXhgErvGHwqfuYOwibAH7nl3slRUP\nV2m6HaMqPCFmF75X4TROk7Cb1WxMA9ZFDsweWlvQq1ev1ZhzZi52M8kFOrnHPZRjuPvDHZjeorvT\nPgJbWhTci93X7lLV2QnnHo4FKz6gSyQYyI5/3gVn57pjvsRcArf7Ton10fovljGPAD1VdUXicXFj\nnoG5eKVgdMBJpQViMajqC2pOnBdjlurZqnqO22Sdq6q/AtzHfU2WNFk3fMy8ZbeNmbfsMWCgiHTX\nhObCqtpZVZ93Pz+pqsd4JhceyhpE5FBMC/Uo8Duuwgx8hSVVNmH7yVZYn7vMjFqHbk6pWGVD7UYt\np2DMjV+xBEt14BFnBPEqcAh2by/C2pykYAkU3GtuxirJi7GKWUNghKr+0abP+PNrH3PKmrnvDpq+\nbtGsplgVOhNL1r7m5n7+8uXLrxw6dOiaoUOHMnv2bFatWgUwoqCgIJ7OC9BURD5zphZXsa3EZ2d4\nFkvGJLn3OTruuVfj/o/t/88DnnKfwzigiphb6i6j3AZYyWkV16gLsNKq1EwDor8vmg0WYC1ka+PO\nuWz7R5oOHL8TCtNEoLG7Me0zuCBrEGZPWaolNoCIdBSRp3b3NUTkIrE+N2USbqPfDfhmX/Qo+7si\nEgzMwqq1iS6Bz2C858tLOOc3TEh7qz8UPmkHY2skGHgJeBfo7w+FG+7O3FR1M7bAv4mV/i/eF5op\np28ai/UKWYMFdP8TkSo7OXW/oVevXq9h3PbzgSPc7x7KMVwluC+mD77HJTuALRuvRzHKzL0a1+PJ\nVbzOx8xk3gYed7pK4s6P2a+3Y8f26w2wAOwYrGFwZAdVq0MwvcdlmPj9KU2wht9TzL1jw38+eWvN\no7hGw01PObXpzs7x4KEsQkSqY/fdUVhVJxOjyn6AUfiqYmvAcVhyMtSmz/iVx7XrcitIPjB8Ymbb\nBsDZGAVwnao2xypHn2DUu/Xu/0pYFRusx2I+dh/ejFW7KgIfAVF/KHwZ8O/VP0//OH/j75uwnndn\nAS+o6kQ3RmPgShFp2r59+6q33norZ555JkVFRQA3pKampmGNi2PmTM9jva6aYUHkLksNMEONf2NB\n4requjbuOS3hZx/wjzhDjEN2d50qtwFWhSo1V0WLikRVNTW9cjrgW790XkWgdkatQ3/FKIKQoMNy\n9LL5mLNYiXBUwnHYDWKfIhIMFGPc9FRMA7NXN5JqPXP6780x/2JcgV3UI/f3RMohXgIOxjI5wJYK\n1EOA3zXI3gaugtgP6OYPhXeoYYoEA+9jWbXe8XTEXYGj832CBdenA1lOk7HXoaqbVfVljF+ejDkO\nXi7Wh+OAQ69evVb36tVrule5Kv/wh8L1scBmNvBQfIDkhOr9gbdVdYiqFsadl45dO5dgQdlHJVAC\n4+3X79IS7NfF+lRdg2123gGytJRGvWKug1dhyZHpGM1wT5p8JonICBGZKyITRSRdRBqkplWYdNGH\np13a85pL0pYunF8VSD/mpFYXV61ZK8PN41MReUJEvhCROSKyT1qvePCwr+HuQZlYZehTTPu0BKtI\ndcD2tv2Aw3HW7G36jF8IdFeNFhTmrF87MbPt4RhF93NMlrJIRIKYCUYm5hR8I0YPXIh5GIzCDCVi\nlawGWIKnHzBNfEndJw/s+MzEXhedUZS7qQPGOLkTOBbo6HSUl2OmZANFpNLGjRuLR40axezZs1mx\nYgVjx45NKi4uPhu4y2k6B2IFktEicidWwaopIpNF5FsRiYhIPCNmG02l03RGsD3HqISP8vK4/6e5\nnydidOvYZ918Z3+PRJTbAMuXnLIJtEhVk32pFVIlKTktWlRYB1jV+tbBipX7KuEqWAmByzRKsWuP\nw/tAC38ofNCezlVE3nVfkLkicqN7bJOI9BORmRMz23721fBuzwG1f5n08lAR+UpEvhORjxwvPn6s\nyiKySFxfHxGp4kR8Kf/P3nnHR1Vmb/x7khCq0kGsKGsFFXtdsWZcJ2tZdVX8ubbVVbGiYmMCZEAR\nsIMN29pdUUAz6gQVF0VBUey9oKuACNJrkjm/P553YAgJhA5xns8nnyQz9965M3Pv+77POc95jpld\namafm5oyptOzizNfZnZymHA+MrNRq/u+1jYi8cS+KFJ/c1j4Z7EGERwEbwHOypTyBcOKvii7tWUV\n+30R9rshEk8sV8KXjEXHoOj7FZF44sjlbVsVggTpGuSWdoeZLUP61hTcfbq734sWplujHlpRU2+Q\nLLJYpwgBjj7Av5Ox6ONpghQWI2cii+ReLsv+zP22QzLdhUDXyr0CAxE6nxXbr++IFBZbA5e6+8jl\nZK32Qu6AW4Vth1fnJrgS2B4Y5O7tUePtE4H7O196zaD+Q5Jz/tGtiMG9rgfA3Suab9Yms/VJQ3c/\nEDVbzQbnstjoEKRu1yDnvqdRADAH1RFFUGC0J2rOWwQMLCgu+QTd1w0+ebb//ShgWIzcgxfXRaF6\n9n1QBrgnyjT9A5mIpftezUXZnpMR2ert7ou22jd6cr0mrWYtmv37FDxVjgwtrkNuhsUoqPNR2H8+\n8GuDBg1uGT58eMPJkyfTokULACZNmlSnZcuWaRv5CaiP12UooH4yqinbDzjJ1Tj4ITQepvE0qqMe\nHzLsIGMMR+QpE3XNbGw4/hXhsUuBvcN6+XNUMrBSqLUEC7HXctzzc3Lz5tXdpFljYDN3/zk3L39L\ndJFsh6JzKRSpT2MMsE9o0lglgrvSKyzdmHVVcU64QPYGLg3sviEwxtVQcdTMn786E4hvuXckdVTP\nF+4rKC7ZE11A3TIPFFKYbyD3FpDD0nMhenktsIerKWNVF0sREAmveewaeF9rDZF4YnN0A9wcFvxZ\nrAWEeoz/AF0zJaqhw/u/ge6hBq7yfh+gYtmelZ0Hq9j2C3RtnhaJJ05Z2Sytu1e4+5Oo9uN8M7vI\n1MV+rcDdJ7l7fzTx7APcY2ad1oZMMYssKiNI+05Ci6BeyVh0cTAsyFd7IfJxuaspZ+Z+xyB53pPJ\nWPSuoMYgY/+0/XpjqrFfN7O6ZnYO0B3VMdzo6km1DMyseZCgX4CaGfetLsO1CvjB3T8Mf7+PFn0H\nPn1bvz5d/3ZEw/t6dGP6b7+mzyN32uRJmfPEUwDuPgoFW9do+4csslibCHPNBWgNfzfQGV3/fVGd\n1WloPZeD7vdHC4pLxqKgy+ZAnwUzf5uFaqcec/dR7j4AkaFTUMPtXcK+P6MM149IDvgwcAQaI7oi\n+XyHguKSskg8cfpmu3VqNX/65IXuqRdQUOUo5P73NjLIuQUoQ2RtBtB0zpw5W3Tq1OntzTbbjGOO\nOYaddtqJVq1avTtp0qSh4TzeBW4Jmfht3f1glImqB4wIdVLdgcUBX3cf7e67uPse7v5dePhg4KEq\ngjuD3H0/d9/H3b8N+09191NCfecu7p4lWBmYYzm55e4ps5zcRXUbNW0AVCyaM30aiqL9gBoOO3IT\nzJQJTkNd3Vek2x6O7KlXtynwpSZXpDHh3LZHNpQl4fn3gbbJWHTe+Cfjj75zzyU9X7/x1B+RRraq\nIr8HkNU04Xc6Hfox8ISZ/R8qWKyM0cjW8jyW9BPY4BDq47oDj2cWc2ex1vACqgOs3Gx4BIpEXVkV\nKUrGom8hqUJxJJ5osbwXSMaiP6Pr+UBUw7XS15+7f4FIdz2UzdpuBbusFtz9e3fvCdyJGrbebmZ7\nZYlWFmsLkXgiH0VYD0JmFl+nnzOz7ZE5zTdAD1ffl/R+DVG0+2jUdHgpB0Cruf16ByQbbI5qId6q\npiYr12T3fBeSLHVx9/dX8+1XRuV+Vs2AGfMq5g2Mn1kypv/zIxbd+dKomcD8Lz94d/jMaVMznQQr\nn/OK+mtlkcWGhJNQTVRflKnqhO7dP6GsbDHKEMWBF139JDujNW2v0qLCtJzvufBcevy4FrjZ3b8y\ntVnohAwu5qC5tRlSnJSjcWhTVNNVhlw8D2i69S4X4b4HqvvsjQjdHFe7lacRAfzM1TzcgdgWW2zx\nbuvWrZcqE2jVqtWeGT0cq+qBZ+E46RqpXd29oLoPzMyGoizcHTX4fNcIajXBysnNc1KplJnl1GvS\nah4wa+bPXy1ALPc7qje6gBU3HU7bU7+BHI1WCWZ2KLpBDgiZo/FogViWMXEtboY4e9L3N5cvnH/N\n4dc//dK2h5zyGFUU+bmayLU1s05Arst5DZTVGoTsc9+vLG0KDL07InkfhkzaBoWwkL8cScKS6/l0\n/hAIQYjbgcJIPLFDpacHo5R952r2HQG8CPRekS176Ld1HcomX78q7QlCvdStKEIdN7MT1jbhcbmy\nXY0mj38i18G11sYhiz8mQiDvRuTidW0yFl2cCTKzo1BG9UGX015Fxn7bo/t3JiJlS/WjMrljLtd+\n3czqmdkF6Dp/MBCwmVWdp5nthIjePqi58BNVSQzXAmYBP/Spf0vnD76b/ONvU2ds88RtfS8Ctvl0\n7NufVtr2lHCuBwMzq3svWWSxoSGsGY9GhGo3NPf2QOTnWlQXNRGNB2PcfWgknjge1SoXlRYV5iHi\n84q7J8Ixt0EZrzvd/WMziyJDiBvQuNEFzctxlpCrJqhJcRnqm7k3cH0gb7ugeqsJYbv9zWw8aoUw\nG5hpZi+j3lmFZrbTq6++mjdx4kQGDx5MWVkZ7l4xZsyYg8zsFbRmfcrM2ofzPRvNt3ua2UQz+zD8\nfBl+31D5c3P3E0I2amqlx9uuwaz6UqjNBGsRZos8VZEC8uo3abUQmDf1mw/KWeIkmK4PqY5g7V8D\nudJQoCASTzRaxfNsjFxb5oWJaUW1X40XzJjyNdB91i9f/yO/YePqCvsfRYvMh0ERSmCrYAzQDV30\nS52zmbVz97HuXoTSvlut4ntam/gb6iB+b+Wi7CzWHkJW916UraqX8Xg5IYoWiSeqDEgkY9FhqNlo\ncVVywkrbzkMTx1zUK2uVHPvCIvEKFCTpvbaDBcF04x1UFPs6cK2ZXW9mG+I9lMVGhlA3dQtSM/RL\nS/tCbW0XVH90rav/S3ofC82/ewCPJGPRe5Kx6GKiY8IRiAwtz369IwrM1UWZqLFVnWOo/70YBUmG\nADFfTnPhtYH29ff654up4XsMfPSIvS86pP3rz99355/+tmObqsxeppvZ22hMO3ddnmMWWawqzGw3\nQm0lWgddikhPChGqe5EiqztKIjwaiScKkMKie2lRYQqRq7fc/blwzDaEOix3fzcEa05E5Op3JEXc\nOrzmIhTgboYyV4vQ/dMR9c+bhYIXLyKjuDykFuuH3G0boLqrD1EWvhcw/eeff+6am5trm2++OVtt\ntRW//vorZpY7YsSIrqhmrB2qB3s3qL16AwWoBusHlM2qg2SEHd09sxZrvaHWEqxkLOqpivI57qkc\nljQbXjT16/dygS0aNGvzE7C5qVnpj0DjTKlfiPLNRWnY5b3OFKQPLVzedsvBK0CeqVFiHE10y0NP\n4NnSosKhsyZ++2p+wyatIvHEoVVs9wTqZ5D2988FHjf1DxiPGqjNqLRPfzP7xMw+BUYh+dcGg0g8\n0RFlC2/MXChksW4QJH9fUmlBkoxFZ6DIepdIPFEdoXgSBTJ6rCgzFUjbbcgZrd+qGskECcJ1SBp7\nh8lVba0i1IONQNbuXwA3BXOZ5Uoks8iiOoS+cnHgoWQs+lSGmUULFNxojFz+/pexzyZogdQJZa1G\nZx7TZL9+DQpYdfcq7NdNTYAvQYu4u939jmpkg2midjeqrbgo1HSstQCYq/9Vh4z/B7h7z73+1W+n\n0wvufu7w2JAdevbs2alnz54v9+rVq6W79ww1Jmk85+4HunsHd393bZ1nFlmsKYQsUzdEVlLo/r4V\n+QgUo1rpd5Bd+mzgnoLikoOR216stKgwHbwcT+gBFcaQ3sBT7j7K1Jvu/5As8DdE5v4U9luIyFVz\noDiQq/NQtuqGZCw6O2TX9gD2CrVTx6HATNqi/Vs0lh0HjHL3m8LxZzRr1mz0WWedNb9ly5YLmjdv\nXt6+ffvzKioq9kF1X+PC6/wUlF4vIsv2fYBj3X13d2/v7oPX2Ae+BlBrCRaAV5TPcPccoF69Ji0d\nSC2YNbUZMO/gywc3RmnUbaqqwwpYoUwwYAiST620bbO7L3T3v4TU5cnufqirGWKjjG2GuPtZ4e/h\n7r6du/950bxZFx148aB9gXMLiku+8ifoxZO2D09aS1TMNyRNoty9zN0PDjrVDh6s2d39EXe/OPz9\nt4znL1ubE+TKIhJPtELubf0zpTFZrHPcB+wZHBwXIxmLfoOypdWZXjiSE04CrluegUx6+2Qs+m9U\nh9gvEk+0W9721SEQnmfQoH5WIDtr3V7d1UNrKCJaM4A7zewcW8lGhVn8cREyUKegRUyPEOAAwMx2\nRRmtd1AvqXkZ++2M6gwmo3qrpZr9mtkeqDZqKpIE/lD5tc1sH+RGVoFqraqsnzKzrZG8MIocC+9z\n9albJYSsUlWPP2Jmy22LEoknGs5ouOikEXv8HDswNe4UFDgdAfzYq1evUzM23QxY6YCHmR1vZpXX\nCFlksdYRFBg90Rz6MyI8j6B1a08UEH8JSfkaALcUFJfsheafHqVFhb8jCeA3wMPu7maW7p9X4u6v\nmNkBiFAVobXxWUjZ1QOtjd9A5OoNLGcvlNnaEYglY9E5IfN1NgrYfB+k+SeG8/kHkvDmIzL4X2BC\n2OZcIL9Dhw5DzAwzI5VKkUqlcoAZGTVWHd19Z1imnOVjM3thBZ9fEzO7KOP/zc1syEp8BauE2k2w\nUqnp4HUA6m7aPA+9383QBVpZJvg51dRhrUgmGAr0P0PWmOsUyVj0J6DniY2f65dy+wkY0eVhJm5S\nj4FoUbnRIxR23wAMScain6zv8/kjI0j4bgUujsQTTSo99xqSMF0ViSeWGVsCyboTRbmvrGqbKvYp\nQaSueHnNi1cEd/8KWbDmoGzWSjU3Xo3XnevujyLpYD3UQ+vv64LkZbHxIox5VyEJzJXJWPRbWJwt\nOh5Fsm8LwTcP+1gknkhLe+5LxqIPZLavsCX265eGfR+oXBsVZH5dUd+b29z97kzylrFdPTM7C5Gr\nUcBVHty3Vgcu6/RVxSndnuu4ye1PbN8eWTbXR9m9+sBDGQXzkxG5rDFCvfLxLBuEzSKLtQoza4BI\nVAL1j+uJ6s9HoXv9W5SROhNJ+foUFJfsiLJN8dKiwolhu8nIydPNrCEiOm+5+1BTG4UuiLj9hLJY\ne6BM1jwk53sLrSkPar3LgVchF+6iZCw6N9RsdQaud/efAnE6GynA0gGXdkjWOBARPZD8b0czm9W6\ndeu+QP0wtuQ1b958UG5u7v9M5jvpsW/38He7IFUuRhm8ohV8jE2Q+QcA7j7R3dd6H9taTbDAZ3hF\nuQML6zZq0gix582Qq9GWiGBlGl1UHjy/Q7rOmtRRPAucEIkn6qyJM18ZJNsVzvpn80f2zjGvBzQe\ndDZ5sx5kU3+Cjd6+PJDbLogULzdKkcW6QTIW/Qx1a7+0iuDDQ4hInF7NvhWoCHcTRNJWaECRjEXf\nRo5HXSPxxOGret7uPt/db0cNlHuY+r6tkzHQ3X9397uRSUBb4D4z+4tle2hlUQmReKIZkv6BzCx+\nh8VNRa9GUpsrfYlFOcFApgeq4e2ajEWXqpMyOWrejhYal7j7MvLvIKEdiCLNVVq0h+32Q3LAtJPg\nS+6eWvV3vNSx54TfZmYDTX0bE2hhhpk1NrOvLJjImNlTZnZeJJ5oY86Re3/bcu5bf36rDFiUSqUY\nOnQogwYNYtCgQXXvv//+60IWbG/kpvuhqTlxkZm9Z+oBeX9YHKYbEt9oZv9FcspjkYz+Q1vSVyeL\nLNYawvxwHUoADAOuR9LzZ1GN8TxkV/435M7Xq6C4ZCuCG2BpUeF36NqdgwwsPIwjtyAnwidCXdf9\nwHTgwfA6A4BjEMm6FN0zHS03b7OcOnW7Tvv2g6NKe/y1oLSocE8zOwE4AdWA/hLun2vQnL03Gk8a\noLXBVOAQNFadHc4hZma5zz77bJ177rmH119/nWnTpgEs2n777Z9B/Sbnh/d6cgjs/NfMZiF1yHjk\nVpzu6zrczF4J40SP8FH2BdqFe7e/mbU1lcKkg0UPm8pjxpvZYRnHej4c6xsz67ey318tJ1hMryhf\nVAFU5NZtsAnYJkDDsnmzJ7Mkg5W2cv4W2CISTzRI7xwi7mOQdfRyESKMP6HJb12jbY75wkqPLUIL\nuY0dx6Dv6K6sqcUGhSeRrnqprG2G6cWhoXZkGYT6ud4o2nZ2DUnW52iiOT0ST/x9ZXtlZcLd30KT\n055AH1uH9VEhctYPRQIPBO42sz+nF3VZ/LERiSf+hBY/Y4AB6VpTM9s8PL4Q6BbqC9P7dEDk6Qfg\nulAXTNgvJ5CKdI3GMvbrQT5zLZLx9A2ZrQWVz83MWplZDC2Mbnf3W9x9bQXxTkDyo12RRPJAAJfb\n38WoncipQNNQd3HWjj83eb1ueW7ZxM0njnf3/MmTJzN79my6dOlCly5dFnbo0GGQuw9B9RynB8nR\nfGCgq/9NB5TtyqynbuLunULR/AvIFbGjL+mrk0UWawVhTrgYKT7uR3PWfKToOB/V2A9ALtTHALGC\n4pKmKJtzV2lR4aeorMKR+UPKzOqgbNYURKh2QtnwkcA0oCUyo9gREavBQGtkmpY6qsew41vtuN9H\nqYryPp5K7Y4s2I9G5OrXcM7/Qvdskau/awmSGheiLNKOqJygL6oV23eTTTbp36RJk9yLL7+C7n36\nctoZ/6C8vDz/q6++ugQocPf64Tx6ZnxEbUMpTXGlj25fFODtiAjZ3ohwfhfu3asrbd8FwN13Rf3D\n/p2hMOmITDt2BU6xlTStqtUEy3Lyfk+VaX7Kzc0vr1O/USvg19++GbeQJRmstmaWk4xFyxDJ2qnS\nYWpahwWawE6uifRpDWMCys5lIj88vtEiEk/sgi74G5Ox6DITfhbrD4FIDQDOqNxIOLQvSJtebFPN\n/guQHGFPKvXXWs5r/g9F8P8MXLA695nLLe0GJGm83WTXvM7g7t+6ewy5s50A3GZya8viD4pIPHEw\nujHC6vkAACAASURBVCcGJ2PR/2SYWeyLCttfRFHoRWH7nEg8cSqKFg9MxqL/riQJbIXuw71QrdUb\nmXW1IUvUCWWtJgGXunrJLQUzywsk7XbUMLTa7NYaxCGo8L7C1T/n9fQTLhOZT9C9889AMLfvOmy3\nV4Fh1/e5/rdx48Y9vOmmm5b9/vvvqUQiUT5ixIg7SktLl6k1CzjMzMaaDKAOZ+lSgWfWyrvLIosV\n4zQUhOyH5H8tkfrjJNTPqjfKEJ2OyFUdRDYeKC0qfBcRpEZAP3cvN7NcNH/OQ/Vb6dKLW5F8cCdE\n2q5F1ux7htfsZTl5ZQ1bbLkt0HLKF+/8N1W+qNzMzkAmOte5+9RAri5CphVNUBBkP1SGswiRqSfD\n+f8L1WftCBw0c+bMP3/z3ffzx30zgQWbtKTjyecw9KXkty68B+Dus9w9Pb6N8Gqam4fnpoXgyfPI\nj2B5OBipWnD3L1HtZtrc7jV3nxkCTp8j8llj1GqClVun7rSKsoUAeZaTs6Bu4xYLgVm/fDCiAlmW\nz0XpyzZhl6rqsD4HWgSThRXhM3RhHrRG3kBN0dl/A85B0Y2Z4fc54fGNEkEmcw1wWzIWnbS+zyeL\nZRFqD59A9VR5lZ77DjW8vqG6FgbJWHQ2irYdGYknauTCGeRS16IAyXWhVmWV4O6pENHuBZxhZpeb\nWf1VPd4qnsNHKMr4LHCBmfW2lagPM7OeZnbVCrZZ5eL81dk3i5oh1E51RmN4LEhi09mn/wMuBOLu\n/kpGvVVTtJjaHbg8GYsuNqEIxOlw5MT5LlXYr5uK5ruj4EYvV++sZZxZTY2F70TzYld3/4+7l63p\nz6AaVKlYCLLenYH5lpPbDBXJP7LNlE0m4DxnZq0TiUTTjz76qMMpp5xy2HfffXf+6NGjO6DxqPKx\n6iG540khgj2YpXtLrrJhRxZZrCpMhhGHoXs8gtzy4uGxAiSx2x4Rml4FxSULEeF6prSocBQyoNgM\n6O3uiwL5uQyRqgGIOLUC7nL3D9A4sj3Kgk9FtVEtgdkFxSVlO/7ln3+33Nw6QHGqoqw8nM8+iFz9\nHo5/CSIg6Xqog1AG7iZ0LzcMPy+j9XdHJG1sv2enI+4dNOId22an9jx1V3+G3HcnbdrtsLPl5FTH\nUZZ3X65sE/HlqUcqNzNfKUl/rSZYefUaTE2Vlxm6qMrqN2k9H5g3fcKnDYA6wcq2csPhpRYToWbk\nXWqQxQoRx3QWa91Kfjr70+jiPgrYJvy/USIs1q8DXspcOGSxQeJlFKQ4tfITyVh0JLp3rq4u2xQI\nU3fgxEg8cVhNXjAZi85FE8xC1MB4tZz53P0bNPlUIAOMddokOETpRiOpwptAdzO71sy2WMGuNcXq\nFOdnC/vXIkLLgm4oWnxlMhb9HhbbqBchYnNFMGlJ79MRZZO+ALqHHnVk7NcNRYe7u/vzmfVRgXwd\nhVwGvwMuD9f/Ugi1Tlcg8v84UOzukytvtxYxCjjVzHJNfXoyx4Yr0Hs/LTe/3rMVZQsdeBMjhtEW\nEdVhI0aM+P2+++77cNq0aQ+jYv20Sc5sVAMKS8jUVDNrhKLr1SFzvyyyWCswsz2RXLcnkqYdj+a7\n9ihbVYRcMK8C+hYUl0xD5OuV0qLCV5CE90/onl0YyM8FiFDdFH53CS/3rZkdi0jc60iOeAqS/vVD\n5OSqnNy8BnOm/PRNaVHhIpQ92xoFbmaGgMdlKFFRFExxvgrnFGPJ2jmdPTsC+MzMxqLgZuKrD97r\n0+PMk/JHPPMYBx1zHN9//gmbNGlaEeTL+4R6yEEml9He4T1Uh6PMrFkIlh4PjGb59+6o8LliZjuE\n9/ZVNduuFGo1wapTv9HvqYpy3FN1gYr6TVsvABbhqTbINCEtE0w7CX4J/KkKo4p3WHED4DTGIUa8\n12q/gZVFZ/+Nzv7expy5CjgPZeL+s75PJIvlIwQV7gAiwR66Mh5GUZ8zlnOMtAvQ2ZF4Yr8avm45\nqkn5AuhfwwxztXD3Be5+F5JOxMzsVKuBAUYolv3CzAab2WdmVmoqnG8XimPfN7M3TU3El7GbtiVF\n/Yci45AzkYb8W+AFU5f6L8zs8ox9bjAV8L6KJBbpx88zFet/ZGbPmVkDk3HBUsX5VW1XzXurat8P\nMp7f3szeD39PMLObzezd8POn8HjL8BrvhZ91m93fgBGJJ1oAN6NFzfXJWHQ6LDakuBWZMcU8tNqI\nxBO5kXji/xDBuC0Ziz4RAoCE/TqibNM0qrBfD5LBYmSpHnP3JzMkN+ltzMyORvK7mcCF7v52prRw\nHWEochr7BBXx/zec3w7ISvrKguKS95q361j29sCL8pNF0Txg9x3ZsQVaXA4DtgDeMLMP0X19XTj2\nI8jN80MUpBkcXmcYcmmrDk8DV5sK4bMmF1mscYR7vyuS9jZHUrp0U+GL0f2bi4jLnQXFJT+E58ck\nY9EhyMlvD6BnhvvnGWieiCPpXm9UU1WEekTeg2qw5qJ7phXQs0GLLcvz6jVsDNT/uvThx9AYcAmq\n3WoEvGmSGF9BkBK6+4IwfvyCjC2eRWStLpLjN0b3X91wnnsAl9Rr2PBRT3nOjKlTeOK2vpx0weXk\n5uXl1qvf4GnUUmJvFPwoCOd+xHI+xreQ5O9D1O9unLtPA0abjGz6V9r+biDXJBF+BjjLfRlPg1VC\nrSZYlpM7x8zKPeUVQJ0GzTarQIw8bdW+lJNgsKCeiAboTHwIbBucmpaLsOB8lhrWlWSxNCLxxJEo\nXX1r1tRi40BYGA5CLn/1Kz1XgRaRh4Qak+qO8T80AVwSiSd2r+HrejIWfRj1/+gfiSe2W9E+K4K7\nv42icbuiJsE1IW7bA4PcvT1yNToRFSVfEop8r0KD+IqwL4oK7oykGvVQ5PITtLA70GSneyqamP6G\nZBppPB+K9XdHxPPc8H4qF+cvs91yPovK+860JbViZ6PJMo1Z7r4vqum5PTx2B7L73id8LsvItP6I\niMQTOyCpzluILKXNLA5D98Fj7v5gmgBF4onmaGG0E5IELnYQtCX265cBd3gl+/VAmo5B38nHyIGw\nqt5X26Eaj8NR9uuhqswu1iZC0Xo6q3uxu+/i7seHnyHu/rW77+zus4ETdj/lukfn/T75YmDbCiom\nfc3XZwIPuvui576cOPG5Lyf+67kvJx4Vrt+Xw7Gfc/cdw2Pz3b27u//J3Y9097PdvWfY7lB3H5dx\nbqPD+ezhWZOLLNYwzKwlIj33oDKPdFNhkCx+AFKLFAMPFRSXfISI1pfAY2Z2Iqon6h7uD0Iwb/9w\n3PrI2e9Zd38V+BT1idsHzSlTUWDjgoLikvKDL733n4df/8xtQJ/yBXNHIhLWGs1ru6Ikwr6ItBUH\ncnUsWvteGua+4xBpOwnVkP4AvI16avVH88Ees+csuGbWrDmz8+vV92YtW6Xaddht/pcfvDt83pzZ\n37j7/ihxcZq7z3H364G5ZtYElm06Dkxx92i4x3ulH3T3zq4er1dn7hOCq2e5esDu4e4jw+OLe8SG\n/wvd/Y2V+U5rNcECZufk5pV7qqICqFu/yWaO2H8bFB1c7CQY0qggmeBSdVhh8huPLqaaYDTQNBJP\nVK7nymI5iMQT26NFW59AdjdKmGp5GmT8/1J6MFiNY55uZh+Hn7ct9IPYUJCMRcegxdv5VTw3Cw3s\nF0biiW0rP5+x3TfIWejqSDxRY5leMhZ9ARGa4iCfWi2EaFd35OR2a4jSLQ8/+BLL7PeRe+eBwLMh\nSn4fS+o8l4d3Mxa+B6Po22BUg/Mxyk5cDLzg7vPcfRZLty7oELJlnyDJQ3XjT023qwoPAGebCqZP\nQUXLaTyV8TstCzkSGBg+hxeATe0P3mw5Ek+kbYrvScaiQ5KxqJuMJP6FCttvcPdRGdvvjcjReNR3\nZrFzny2xX2+KFjUfZr6WSV53IyJN17j7s+5eUWmbBmZ2Hlq4JcN2E9b4G1+DCITzrywh+JsMYch8\nJAV65/mvJp1KRqPh8H8WWWyQMMlTeyGC8zUaH+4HfkVSwfsQOYkDQwuKS95EGdkpwH2lRYVRJPPr\n7nLaJARVImguy0EBmoS7vxTmtDPDc5NQLdfWQI+C4pLycGwDbiwtKnQk79uUJVmqvPBYQ1QfujCQ\nuUJUlzXJzNoiSeJT7j48vNV6yHXwGmC65ea1zM2vX35ot8fuueTC87r886wzF1x25VXzvhj2GHN+\nnVj5Y1rZ2qr1jtpOsOZYXl4qEKz69Rq3yEGpyZap8rJfUAZrGrqQmoZ9quqHBSvhJhii9s+RzWLV\nGCE7eB0wKGQzNmZcjtLjALj7MWmZz2rgB6CTu++GBtn7V/N4awODgfZV2bOH2pL7kOlFtQvsZCz6\nKcp6dK/OgbCa/UYjcnZVTWu5locQQR+KJrrTzKyrqTljVahcCNuMajrQA+WEcTcEdTJNOjILdxfX\ncAbCNw4YjrT3UTM7OpCcTDyC+hLtiibr6poZ13S7qvAc8Bc0kb4fzm3xqVbxdw5wQMbnsEU6uvpH\nQzCz+D+0sLkh3avKzJohEtQKSfsmhO3zIvHE2ahe4ubgLJgK+2Tarz+LnMIWf67h+eNYYvnezd2X\nGldDZutglF2tD1zk7iPc154c0KqX1FYpWzVJau8xs5Fm9r2ZdTKzh0b2Pe2ztwddvFXakt6wJ0/l\n1K7AFZjNuPyvhz3541df1H/slj6NL4t2qn/FXw97stGmjQdlHPPeEGT42swKM87tTTP7IPwcmHHe\n3Ux9cj4ys77hsSplwFlksTKwJdbp41EdVC8kV/0I3d/PocBdMTCqoLikBNVGlgF3lBYVHonUDN3T\n43HIhJ+MMlxliFy94WoqfDBSLRQhKd9FqH6/R0FxSQXqtVUO9C0tKsxB67I8lhhm5KHsWj6QAt41\nsx+Be9Ea+TxTHXNv4AF3H2GS2/8fGmeucfff8uo1rNe6/cH75tVr+Nu4O86anIvfX75gfv0fPvu4\nUcXCBfW33nrr4xo2bJg5554S3tvBwMw0kcxE5azT+kZtJ1izc3LrpDxVDlAvv1GTfKRrnfHz+8m5\nwJZhMlmm4XAVJhXvAx0qS6CWg9eRrHC1ZUu1HZF4IhfdsG+kHbQ2FphZQzNLhIn3U1Nju82BkWY2\nMmwzwcxahAn8SzN7IGz7hJkdaWajTY3sqs2Quuog0pHrMSg4sEEhWK/fgjJVzap4fhSSB3QL33l1\nx3kPkbVekXiiJpmf9H6fosnhjEg8cdKaMJoJUqDLgAXAnWZWVZ1ZZcwCfrAqOtCj1gnp+szjUCPz\nqjAKOD5kFxoiK/cSRPjqoaL/+1k6iLMJMClM2JmNnisX+Fa3XVVYat8gGUsiGcvDlbY9JeP3O+Hv\nUpR1AxbXCf3hEIkn6qGFym6oEfAEAJND423AB2gBMzds3woFDLZBksBP08eype3Xu7r7yExSZOrV\n0g9Jg6509+FeqRFwyGz1QtKgfu5+Z8iIrgtUJaldnmy1KcrAXQG8uMVekSGHdnu8dM6UHxuaWUcz\na7EVWzXdnM1vcPf62+7U/tH9jzpmYbPWm/HuiJe5veQNbntx5Kxr7n54SMYx2yKL6Siqx6qHsgFH\nufue6Bq+E8DM/oKK5fcL55eWba2KDDiLLBYjBNkuR3PGo4gQjUPjZg8kIU6Gx79sd1jnJ9F42gjo\nV1pUeBAiLjEPvfHMbH+kBCpC43cxqi18Jjz3r3Dsn5A6oi3QM5CrG9Bc17+0qDAXZbgaonnibjP7\nDEkS89H98lcUUCwDOoSg3T5IDrgT6il1ODAW1ZblufvMSDzRqvGWO3ae8sU7OyycNXXejOm/9x04\ncGDdQYMGkUgkGDhwIOPGjcstLy8/NnxUOwH7mpoLv4aaFm/wQZHaTrDm5ublu6e8DrCwTr1Gm6Ji\nvMnfjXwyD2gebJ4XNxxOxqIzUHHvUtHz4Fz2OTU0rwh9tYaSzWLVBGeiiMnj6/tEVgFHAxPdffeg\n6b0d1fEd5u5VZVL+hDI0u6FBozOSg12FyEFNcC5y79vgkIxFv0Lndnk1BOff4feZKzjOKFRUHg9y\noJq+/k+IrB8KnL8metK5+0J3vxstqK43yTWrJYgBpwPnmtlHKGhzXHh8MNDJzN4F9qMau1mXde4j\nyIVxLIoEjg+PP8YSd79ZwF8DgYsBY3Nzc99o2rTp7/n5+XXD4SoX58fCMUegyXJ5qKqw/wmUoSqt\ntG1dkzPUZWgxDOrFsrdJ2vo5crP6QyEST7REi/J5KHM1M5Duv6J7/k53fzpNkoLRy60oGNEr9JVL\nE/XDwnNp+/XMpsK5gdTfjAJ817v7Ui0uTPVap6FAyHjkIvj5Wv0AlkVVktrlyVZfDJ/NJ8Cv7Y+7\n5M+Wk/sk7p8CbdvQ5uQZzGg+kYmnm9mHP379RcHUSb/UadBoE+rUrcfd3a/knVdK6ufm5WU6g/3H\n1abhGzT/74SCHYPDOTzLEiXLkcDDHkwDXLbUjVg1GXAWWWTiH2hNeitaA/yGiNb16Lp8Es1nv7c7\nrPO97Q7rfC4qbelTWlS4F0sa+v4CiwNYaTOM3xCR+iIcc+/wXC8U6LsAGbylM1cxYA4woLSoMC/s\nOwPNe9uja/w/aBz7Ht0jD6AM2/Ooqe8+qH75O0S0uqH1wBh0f3zXZrdDj5k/Y8rtsyd9l0qVLdza\n3TvUrVt3yC677MI555zDvHnz6NKlC926dVvQqVOnv2d8VgtQvVcH4MqNISiyUp7uGxuSsWj5wZfd\nNw9PbQrMs9y8Rjm5dWanKsp+L5s3qxXSt26OLoZMd6vP0eA6odIhx6AU6Fs1PIVXgJMi8cQWyVj0\nl9V5L7UVoR7hQOCKtPxlI8MnwAAzuxkocfc3zZabOPnB3T8BCNGg19zdw6TedkUvFhZY57Li5nnr\nE/9B0fdCFMlajGQsWhGJJ/oBt0biiW8DkaoSyVj0ldBDKx6JJ64NtVwrRDIWnRqJJ65B0bhrIvHE\nLWkTgdWBu481s29QxPFmMxsQ5FwdMrYZkLHL0VUc41eWdiS9Ljz+Bir8zdz2VjTxVj5GH1TTlo6A\nHoRkZL+ed955d2yxxRY3ogVqfq9evU5196dZWvZ8T/ipyXsezbKS6YOBhyrX8qCsRK/MB9x9Kksy\nW384ROKJndB3PAwYFuqt6qLva1tkIDIpbFsHOAtdH72Tsehi8muqW0vXSRS5+/eZr2Nm2yJiOxuR\npilUQlh8XYTmtUvDd7M+UFlSWx8FE45394/M7CwUIKm8fSq3Tt0clFEdgbJveW1ocwLw8/v+/m4A\nkXgiv+NOrV/Kyc09qO9/Egs/fntUvccG9Hn35+++fvz6U/3wcKyq6jmuQGuC3VHwOW3wYVVsn0OQ\nAa/8288ii8Uk4ABEQs5BZQX90HW4AI3Rl6B1et92h3U+DQVmry8tKtwFkaUe7v5jON7OqC7qRpSd\n6oHM3AYjU6TLUHnBd4hctQOKCopLUijbNQ1JDuuhuq+fkGHRNqhE4VgUEHyKJf2u/oYSEg2RpHG/\n8Pu58NhRKAh4ubtX1G3U5Ocm2+zS7dvXHnt50dyZxwNfm9k8oOVPP/30Q6dOndrl5eXxwgsv0KJF\ni9dHjBixRxgvAV4NmfhvzCwdFPkB1fh2RGNJukHwkSiA1Bb4vIqgSPprSB97raC2Z7DwVGpmCs8D\nUma2oG7jFrMQA98MGV1sib6kTCnfMkYXAWOAvaqwca8SQTKVQBKILCohEk+0RenqG0PT2Y0O7v41\nymp+glznilawS+biIpXxf4oVBDzMbDcUMTquUu3LBoVgoX4rcFoknti6iudnI4LwrxVJaIP17Fig\nZySeqNJOvJr90r2yKhBBWyPGCq7u8T1Qv6pbzOxwWwGjXpsItWJvARdtvfXWn7Vu3XoAWrA2Dr8f\n6tWrV8s19XpmNhRFXe9YU8esrQi1gN2BgclYdGggV5sh9yyAqzLIVRu0uGqNJIGZ5Kqy/fr3Gc/l\nmVlnQgE7Il9LkStTT5huaLE22N1vXI/kqjqsULaa36hpbl79Rk2BBzLs6dvtxV55X/FVQwutARbM\nnPr31xLJj98Y9p+dx7858u97H3bUVj9/9/XxQCYZOtlUp9YOzf1foXtmUljEnYEMsUCZ2nNsSV1Y\nsyCnrE4GnEUWy0UoBzgNZZOORo2z+yBpX3M0RpyNEgA3FRSXRIFDgKLSosJtkdyud5Cwp81ubkDz\n7tcoAzYdEaTdUM1Wn/Bcmlz1COSqB8p23V5aVNgAkbBvgYEhc5yP7o3ZyMmwHAXZzgT+FpQ7Q1Cg\nsQgRqjrI4OJ74Fd3r4jEE/tt0ma7Dr99OaZk0kcjP0dErxR4a5999jn8rLPO2jw3N5fzzjuPnXfe\nmcmTJx9tZoNQgO8VtE7PROWgyN4sqWk2dL9nBgcXB0WqqI1eK6j1BAv32amyReVosFzYoFmb+Ugv\nmmnV/gvQxJYUsX+GivWXWjgF+eBP6MusKUqAA4JMJIuAkJm4Hhicbq65McLMNgfmufvjaPDZk7XQ\nkNLMtkZp+DMCqdugkYxFJyI54JWhcXTl5yegCN0NkXhi0xUc7lE04MeCpLem51CGJqqvgZvX1D0Y\nSM1wNKGdhCR0jdbEsVfjnMrPOeec73JzcytLDhdRs8zoDaZeV5k/N1TxOie4+26VF+ju3nYDXLSv\nFwQzizOR/Pf6UFOIyWJ/AFpU3Oah10poXzAA2SD3SQebgpzvPKq3X98e1W/9CWWkljKoCJLBv6I+\nMpOQicXy+jytT6xQtrrLXy86wlMVZRkW9QYcOZjBV81n/t+Bp3Jy8z5798Fud3358v3jB153xcJ+\nF5/T+8SdNn8N9dG6IuNwX4XHXgYuCLWFdwNnmtkYFAmfC+DuryAHzHFBDnhVOEZ1MuAssqgW4b69\nDAVFdkFOfz1RPeCuiOAcj9aZxQXFJYeg7FGstKiwNXLg6+fuX4bjbRn2vxu1FLoaBW5vC8fvhsjO\nlyig3Q7osUmbdlu+0e//fh57/5WdSosKzystKnwVyYt/RTW/48zsLZYEKtujZMFhKPPTGPjRzGJI\nCl4HrXfro6z9cSgz1zwSTxQAXaZP+HTBtG/HX4HuoR3Ce+w2ceLEUwYOHJg/aNAgnnnmGdq2bUuH\nDh3mu3tLNIcfi+7N883sY5Tl74nIaFVBkf8h1+8BYS7bEylEfjCzky30cDSz3W0t9nCs1RJBAIyZ\nqUUL09mBsobNt1gw7dsPHOlBxwJ7u3vK5IKyLeoNMBmRz7SMMBNpN8Fx1ADJWHR2JJ4YgS7YDdH5\nbZ0jENcrgfeSsegb6/l0Vhe7okasKUTcL0TXx8tmNqmaOqxVQREaTO4OCZNyd997DR17baEU6bBP\nZ0nt1WIkY9G3IvFEOyTjK8psmlppO4/EE/egQfnaSDxxY8iSrRChl9qDkXhiKtAvEk8UJ2PRZXoA\nrQrcfYKpAfDZyADjVlddyPrChJAByEQ+y0qdl0Gm7DCLVUcwQboSyWOuTMais0KG8xTkvnhjuuYp\nBAvORUGZnqFNAbA4In0Vshq/1Jd2CMxH0e+jkPxnVCaxCtvsgGSIc4FrvZKD4PrCCiS1y8hW3f0s\ngEg8sWmrnQ/o1GrnAzLHvGF55O1WRtkOwDM4+0TiiWuBH5Ox6FMhc9sFmNCjR4/fKh16tLtnEi5C\nPdZuGQ9dl/FcXyR7ztz+B6qQAWeRRXUIGezuKCO9CZIEX4dUMEcjcnQIurevKSgu6YhMLK4vLSrc\nBAUibnP3j8PxWiFC9m+ksOqKiE4fRGCuQ5nxz1ALle2RLNBn/vx117H3X9m0bN6si1Di4F1EwgpQ\nlutn5Az4Z5Q9z0GSQEMmTPuj9XJO+HkPjVlvIgK2reXkbuOe+mjqN+9f+NOYF+9NlZf9FZHLtmjc\nawW8NnHixLonn3yyb7XVVtx3333cdddd1KtXr2Fubu67FRUVA1C5wXQ019YL57E/Uv6cGTLJ6WbJ\nuPttZvZ/4figQOhMRNYuRZLJFEuCIrPcfV8z+weqoy9kSQ/Ht0KAO4kyjTVG7c9gYdPLyxek0JdS\n0aDFFhWI5W6WqihLZ7BgaaMLp3qZ4DvAfitZPD8MOKwmjYr/IOiMvo/KLmQbHdw9GSL6HV0uWOPc\n/S533ylNrtLRfa/UEM/haocfMWtZ+bkqXuef7t40I7W9oZOr9H10F3B4JJ6o7r09hiQHZ9fgWLeF\nf69YWfOKZCw6HDkPxWvayLgmcPdF7n4fih52M7MzTDa26xxhEXkOalI5M/w+p4rFZRZrAcH5rx/6\n7GOBXDVEC6o9kbwvTa62QFmrxkgS+A0stlc/kert13dGi7M2yGr/v5WyVo3M7KLwmsOQEcYGQa5W\nE6cBb6ZbeJhZU+DkAQx4GTjMsB6bbLbdrWgB+VyvXr2W6oPVq1evU83seJNr40pjdfbNIgtYXEfZ\nE3gG+B2RoRtRI94zUBC1PaotjBUUl2yLiE6PYJfeE7jb3d8Px2uGsmDPI1Obi5Hj5k0oS3UDMrP5\nGJlh7IjIFUBx+aL5P4F/76nULyh4MBYZdB2IJH8TgCNQNmwvlG0qQ86BPcLbegaRxLcQ+euNzN3u\nLSgumXdUz+F/3mzXQ8Z/8vytY6d+M25nRNh2RsqKBxGZ2dvd30wkEjMeffRRz83N9e233768S5cu\nnSsqKjKz2aNRw+Vfw3s8HWgV1l/7u/t1HhqVB3yCxtyOrubED6BsYRSZeXRw9+Kw7Vrp4VjrCVZO\nbt70ioXzjVDM1qDZZqDIgX82/K4ZwBYho7KYYAV8ThUEKxmLTkY3R42ZbDIW/R1dgMeuaNvajuCQ\ndSTq61KjLESthNlSC4Dwf61DcEC7C+gaiSeW6SMVjE36A/uuqH9VuF76IlvYC1bWhj0Zi76JJBBX\nR+KJFTUPXim4+zgUGWsH9AvS0XWOHj16PI0KkI8Ctgn/Z7GWEYkndkGEaQSquSo3s21QUGAKcvT7\nPWx7KCJiL6NxcC4sjkb3QbUES9mvm1m9IBe8DnjM3ft6Rm+9UAN0GCL6juSAIzPJ18YGC06d+OT1\nRQAAIABJREFUkXhiSxTVz2xqfQbw6mVc1gT4ynJycppus/P+wP0HpsY1RsGUpWoR8/PzTwF2cfez\n3D3Tsr0mSLt2ZpHFSiNknWMoyzSeJVmsHDRvxFH95b9QbVQLJGmNlxYVLgzPP+Tub4fjbYKCMK8h\nWd75KFkQR0Y4MZSBGY/I1U6ItFnY5usPHuvxBJL+9UX1m+PR3DoTjWM9kWPhnuHv+eG1Usgspw4q\n85iDkhY3oPHue8vJzUHSxLZTvhjzetncmfNQVv8ItNa+ORwnP5zPCYceeugtXbp0WdCpU6eF5eXl\nmXN7Jk95hI2oh2Otlwjm1Kk7rWLRwhx0AdSp16R1Wvo3edKHrzfd9W9dZyObzO+AYzJ2/azS/5lI\nywQ/W4lTeQ45pz2XjEXnrez7qA0IUdtLgHioZ/tjwqylw8OmwSHdV+0hzF4z3fyXVdpjtLt3Wbcn\nueaQjEXHReKJ91A07pYqnp8TiSf6ADdG4on/JWPRb5dzrEWReCKOImX/oArp4QrO5ZNIPNEd6BF6\ndQ0L2bHVhrvPMLNeKELW38weQc5H63SRGzJW2azVOkIknjgCZWBvS8ai6ejyn9H1/oC7jwzb1UUL\nqF2A7mmpapAQHorkgkOBoZ7RtyqY21yC7Ja7VJ7kTX2vLkQuZL3XR42mmbVFhPEtFAH/BclvNgcG\noTl2HnCeu38Z7o2SNNExsznu3sjMDkXR8UmEIvVPh94+eMoX7+xSvmDu21bEA2gxuBfwQ3Oa35RP\n/sT6TVrPqVi0cA7w7kMPPdS7rKwsP5VK0axZM0444QQmTZpUUVZWdgywv5l1R7Ukh6OFaT6q8TzD\ngxV7pfd2IAqOdsrY91mXNXS6puZpd9/LzCagqH46WNTZ3b81s5Yoep82/bnc5dCZRS2HqcnulWhM\nHooCik+hTEzv8H8uymj1KSguqYMyNQNKiwqno2zNky6nWcysPiIXHyDH3jMRgeqOMts9UFBzHPBP\nlpCrHERmPgUe9IryfRGpe87dXzKzq5B7YQolIe5FY8rdSD5Ygu67rZFbYI67zzazXVFy4l/u/kW9\nTZtvumjerFdG3vx/v5fNnTEd9ey6B8kfGyCDjOfR+LAFqimjadOmPR966KG6eXl5zJ07l+HDhz9u\nZpPdfSfklHszInxPmtn9aK20wMz+G15jKnCWL2lNsUwPRzNL93DM7LMHknD3peoejv3D597Rl7SX\nqBFqfQYrr17DqZ4qz3P3+UCDuo2a5qPBfhJLjC62QtmELTJqGCYATauR9b2DjCtqHEEPma8PqJ60\n1WqE2oQbgMdCr6Q/JCLxxM43nXR1fGFefuU+SouAtu7+sC/tctNxYyZXGXgI2D7Y8i+DZCz6I1qI\nXb8iKW0IUPREUt2TVvZEgsHG1SiTet6a6JWVhgslKLJ3LHDtysoKstg4EIknciLxxDloUr4uGYu+\nb3L1+yda9MQyyNXWKLpbB7WkSJOrTVCk92TkAPhcmlyZmkxfhCLZ97v7rZXkgnVDzUBfNCd1XR/k\nKgNVNRBelb4z+yJp4y7b7H/sadO++3C/ptu03w3VXJyH5pGxwIk3cMOuR+51+WnlixZ0nPb9R2OS\nsahvt912/z7//PMXXXjhhbRo0YLx48ezzTbb5NapU+clZIvf0eW+trzmxosRsgYvVNp3pi1pmn02\niqynMcvd90UObreHx9L1HPuEz+WBGnwOWdQOnANsihb2PZC5ygdoDrsf1RZ1B24rKC6Zg6SCd5UW\nFf6ECNgwdy+FxZmwIpQQeBiNPXuFx1og4nUvIkTnomBOUUFxSW441sfAg6VFhVuhOXCGu78UzrMu\nCjrciVQQH6ParCbovn0ESXUvC68/18yORgHFr9z9i0g80XjrA467sk6DTSeWzZ0xDZG158P7uyic\n3/Hh/CqQ5PCJrbbaavCwYcPyf/31V1q0aAHApEmT2G233fqEz24Cqt28DJG0k5F51X7ASWF8eYil\n64jXew/H2k+w8uvNBHM8tQjYJK9eg4ZINjAFsf3/AVu63JkmEyJMQbr0JVXLAn5EF862K3k6Q4Bj\nV8YJrTYgENHLgc+TsWhyfZ/PukZwFdszEk/cBFz1W+MWb9QtX7SUPNJraEawsSIZiy5E2avzI/FE\ni2q2eRsVql5blfNgpW1nIRnE0ZF4YqULzZOx6FQUOdsW6Lam70lXb5J01PLOkIXIopYgtAyIIUno\nlclY9H9m1gRFiLck2KmHe/9IFIUeCtyajEXnw1L267+jjEam/fpeaIGeiyQxS7n/mRp63o0i0Je4\n+4uZWa/1hB982QbCq9KM9113/yEEPi6sU7/RsClfjp3p7nNQVH4bIL8udV/oStctpxzX4ZgGTTcb\nvXDW1FkAb7zxRpsBAwbMGTRokH/88cepX3/9tRw4Z9GiRQsrvc7ymhuvCA8AZwcZ4yksLV9cK/Uc\nWWx8MLPjkMSuLwowTECZoGKkavoKkY77C4pLfiFIAUuLCr9EhGiEu78YjpWHMlvTEFk7AWW+Y4gE\nFaPr8m1ErtqjzFUuIh4fAA8Hm/fewF3uvm04dmOUcLgPZYpORUSwKyJEdRHBGIju62sRcTwRONvd\nj4jEE5sB/es3af36otm/gzLN9yKX0y/d/UmXmVLacfCC8F6oX7/+a3//+99Tm222Gccccww77bQT\nO+64Y+qEE04Y4u67IEJ2i7sPcvdt3f3g8BnUA0aE+6o7SzwVcPfR7r6Lu+8RgiKw/B6O+4WAy7dh\n/6nufkqo8drF3bMEqwrMzsnNLUulKhxws5zmYNORXKENSzJYIFZekzosZ4lMsMYIkfNv0GD7R8KJ\nKLpy3/o+kXWJEOE+GEUxz0VRk3/d+kC3pw3OcZg/N78+C3LrcMt+x34RKS7ZKHuB1RShkP8FZFJR\nXfb3CSRTOKcGx5uGJpdTq8uMrWD/OSii6ECv0DpgjcFlgPEAkmtcaWZnrS8DjCzWHMJCYgAizz2S\nsehsM9sRZag+BYrdfXYknqiHoqF/QxmuEaEXVmX79cEhwJc2qbgcRXvvdBnmLLbeD9bBNyDpz13u\n3j9d27UBoHID4WZU33emnLD+CBLJzABH+v0elaooWzjn1wk/h+3qoUL7twHa0rb55CbzLgJ2mznx\nm0xVxJNz584ddfzxx2/ZtGnT3p9++umQamoRH2EjqufIYuNCkJaegDJVZ6Nr4UE054xGcto48J+C\n4pJP03+XFhW+h8jSO+7+bDhWDiI7jtYTfwk/3VFtU9pJ8M3wWh0QucpDRhpjgUdLiwq3D8e+193/\nG47dGBGwd9E90RwRwrdQi5R0b6wpSC5XgebnQ4Br3H1S6Gd5MzDso2duuhVl1dLZtvoo27W5mb2G\n6ie/dffX0Thw+Ndff/2PKVOmvJr5+c2ZM2dshkFTVc2+Dfgs457a1d0LlvN9rPMejn8EgjUnJ7dO\nmVeU56GFm+c3ajITpSZbszTBqqrhcHWFre8gycLK4j/AiSuK0NcWROKJjsh15qbQl6jWIxJP5EXi\niaNQhPl4FN28OBmLjlxs7OH+tME2N5505cunX3qf3123/vZzp00c+AfIbg5B0avjq3oyZI4HoIbe\nR6zoYMlYdBKasM6PxBP7rOzJJGPRRchw4Htk415ldm114O4foKjdVqgvxxZr+jWyWDcIbpj9gUQy\nFr27tKiwIshkYmjR8oS7pyLxxLZoIVQOdE3Goj8BmNm2iIg1Q/brizX9ZrYfkskuQAv/zOfyzOxv\naHHwHcparVQ9wHrA8prxTkCLMFAtxlLtBYKk/PSKskV3Acebmvx2RlH2IcCoKUz5y8vtv9lu9uQf\nnvKK8mPCa+SjBeK9gwcP/m3ChAkHZmSuKvcnXGFz4wwsU8+BbJvvYVk33FMyfleu5yCcZ0eyqLUI\nbp9dEJmJIGXUAKSamIBkc72A1wuKS95CGaVkaVHhSETIPgEeD8eycKzGiMQcimzHu6P7pjcKTI5E\n5Gp3RK7yUeb8rWQs+nhpUeHOiPDc4UvMMtKug++E12sZ/i9196eRPO8mJMe7C5GaS5HJ23Xu/nsk\nntg1vM/7k7HoS8Hg6e8o69UXSX7bIoOLiWhcGB7e1wLg7IMOOujm3377ban5vmnTpvuFVgug++eC\ndIAyOCh+BbQ0s3ttSe/GL20D6uH4hyBYllcn5alUHUSq5jVssUW6kHWxRDD8/x2SfKTxDbB1iERW\nxpdAk0g8URPJw2KE+qPJiP3XakTiidZIJtU/SLJqNSLxRL1IPHEc6k1zCCJYVydj0bFVGim4/zZu\np/3Pmt24RVn9Zq3rTP5kVMGiuTP7ROKJyr2Mag0CgboFOCkST7StZpu5aNI4OxJPbF+DY/6IImyX\nLccOfnn7O5JWjAD6V3deqwN3n0mYRJHL4NFhgsliI0EknoggacwtyVg0ERbzl6AA0jXuPjZIAv+C\nvutnkrHonclYdIEtsV/vjQjCYvt1M9vUzK5GWe7+7n5vqBkmPL8LImu7A1e6+9Oe0XB4A0d1zXgH\nI9OId1EdReUG2ScD4yd++NoLKKr+PnArytqNd/cPjmp43O+XvX/UXu/cfcmVKHIPWni+Eo5fuWlx\n5ZqMFTY3Xs6+sI7rObLYOBACaNej63Un1EeqF8pKL0LXZhHwaaduj78QnhtbWlT4Ynj8B+BBd/cw\nR5yDZLFxFNQ/A5ErR+PJf4BXkV367kD3QK5uBP6bjEWfChL164EBablxICk3oT56T6D1cF9guLs/\nb2YtEKEbi+bHtPlGc6B7yNIfSGh8nIxFR4cxsTj8HIzqJeugbNYD6L6egRwJP0K28keOGTPm5UmT\nJjFx4kQGDx5MWVkZ7l4xZsyYg8zsFVR7uT/wZRhL+iPJYwWSM1p4nVtCNmuD6OlovvG6uNYIkXii\nzcxfvknUb9La8htu+h0w6/MXB034+b2Xvwb+3qBZm1MPvnzwo8D5pUWF6RTuKR4+mEg80Q94MqN7\nfOaxuwCTkrHo8yt5Th2Re1GXNeVgtqEhOGb1A15LxqIvrO/zWZsI0rLC8PMZMCSzaeiKUFBc8nr5\nogUHv3X7edPbHXrqpC32LBiWWye/d222sQ/ZqRNQdL/KxWIkntgfua5dURPXyUg8sRsyDOi1Mp9/\npWMcgu7NfslY9ONVOcaKYHJ9uwpJLu5y91lr43WyWDOIxBO5aJGzF3JA/cVkqX4dMku6090XhDYE\nF6OAXd9kLPoLLLZfTy+0b3P3KeFxQ+5Y5wNvAE+4+2KZnZltiiLSe6DFyWiv7RM2i/uJ3Q5cEmTA\nmNk1wI8hqk4knmi864RmjzdYmHdt8eP7fBa22RxlCS5196kh+t2WqhsNrzaC61pjd49lPDYB9fWp\n9QHFLJZFkNsNQKRnDiLS16AgzJ9QdupqYM6fuz40qH6TVj2Bn0bfddEDc3/7KYbIx23p+9zUvuUg\nRI46IJLWHQUkbkKS+xJkqrMHIld1EbkakYxFnw31nFcAfd3903DcFult3P3ZMCfFkVthqZm1QeSt\nxN2HmpwLu6Ps0y3uXh4CSaei+fZ7M2uECNVM4FZ3X2RyFx2N6k8fQFmyvVHA4s+oN5cB3/3lL39p\nsN9+++W+8sorNG7cmAMOOGB+PB4fV1FRca67fxMy/De5++GhbvJod//FzJp4RsuKDQl/iAxWTl4d\nB89HjL+sUautK1Aq9Ld5v09KywS3DBHFOSxdiFtdw2FQT4OVqsMK+AilRldFYrjBI9TXdEHZwRfX\n8+msNUTiiWbBRex+JF25NhmL3rSyi3szK8qrU7ei3WGn1fnq5cH1f/tqbCd377om3e02QLyO7rt/\nVLdBMhYdgyJz19VEUhsI0V1AUSSe2GpF21dzjFEoMNAtEk/8eVWOsSK4Gr9eRVicZ+VCGy4CaSpC\nEp+rArnqiLKw/0UZpwUh03o7kpJdGbYzU2+qW1EG5oYMctUUEbTOQB93fyhNrsJ+BSgDPhf1tHrr\nj0CuAs4ESjLIVQe0EBua3mDTuXXOmbbJghEZ5MpQMObZQK6WaTQctlsj0vz1Uc+RxYaNUCPYAwVL\nfkbBljjK5Owe/u4C0O6wzoPqN2l1HTB1zL2XD57720/XIF+AOzLI1XHI7j8G7BD27YnGmBuRiUQJ\nug73ROSqHiJerwRytR8iV70zyFVaBvhKIFfboRqsfwdytU14/tlArjYNz08E+hcUl1RE4onTUID0\n2kCu0tmu74GbA7nKQ5mnfJT5moE4R1+0zh4aAhEVADNnznzO3ee3bNlywfTp08unT59+YUVFxT5U\nbZIzGngk1LJWdmTeYFCbF3BpzM3NyydVXpZCfb8qGrbYEpa2av8fS+qwKjccXl4d1kfAVqGfTo0R\nslbPAievbLPUjQSFKHJ4V23M0EXiiTYhe3k3uqYuS8aitydj0Z9X8ZCjLSfnhza7HVonv2Hj/E+f\nu7Xu9AmfHAhcWkuvj/Q9MAg4OGR0q8OTaDA+r4bHHYvsWouDRHVVzu1jFK07JxJPVFkrtrpw9zJ3\nfwgtyi83s3NtSYuILDYAROKJdEbkF6BnaVHhXDM7CRWb93P3YQXFJUTiib+ihc+/k7Ho3clYdJEt\na78+xN1TgTwdjgIB/0PugYsNGkLE92agIOz3gFfRm6m2IhJP7IgCms+DTD9QkO4Q4H0zO6XlDvv8\nY+Sgf/Z6+Y7TbjCzh8ysLnIrvAJ4u1evXi1/+eWXRx5++OH6QOORI0fWHz58+ON5eXkjgUfNLNfM\nBpjZJ0Gyd0l4rb3M7Aczm2dms8zs0w2pniOLDRcmN8mrka35KJTJuQWtg/6CgjSnAy2att315naH\ndb4cKJ/82Vt3zpr47RVoLT4g7W5nZkchOW13tDa9AmWUpiFyVQoMR+Rqb0Su6iNiVJKMRZ83s4MR\nyevp7l+G47ZCBKckyADTphf3ufvI8H9v4GF3fyWDOM0AdiwoLmHC20NvnfzJqBOAbslYdFIYs/qj\nbNjgIG2sH95zXaTUmIw8DzZDksNXUQ+rtmiMXdC+fftXzQwzI5VKkUqlcqjGJMfl6Jf+bD42s+Wq\npMysianlRfr/zc1sZZuNrzRqPcEKNR/zyhfNL0NfttVv2mZxs2GWOAmm67AqE6wvgB2qiqAHCdf7\nSEO+shiDXIt2X9GGGxMi8UR7VNx7Y7DmrjWIxBNtI/HE1WjgnAX8KxmL3p+MRVdLfhLIxl15+fXZ\n7tDT6qQqyuqNf7xXgzlTftwbuLAWk6zZKAJ8WSSeqNKyOHw2twK7B+OQmhx3JHL5iq9s8CPjGBPQ\nArkgEk/8c219B8Go4BI0+dwSpBpZrGcEuWk/YHgyFr2/tKiwLorCHoD6TX0SrtnrUe+Yq5Kx6Fuw\nlP36dDLs18NipQhFfnu4+2O+xD2wvpmdixY3r6OeS9/zB0K4x85DvRIXhIe7IcnR9u7eIa9ug1dm\n/O+LgTc2HjhkMpMvQAGuS5Gr4mwUDW+bSqWWMlSaNGkSF154YczdOyNJ5rbAHu6+G/BECG7cBezr\n7g3Ceby7IdVzZLFhImRP0w2rn0Q1VQ+ha/Mf6J6PAO3rNGgc3+ecm/4FbDJv2sR+Hz/T9yJkXtHX\n3cvD8Q4G/g9lrpojieHNKCHQB2XInkO1WHsDNxQUlzRA5Gp4MhYdHoI456FefN+G47YJ2wx19+Gh\ntrMHkjiPDpniHsBAd/9vqCW7GRleFBcUl1wFXDPz56/3+mzYneOTseiMUNuVJmTDwuukXQmnhP0b\n/T975x0eVbW18d9KQgARAQHFjoViQbyK5dprRp1R7N1r7+gVEJQyE8iAoKKIinjF+tmuvdyMOoO9\nC1bEgliwIUVBOoEk6/vj3SMj0gJBkGQ9D0+S4Zx9ypyz91rrfde7EA3wSmC6u2fbGDQL+95jZvMa\nN248BKhvZvXMrKBp06ZD8/Pzf7DFiOSY2dbu/i4KDieHe7w0a4zolQC4+wR3r3IPzaraWh9gATjM\nrCibW47kIvPrNmxSFyFYE/kzgvUHqfZQcP8zfxS/yLW3WAGaYHAcH0MZzrXCIslUU7Qg3hAaK68V\nFkmmto0kUwn0Mn8DnJuOR+9Lx6PTq/EwD1he3rQW7fYtrN+kRZ2KBWX13h3ebd2ymVN3Bs5Zi4Os\nD9E7dPGSrjFH9OKMkOFennFLgRcRkrVC/WZC4HwlaqDafVWJjwRq8gBE9xhoZoeHRbvWVoNFkqnD\n0Tx2bToefd7MNmVhUuUqd/8lPIc3osU9m8ktNDUZvhxRfW4PVBkzswhKJoxFPbK+ht+dhj0RGt4Q\nuMTdn69BdMBc2wc5pS8BmFkDYEeCbLSZ7bPlfieeWNig0fTzfjriN3Qv70V1IB8jESuQSlvd3IHb\ntGlT2axZsyxSeDBSfCwHcMnct0E1LovtqVNrtbYUOwaxnIagoOhZ5FtehmiBOwMHFNRdJ3HAVQ+c\nDGw+b/ov/d4Ycv7ZwCaIvpdNtHRAdVvFKAHfG6mOjkdr4DvAwygA2xUFVw0QqvV4Oh79n0nV9F9I\niGJ8GHfjsM1j7l4atnkLoWYjzWwwCg7bAseYhCQ+B8a4+5P1GjU/9K2hnT6d9t2njSaNeb11xYJ5\nncxsHEKurnX318JxNkSJqe8RYvcsUlJdB81vs02CPgOQkvAMd38tLy+vzqOPPlo4bNgwXnrpJaZO\nnQowv1WrVg8Dt5vZXEShPN7MzgReNbMZCFn7kIWKi2ea2dNm9ryZjTWz4vAdDQS2Doj0dWbW0syy\nlMl6ZnZ3QLQ/NNG6s2M9EcYaZ2bXVvXBqBEBlsFv5WVzQAFWnfw6dRshNZfpLB7BWjSY+owl0wTf\nB9oGrn5V7TWgxfI6jWuyBeezB5Iv/mB1n8/KWlAD2yXbHBg1uDw3HY8+no5Hq52yExrnPlVQdx3b\nav+T6gIFFWVzKt665ZK65fPn7oIm1LXV7kU1LvsvaYNAv7wJNSFeXlTqEaQ0VLwEJdBlWkDZ4miu\n7LuC7/kyzWUZ5NgfAsRDJrDW/iKLJFP5kWTqQlSQ3i0dj44Owc9A4Al3H1pUUloeSaaOQc/E8HQ8\nOjwdjy6whfLrzciRUA8ORxJlsHu6FACzmeoWyJE6DRWO3+hSm6xxFtpTnAHckUMrPwlRidoDn2B5\n18z5dcLFZTN+/dmwN1AydEOULL2b0FurT58+9uabb37harw83d3LJ0yY8Eh19tSptVoDMLN9UUlE\nP0Qd/hQYhZDt61EAdQzQ+8BejxwKtJ8/Z0af164/8yRUV9XXJfmfrTXsjOYLJ6BJKJHQD/ma96P5\nYjdEC2yIAqdHgkT6EUgivUeo9c2qGl4NPOTuz5lELy4Aprj7R2a2F6Lgvobo+Bsimfg+QDSSTK3f\n6uDTz6tcMH9uky2274GaB49AfbIucPfR4ThbouDqGYTqDwvXMAWY4+6HhHt0GEombgNsbmb71q9f\n/7+NGzfO63R5Z3r3H8hJp51OeXl54dixYy8Fity9fjivPjm3v6W7r4sS37m2GwrudkIBWQfEPvg6\nvNvdFtn+EgBXP7yTgXtN9XSEMU4E2gEnVpVhUiMCLCxvesWCeYYyXA1QRmwyohO0ACYBTcIk/wtQ\nYCpCztoShS4CleETlE2okgWK4ROsHSjW+cBUVFv2t7VFmgOfhWS1z0/Ho88uSe2uGu02MyvbYLs9\n6zTYYPM8oGDB3Jlz3hxyQZlXVuwVSaZOWMXHXy0W7usg4NygILak7Uai7+Oq5RS9cOR4fQ/0XtEe\nY+H8rkFF89esil5ZWXP3nxCX/zskgLHLMnaptWqwoATaB60HV2QSsclmdgaSTu/r7iMiydR6iIqy\nJ1K/fMckv34McoAeRwXeMwMydQQKuj5ElL/vAMysjpmdiKivY5Dq3Zi/9orXOOsIfJ2OR7NZ5U2R\nkzYCOWf3t9zrmI+mfju6sGJBWQvDRhs2HyX1ng2B6Xik9HjhF1988cNPP/30DnDIqFGjBo8bNy5X\nBXhpPXX+GT6rY2ZLEreqtVrLBkTnI0rgmYii+iSaR4Yj8YVzgOKiktI9CIIVrww8JYaofcUemoiH\n2qerUIAyCwUNdyDfsiT8vBcFDruzMLjqj1Sunze1gTgSoew/h3E3Q8HVfUHAYg8UxN0ClJnZQSjY\nSiPftyECHa5DrJqtgWvmTpv0yZypE77PJGIgRK4VmtPGh+O0Q4HhcHdPIeXDAvRenwa4mW0T7s8u\n4RpKEWJ27qxZszYY9/U3s94bN555DZuz0/Fn8+Sz6a9C4nEUgLvPyCanUL3Xkhqsj3D3X12tLp5A\nIiNLs72B+8IxvkBrb+vwfy+6+/QQBH+G5PKX22pEgJWXXzC1csH8Okh7vyFQP7+wXvbL2SCTiFUi\nSHfTQM1YrNDFUmhab7NiaoKgBaT1qui981dZqI3ZAbjx7ypqkdMceBgLmwNfmo5HX0nHoxV/0Wl8\nDnxSUFi/YJsDT62DuMsblM2cmvfmzRd95+4HrSrRhdVt6Xj0W+Sgdl2GeuLDCHm+YDnHdbSYzAS6\nBcntFTm/SqQW+TLqlbX5ioyzPObu5e5+Lwo6O5nZ+ab+IitsVk3qaWujRZKpTVC2+TugJJOI5SOn\nqRWi840LtaVDULB+VToenWxS4+qPMqad3f2lUOC9CUK99kFOyOM5xes7olqfVqg+67Ecp6FGWiSZ\naozq0nIb9p6LknUtgZF5BYWfTf7szRPyCwovupIr72hGsxcRgmWIkgn6zv6DKFZfVFRULCguLh41\nd+7cRRkHd6DvcXSgQp0SKFrHAdeEzz5CgXSt1dqfLAQuV6FA5GDUz+l29Aw+iVCbzkC/opLSNsin\n6J1JxA5ATI3evrAP3hYocXMz8kP7IaRqFArWvkTtg05BfmavopLSrLLffZlE7AWTnPshKLianDNu\nP+Aed3/RzPZBaE0xSiish4Kfnoh+1xIhbre5+8fbH3355gX11m0OPPb1yw++gt617uFaUx7EXALK\nfyWiCr4R1pp6CJTohsAMEHoFQtd2RO/X/cB3VwwZ3nPoiLcLtmi7PQ/dfB2P/ecmNtrGHzExAAAg\nAElEQVS69baWl7ckX2DRvnm5tqgPuiyfdGl0/FwdgQoUNC631YgAK79O3akV5QuyjYbLgVkNmm02\nGz0osxGitcSGw+l4dGrYbknw4EhgpxXJkIfs+DNocv/bWSSZao2yN/1XBXVuVVtOc+A7kEN0C0tr\nDrwKLRxvuJlVNN1ml8L1Nt6mDnpem8z5dcIWI4d3fR04ItSIrI32FJrEjlnSBuEeDQa2jyRThy7P\noDnNjeuwEsqM6XjU0/Ho4yiTePWKNDVeXgv1JwNRprMEeMbMTgkc8U9soXoaZjbeJKCAmXUws1fC\n733M7HYzy7Bs9bRXzex9M0ubiqFrhAUFy2tQ77o7MonY1uj5Gocyz7MCcnwVMDQdj96dScQqzGz/\nsN37iPo3OaBZRyOn6w3k7GR7YTUx9U36NyoI75d1hGqiWY6q1/Qfx17y5k0Xtk7Ho9mseweEJJa6\ne7qopLT9IcVPPr335cP/NXPS+FcHMrDsXd69CEk1H52lWCE68EvAIe7etU+fPsf37dt31z59+gx1\n90HZY4cERhd3387d27v7LeHzj4CC8Nn27j78r7sjtfZ3sYB49kFBz1YI0bkOBSpvIbSpJ5I0b04Q\nrMgkYrsCURRc/RbG2ggFZXcgv7M/qs1/HQVC41HS4BQUkPQsKiltTAicMonYS6jeah8UuGRbG2yJ\nEKU7XeqAB6GkRTzUf+6NhN4GomDwdETF/Rb4IZJM7bT+ljt2ryibOzMdj6ZReU22lOV/hBpHMzsc\nJTsT7j7azNYJ5/098Imrx+NFYftvkQpiHzP7EjX3rgBSw3p3fbz4jOMKRzx8H3sd3pFvPvuEho2b\nVIR5Ylcze8XMhprZW+Hal8h0AQ4xs/VNSoZHoXliJgJXFmevIWQQM2uNyhXGLmHbKlnNCLDq1v/V\nK8vrBHRqHjCnYYst57NQ6GIj/ih08S1SGcq1pdEEZ6CX4x8reIrPAjtHkqkWK7j/arFIMtUIUTRu\nXgmJ8tVikWSqYSSZOglNbNsB/dLxaCIdj36ymlG4NPBLQWG9wlaHnFGJ3tFZwG/Tf/yyaPSj1z2E\n5P0PXo3nuEosBEKDgaMiydSSRGUIgXx/4LRIMrXtco5djgprWwDnrYxoSDoefQWhSz0CnXRV2KHA\nhMAL3wiJIAxH/PcdUSbtouUYZxegoy9bPe04d98FqV+t9appocbyCKArago8wiSN3Ac5JfcGCk5f\n5EB1Tsej75lkw7uhOodc+fXNkZPVAakM/i98nmdmUZS4mYJELN79yy94zbPGSNimZaNN22y712W3\n7Q+/I63nIqpRFtnbBxXJPx/+bnMyJ7cH3nL33J6DpwHvu/unS+qDtSQzyWzj7rWoVa0t0YLTXozW\n6UpEyeuLBC2yz1sf4LaiktJ8hKb2zSRibVEpSK8c5CerovdfJNLSD/W2egHVeE5E8/7JhGbDRSWl\nTQiBUyYRewVREHdGwdW0MO7WKCl3u7u/ZmaHoXejF/BdoD7vG84zherLCcct23LfE9oDV0z/6csh\nlRULysJ5XoBAhmtRIvRoM/suXN+V7v5NCDyvQf2yosAFpobAJ6BE8aPAxghQaI6AjX8BN6zbrMWj\nXun5v/0ymQcGD+S4Cy8nv6Agv179df6L1qcOCIQoAv4POGgpX9MbiPL3EfC4u78XAs83Ta0Xrltk\n+1uB/HCuDwNnek7D95WxGhFg5eUXzLC8/AVeWZGHUKyyhi22zDYbzvbCyhW6+AOCFWxpQhewEjTB\n4DA+Bxy7IvuvDgtUqyuBl0JD2L+FLdIceEMWNgf+ajWfGvC7Yt4TQF6TLXao22SLHdZD59kUeHPi\nJ6+e+c1rj94CnB5JpvZdnee6Kiwo990OXBFJpuouZbufEGXryuUVvQhtA0pQouSUlTzPj9AieG4k\nmTpyZcZagn0CHGxm16Bs43fhs9ZogX8cLZLLsmcCFx1q1dMA0YGRZO+hqN5qrJldgubfq9z9rUgy\n1Z6Fqn+90vHoLyaJ4JuRctXlwakoCPVUA5Bz1dvdJ8LvdRWD0PfXw93vzUFbaroNBLZ+9boz3nn9\nhnNaZhKx7BpyA7AfynJ/W1BYv/MXz94+6IWSYw7JJGJv7WP7bDiWsVNGMnJXpHb2vpm9blJF2wv4\nLT8///Nbb731wbvuuqs+0KiysrJ+Op2+Lz8//8OA3F4AYGb7m9nLZvYgercws1nZEzSzbmY2KuzT\nN3zWwMxSZvZxcNZO/MvuWK2tVgvB/1UI3R6LZND7ouClHJUVJIGHikpKpyFKXP9MIrYJC1X9JoWx\nGoVtUwhhSaLG5SkUCE1Fok4nofmjZ1FJadOw3e2ZROx1lGBri4K2GWHcVuGchgW6XkcUmPRE/fwu\nRMINV6FgaBBCfXdz925FJaXXtzr4X/sAvT/+74A3EJ3xOkQzbB9Aiq8QqvYEcLq7TwyUyUEIDbrN\n1WKiCzAauDCIVID87fpI9KcEsUF2nj7ttyunT/vtl8J69X395htUbr3DjnO/+GDk03NmzRzn7nug\nIPBkd5/l7j2RGmFjAHcf7+65bJLJ7h519zbu3jf7obuf4u47uHu33H3cfZ67n+kStvmHu78cPr/H\n3Tvl7B9z91eW8oj8yWpEgAXMysuvM7+yorwOgiTnr7thS/hzs+GsY/ETsH6AO7O2RAQr2DvAbita\n44Gi+r1XtG/ParCzkBLjA6v7RJbHcpoDDyX0TknHo0PWUOTtEWBWXkGd+q0jZ5eDzUDI677Ac1+9\ncO950777bCBCYla09m+NtXQ8+hqqgzxrGduNQuhvz+WVUA8BbALYZ2Xr2dLx6DeIk35YJJk6uzql\n9N39S4Q+fYKc947ofbsSLXCXIBQAgnpa+H1RtcRcrnqNV08Lkv0lKGHRLZOIVaD72wjoUlRS+lMk\nmToVOQeD0/Ho/ZlELN8kv94Z9YzJyq9vhain26KA6/lQg9XAzC5Ez1kKUQi//+uvdo22q/Lq1J2w\nX7d7n6won38G/O507oqe4VOA3SoryvtXzJ/3XcWCsu2At9/gjVPa0rYuqhe5OKCu3RG6exfQvWPH\njl0vvvjiGSeffDIAH3zwAYWFheWJROL8MP55gUIFqp/r5e5/SJ6aWRGqk9sNOaS7mBTjsshy++Cg\nPU+trfVmZoaSMpXoO++GApSDUQL0VoQIpYtKSr9CzJ7rMolYQ8QcKM6hCzdAc9BbCAkrQVTjx8J+\ns5DI1gkIve1ZVFLaLGw3LJOIvYWoxlsgFH1WGLcNSr7d7O5vmdkJCEm6CtVBdQ779EI1V1eEv3sW\nlZTOiCRTp4ftu6fj0fG2+B5XhWG8Fmhem24S+xiAhDQeDdt1JMjNu/uocP+iqK487u4jgYoGzTZt\nV1Cvge/b5a5o504XXnrumWfM+3fXK+Z8/tR9zJo0YdGvoaq1Vavdak6AVVCn3CsrCtELUtmg2Sb5\n/LHZ8ARg40gylRcKkr9Hk3jWJgCFkWSq+eIOEDLvk1h6ELZECz2VXkac0TXaAnKyO3B9oHWtsRZJ\nprbMaQ48HbiwOpoDr0oLaNpowBtuvHWdZq07NEX84U+APYCPR93Z/cTysrl9gUsiyVSH1Xi6q8qG\noYTFslT0HkW87uVuyBzetd6onm25mhcvZazJyMFri1C3aumVZepbMsfd70eZwT3RfNQyfDYHNWW8\nCKFb2fu0NBS8RqunRZKpzdA8MA7oF+qtrkfJsQFFJaX1ED1yO0QJ/Cg44jewUH79w3CPTifUxiGV\nwSkm249AOUEBwIsh61trOVa4bpP8OvXXbQzcNX/WtKyI0OmIKfKCu88sKiktLKi3jleWz8/2svmk\nHe1OPoETNkRB7aMBdX0QBWWvAm8+88wz3UeNGrVO9rZ//fXXfPLJJ3VLSkruAt5FwXWrMOZId/92\nMadYFP59iGq72oZ9fkeWzWwfr6Gy+jXQTkT06rvQ2nEbYhP8AwVaVwEfHJR44h2UWLklKO5dBpT4\nQrW9eigI+hStXcWoFul+lDybj+ab4xGS26uopHQDFLzdkknERiJaczMUvMwJ426LGBVDgJFmdhpC\nn65CiPuVSNSiGIEMvRCSVFxUUjoPNbv/B3BlEPDZF61r1wDfm9nnZnY3Ah/OCJ+fZmaTERWvI3Bj\neB/Ho3l0ayBjanr8DgrWzN2/iSRT1rDFloeXzf4tVj5vtr/Q58ibysrK7iqfN7f+Q3fevu6Q6wfV\nnzx58rH5+flHh/vfFrgloNXfA5UhuGsZPvvAzD4AvsyiTmbW3VRv/LGZDQyfbW3qa5VFvttW7TGo\nmtWgAKtwgVdW1kMZWytct0l9xOv+FWgR5NZ/Q9kI+LPQhbNsFGtl1ARBkOshK9oY9a+woHZ4AXB1\n6BG0RlokmdoukkwVI7j8a9TD6v5qbg68Ku1+oDwvL79B60PPKQerRL0YpqIJMv+l/sfviyatzoHS\ntNZYOh7NZvEuC7V+S9ouK3rRBvXXWN7xf0EL4WkrW0cV3oPeQCHQp5p6ZbVDC+VHaDHsjRC9RwNX\nfCpwOMoIzgBuNbPX0bOxJKux6mkhUB8APJxJxO7JJGJHIgdisLs/VlRSujN63j5GBenTTIIV/dC8\nnJVfb4OcmC2QvPqLAbXaBNF3jgWudvehHlTCau3Ptm30wv28srKChfUfdVDS7l2gLCRLLqhYUDbr\n59GvZMVA6jWi0da7s/tjwG/uvhMKgt4GdnTZhRUVFT3ff//9H4YNG8bs2bNnuHvFdtttN7CioqJd\nQGm3dPWcgyWrkRkwIAfZ3cbd71wUWTazRLXfnFpbo8wkEHEICnx6IXp2XTT/Zuuvfjoo/ngqv6Cw\nBLg7k4jNQghR/2ydYKh37YWS9feggOhHNC93Q8/cdWgO2Q8hSxugdeqmTCL2Hpqz1kFBW7Z/1vZh\n3MHofToLvUs9UCIujtCefoi9U4JEH64uKiklbNcM6JlJxGaEee8sRGn8JNyGViiJ0RPNkUchVe5n\nUaA5JFzT48iP/pyAvqHyl7dRcrhu/cYb7Db7lx9L5k3/ZWevqLgN2D4vL2+DIUOG1LvlllsYO3Ys\nl1xyCbvssktZ06ZNR+d8FfVQ4moeSi7WQ8jcIe6+MwqCbwr35LBwjru7e3tUOwYqP7g0IN9XoGTY\nKrMaE2Dl16lbiVcWogcs38yaIt3/BQjuhD83HN5qkXE+Y9kB1h4roVL2SxgjuiL7r2oLgV8v4D9B\nVnuNspzmwAMRxWckCqye+BsqHL6OHOf5DZpuUtBix33rIRprOQriM8Aegd89AOgeSaaWViP4t7N0\nPDoaeAXotLR3KiRH+gGnBDnt5R3/J5QZvHA5kLJljTUffQ8/AgNXlurr7ml33zE4d7uGQt0XA0e8\nnbufHYqaB6FF5S2ExnRbEfU0d9/X10L1tDAndEROUP9MIvYmcmb2B7oWlZSOiSRTZ6AM7rXpePS/\nmUSsKcrA7kGQXwfqmNnZKNB9CDlOU82sMGSLr0Oyyp3dvVoUqNZWiyRT6zbatPWhC+bMmJ8jKLQ+\nSiplew3uDjSrXFCWrR8kj7x91mf98i50eR741syOR3UoTxFUxUKB/+YTJ068Z/bs2WPefvvtiydM\nmND9jTfe2C44uJhZ60DTWpqlgbNNoiaY2SZmtsFikOWdq+GW1Noaama2Ewo2rkZzyLuIqXQmWjvO\nBObvffnw+/Pr1O0HPJZJxH4iSLi7++dhnHw078xB7IyewDRUstAFBWwDkYLuAQi5aoGCoxszidhH\nYR9DCZz5Ydx24fNBCGm9ENXU9kS+QglKxl2LWDADUMJ5cEDskyhgKckkYvNRXdnB5PS4QqDDbBQ8\n3YHojMeixFxb4GmEPp+FAreP0Du5CUK2phHmxfw6dZ/Z/J9HxieOeb3Fgrkzyyvmzz0IeLKioqJu\nq1atuPjii1lvvfV45plnaNGihR1xxBHJnK/jAXff091bI+ZFW5SYGR6Sjo+yUCfhYERtnAOqNw7v\n8p4sRL7/g9hrq8xqSoA1s6BufatYMK8MwaIFiCYwBUXFdcKEm1uHtbgAa6kIVjoe/QHp5m+zEuf6\nOKIuLVpLsVot9CbqCrwbamTWGAvNgfdhYXPg54AL0vHoc39Bc+BVYiFoeAxlauq3iZyTh+VtgjLn\naaS0NQQ4K5OIlaMJtmckmWq1xEH/nnY/muCXqpoYJJ4Ho0BzuRsBh0RBf6DLygaogS57Gyr0vS5Q\n0laphaz9y2iR3mv//fd/3NXQdrnU09ZmC2IWlxIchkwiNh0FoWVA96KSUkeO05bAv9Px6JhA8RuM\nnJUeLvn17ZG4RTOgk7u/HlCrXZCDtAnKij4d6OW1tnQ7sV6j5q95ZcVrZjYG0a4MPbNYXn4ecvRu\ny+5gZu0a0ajlXOb+iDMbySp3Rd9vH+TIgdQabwNOqaysfOmNN954cMaMGTei5OgH4Xj/YRn9bALC\n9SDwdnDeHkMO6qLIcr+Vvx21tiZaoAdfgehwJ6NykndQ/VMSOAJovNMp8WHrrL9RX2BEJhH7DCFO\nQ9z94zCOhX3qIhSsC0okDAmfr4fmoaNRc+2eRSWlG6Hn64ZMIjYGBVpzEZK+IIzbnoViFaPRu7Bl\n2DYPrWtfh+M0C9u9BQwPaoQDEV36+kwilofQsS2B7r5Q6bB1+Hyquz+G3pt9kH7BTojNFEU09Wnh\nWI7W7IGoBvUXd/dIMtWm8ebb7TJ7yg+ff/3yg88g/YNHUU+t22Kx2LD8/HzOO+88tt12W0aOHPnN\nnXfe+byZZdflxdVgdUYBb3ukNJhtlWRA+5x9CffktxxUeid3Xy4V4hW1mhJgzcqvW7+gfO7seQhe\nrQ80wWwKC4UuNkLZ56xTNB7Y1P7YoPNboNkyKHwrRRMMWfXRqJh2TbJT0ARxz2o+j98tkkzViSRT\nRSgjdCQS3Lg0HY+++hc2B16V9iyaVMvqNlw/b/PdYzNR4B9BTvzxKKjskUnEfkBIRnEkmVq0xcDf\n1tLx6ALkFJ8ZSaaWmm1Kx6Pvox4dPavSky4dj37OwgB10aRKVc/X0/Hoo+hZHFAVRG1lzN0nde7c\nedC+++4bNUkJN0Lz3F19+/ZdbN3o2myBVtoPOS/dMolYS5TF/R9wU1FJ6T9QIDUSyShXmFk3RDMp\nDs5EoUlxrjtS0bo28P6bmVkP5Fzc5u7XeOg/U2tLt/AOH4Sy0acgut14YH93r3T3ew7p8/QbwJfp\neHS0u7dElKOLpjGtS8YzWaR5Mspi7xsQ2RIzywPGIOrrtq5eYx3cvam79wzI7w7ufoC7T3f3V9w9\nlnt+7r5uzu9Dwj7t3P2f7v714pDlVXzLam01mEmaPIGC8X2R7/MECnquR+InrbY+8NTrN2i7e29g\n1Aslx7yNKIO3ufuoMI6heWJDhB5dGsa6DqGvWan2jiwMrjYhoFKZROxzlED4FbjegwKsme2M5qUB\nKPHfJRwjgUCDAQhpuh31dRqIFGX/W1RSunE4/itI7j0ruuFINGN2OMYuYbx7kWrfumG7PKQXsC7q\nJTsA+dXfhv/bGNHzrkGS6USSqQOAxKwp33/+0/uZkbi/g5LFxwPjOnbsePf06dPPLisrY968ebRu\n3ZoTTzxxC0T93w4Ji+xqanuxNQI/xqJ17md3r0QoWlZkLoNEQnYK17K+S2kxi3wTamZXaWlFTQmw\n5uXl16mcP3fWAvRwNwbmrbP+RrNYKHTxB6l2lw7+JPRwAhCc9rGsIrn2HHsU9QKqloL5lbVIMrUH\nWhQHhn5Cq/t86gUFuOFImvdmpHwzcjX3sKpWS8ej36FMehOg3jYHnb6e5Re0QypyhSijuhGC6Htn\nErGPUfa271+BnvxVFu7Dw0DX5VDpfBy9txdXhaqbjkc/JChBRZKpTVb4ZBeO9xJaiHtGkqm/pKap\nUaNGm+fl5c1d5OP5/FGsZ623SDK1Bbr3n3/88MCrM4nYcciZSRaVlL5QVFJ6DnJ6+qfj0ccyiVg7\nNIdMR2qAX4eFdygKUju5+9umRs1HoUTG9+Hz91fDJf6d7UzgyXQ8Oi38fTQw1t3HAIRekDGEamWt\nIzC5nPJm2O+sktOBUe7+Wc52hyMRq+eQvPXvSG74e6lmZpfbH5WDa60GWmAz9UECNpugGqPhKNi4\nAyXh927WqkP/rfc/+QrgqxeSx6Qry+eXIFraGznDnYaobCUIlW2C0Krzw9glCAk7CAVXmxFQqUwi\nNg4hZT8gRKwynF8HFFD1QwIZ3VGw0xf5tgOBl9z9vnDu/VGCqDSSTLVGAdFDmUTsvUwiNhYlmU4P\n51AQhCBGoiClLaIH5iMKdBMUXFWg5FUpSpK0QIHo9yhwmoio1Om8gsJNEeLcs2zGr5sglOtZRJfc\nCOhSWlo68oEHHigcPnw4t9xyC0OHDuX222+vG45zHUqgT0T+96csVLC+CzjDzN4J15qtqZwR7sk9\nZjYX6BdEME4FzjGzz8PxO5rZ+CBaMzL82ybc5+Zm9ripVcMoM9tr8U/Mkq1GBFjB6Z5ZUTY3DyEC\ndYHfGm3apoyFzYazUu2b5ThmVWo4HGwcUH9lHNwg/zweZTRWq0WSqU2BTsCA1S0QEZoDn4wmubao\nOXBxOh4dszYFVovY02iyqCioW79ymwNPHY/e238invNJKAj7Hvh3qDG5G0guC/H5m9n/0Lt7/NI2\nCs/BECRQU6VaxnQ8+hZqUJhcklpoFcf7EC3KF0SSqdiytq8GG89CikTWCsPnNcIiydSuyKF4IJOI\nPTHp0zcSaL7uXFRSOh2hWC3Qu/K1SX69K5I2vh3RxTsBlwO3uvuNLnGLbRFavAuqT3ggWwdRa8tn\nkWRqB0Sffxp+RwmORPNV1s4FnsqqvJpZc1Tv8Z988qNAZRAa2RNl1snZ7mT0PTZDjtcfkFy01i/N\nLkeZ+FqroRYYSz2RiMksRC++HglBPIXW3qMaNN+sz86n97kE+PXF5HGPVi6Y3w94ONC1s2Mdh9bp\nYuTYb44CpjORX9kHJRMOQcHVFgRUKpOIZanrX6J5yMOYu6HnNInofz1R8NOfhSjZk+7+WKgfy9IV\nX40kUzuHv29Ox6MvIDBhG9TUexOEFB8LPIn8iZ1QO5Akokb+jJoRDwrnZUjN80IUeD2BmgCfC2y7\n+T877rdf9/seLqjXYMHbt156TyYRa4ZqphIoMCxDdWo7tm7d+uhOnTpVdurUiV133ZUOHTpw+eWX\nlxUWFj6NateeQUHZHu5ez923QkIa+wdEeQ9375FFoN39LdTu5hR3r+/uF6MEWiN3PzRcY3d3Lwlf\n1wx33w1RjG8Mnw1BIki7hvtyxxIemyVajQiwZDa9YsG8fPSlzgXmNNq0TSV/pAjOQDDpemGnxTUc\n/pSlIFjBwXuH6kGxjl2JvlorbZFkah0Eid+bjke/XI3n0TSSTJ2D4O7mSEp04JrSHHgV21uoCLUB\nkL/FnsdsnFdQuA2a6E5Czkl3RGXYEDg+HY++jLrD948kUxusntOuXgvv1Y1ALJJMtVnGtvPQgnNi\ncOqqcpwRyAFMRpKpxsvafjnG+xp9P7FIMnVGdfbKWtSKi4unAGej+W16+Hl2+HyttiBmcQxKBiUz\nidh3qN7hByBeVFK6PXIMXkViF03D/zdHSNQHZrYrWmAduMTd3zezhmZ2KcoqP4ooND/95Rf4N7fw\n3J+L1pJsYHoWqr+YHLbZBTmhT+bseh7wjOOzgPXzyT8ANWbdEylnbmFmLyKHeEfk07Q87bTTCh57\n7LHfB1l33XXrAy1NzYVfMbPHzOwLM3sgUIUuQ9Sml83sZWqtxlmg812GkI0PUXPgrLjFOygRf1ZB\nvQbFe1067F9AxdvDLrunYsG8foh+93zOWIejMo84osttiwKqU1FyuBghrtngKlvv1T+TiP2IAqUP\nUfCTDa7+Gc6lL0Jl48g3GIjem/7A/7n7swFtuQIJYoyKJFP7Exofp+PRUaYeV12Bn9x9cDjt95HI\nxnaImvc/lMTYHvkZ36P3qzOqdypz9x+QvzwVMcDiwM516jdMtz3svD51120yZcHs6f+ZOfHbnRFg\n8AtSJOyE2CaYWbvPP/+8+IYbbpg4dOhQHz16tE+aNKkcOHv+/Plli3xNO5jk1T8J97IqFPw7gLOC\n4MiJqMYyaw/l/Mz67gcjafiPUIC3nplVSeG7xgRYlmfTKxbMq4OUVeYB8xpt2toRRfBnJNXu/LEO\n6xv+jGB9CbRchghFVpJyhS0dj36KMgpVhiWrw8KCeDkwJjidq+McNookU52Q05OH6qtuCnVqNcKC\nM/IMemYL8/Lz527f8bKxSL1qMlLf+hYtBv2Bw8xs93Q8+jxyVPpHkqmmq+fsq9fS8eivqN6u67JE\nYNLx6ESUeexeVTQqHY8+jWrcSqpDcj0dj05CQVY7JKm/1AL7lbHi4uL/IorGIcAW4e+12gKV+t9I\n2rhrJhHbGGVd7ysqKb2vqKT0POTM980kYs9kErGj0LvyJHJOMLMuiDY42N2HAnPN7GBEGy1DPa1e\nyzo7tVZlOxCtva8DhOLz7QhOVvgOzwduD3WXhIC3JcqMb/U8z0+rpLIfqgNuhb7zW5Cy26Mo43wT\nMD4vL29xvs348PMfaG3bDtVy7OXuNyH57APc/YBqvO5a+/vYaSjIfgo9WwPQuvoDCj4utfyCkgN7\nPtwRaPThAyXDZv78TV9Ex3s6O4iZHYCYFr3RPLwrQm2OQ0mABKqjjqDgaisUtPTLJGKT0Jz0JgqW\nssHVXqjRcTHyUfuguqxB6F3oCwxz95fNLILepYS7fxpUVM8Aeqbj0c9tYY+r21AiLovc7YV831/c\nvV24B+8Be7t7VtjsJITy9kA1qlsh+vUkhJSVr7vBFi2at939EETPvcW90hGS3BEFr719Yf+4NqhH\n1w4HHnjgzZdccsm8/fbbr6y8vDw3EZnn7meGuth7UEKsXbjmqojBPY5aucSA9xepm/XF/J4H/DNH\nEGMTr2LrjRoTYOXl15lWsWB+HcTRXgAsWLf55gWoyHASC+Ua/yTVHjIbAKTj0UQGpB0AACAASURB\nVDI0UbdeyuE+BVpURc1sCfYIcPyqzHovxY5Dzvvtf/WBI8nUVpFkqjuaPKYhRcDhQca+JloaQeuV\nQH6LHffbNr/uOo4Kuo9CjmIHNNFeDVxqZi3T8ej/wr79qwONWRMsHY++iRTBzlmObT9C96ZKohfB\nHkL3t7g6FD3T8egMhAavE8ZcZVSk4uLiKcXFxaNqCHLVCAVL9Sd9+mbPTCJ2DKKK9SwqKf0K8fcb\nI0rgb2HbfwJd3P3F8PstiA7Uyd1Hm9kWyMk5HDURvj1b+F1rVbfw/pwODE/Hox7EKM5H9SrzwmYd\ngR/T8eh7AGZWiALeYe4+H+fjozjqR7QeXO+yqQjJ2hwFVvcCewNTPvjggzcrF1SWs4DZwNyysrIy\npBoMai78Y6hp+YgaVqNYa382MzsUqePdgRz+IQiBqkTUtKssL//aQ4qf2gfY4sv0XTdMGTsyjoL7\nR3LG2QOxCBJobtkfBVpHojU6joKuQ9EctQ1BlTCTiP2KgroX3P2hnOBqX0TDK0YoWhKhSUNQwNYb\nuCHUiR6HxB16FJWUfhtJps4Mx+qeScR+sJweV6ieKdv8ONvH8XngGzMbhKiMvYE8M9sAoXD1kY9x\nGPJJkkgpcKK7eySZOnjrA0/9x4SPXtw6k4j1CwqI5yG6/hYo0XJnoPSeiuaFgUC99dZbr+Tuu++u\nP2bMmHqTJk3Kf/rpp+8PSa4uof51EAoAHzSzf4f9m5rZq6bGwWkzyy2LmInq1AEIc00aJWlzackg\nRCv78+3wewYhbdnvdieqaDUnwKpTONUrFhSi6LQcqMwvrNcYFcWVA01CFP8DAcEKqiNzWNgnK2vL\nogmWo4LAlaUJvh/Ot8NKjlMlC1zdGKq7WvAXHnf7SDLVB00k41APqweCc1pjLSB276PJraGZTd75\ntD7j0aT9BAo2BqHJ4FdUkNvbzNZLx6OPoaxxck1uYF1Fux34RySZ2n05tn0KZaaX2ktrUQto9vCw\nb8/qEJwJyZkBaJFc6V5ZNd1C0/MbgI9f7Hf8fz5+eEAxosl2DvUM16EFdWAmEeuAVAM/RHS/eWZ2\nJcpQXxPqrzCzbM+bV4Er3L0m0JBXtR0DfJqOR7P9wQ5CReqvA4RE5DH8scbheGCcu38IUG7l+xZQ\nsA8SxPg5Z7u6wGsemrkSss+ffvrpuJ8u+elt0pw4a9asLcrLy3N9nVzaUQXLkGyvtbXbgmjEKYjx\n0BWJJ+yA/L77UFA09JA+T28H/GPCRy8OHP/mE1ehRN99OYHQTmgN7ovYClEUoEQQOtQbPfuHoeCq\nFVIV7JtJxGagtaE0IDXZc9sfUWvjiF53NapfGoZYUlegpNGHYe46ELWgmIwCtx1QcPUri+9xlZVz\nnwq8iALKUvT+7YqCy7PQXHoLqrV6BwVG5QhJywrUnAOc8PUrDz2OGhTnoQDnJxRcHYSEOY5G9VMT\nEI194qabbjr8qaeeKpw4cSLNmgmX+Pnnn9lxxx2zSrDjw7X8GyUpj0dsst2B41yNg+8K15K1/wLd\nzOzDoDxI+G4dBU+5VtfM3g3jdw6fXQZ0MLPRZvYZCnKrZDUmwMqvU3dqZWVlvldW5qEbbKgXVpZm\n9QtanHMRLFg8TXBZQhdQPTRBR9SHE/4qFCuoOHVBTTdXufRwqJ3oEEmmrkG0jXeA89Lx6JPpeHRR\nRbSabM8hx2AGkN9ki+12K2zQ+HM02dRFSYHn0OTwWvjXIyQNHkRCGNVCeVvdFppG3wBcEkmmmixj\nW0fZ7S2QWlNVjuNIXW4eoiWu9HwZlEhvRfK11wURmVqrooXguj9wbyYR+7Bi/tzBwAf7dLnr2qKS\n0rNRdjOeScReyyRiVyBqSzHqZ7Q3chYmoUX085B5vhU5EJe4+7NZ1a5aW3EL9OQYQZAiKLSdDtye\nQ7c8C0iFXnaY2SbIOVXAZdjP/ByvT/0ZQDszaxq2OwAllLLKtqcSZKGB8b2n9X6fI3i2YcOGe6Fs\n+7LsDxnvWlv7LSjGdUYJyouQQl4DJGYzFAVF9xWVlDYHDpz67SfJMU8M7owQpNz6qG1RsDMAIaLH\nI8bCfqhxcG+EZmWDqzYEyl8mEZuLAqdH3f2ZnHM7CL0bvRCVLyu9fmcY6yI0p32BArUdgCuLSkpn\nIfGLRkhduAyhcn/ocYXAg9cQinszQsTKkPredu6+Qzh+MyS0cR+aO+9FwdHG7j6uqKR0VFFJ6XuI\nbtt11sRvX0XB6RTkz3VByZIvEcXv1XD/OoTrqlNWVjbzpJNOqmzRogWHH344bdu2pU2bNpVHH330\n4+6+HVI6vN7dh7r7lu6+Nwoy6wEjQp1Ub3J8d3d/09XC4R/u/nX4eG/gLv9zv8Kh7r67q/XCV2H/\nX9z9xCCisZ271wZYSzKzvFl5+QVllRXlWbpPHgubDf9JSTBn12/4s9DF50CbZQhQfAhsUw2owZvo\nRVnl/XQiyVRd9GI+HGrAVuWx8iLJ1L7opT4DwcwXpuPR5/+uzYFXsb2Lsr4bhn/f7H7BDdMR/P8g\nysSnUbB1FMq8zQHOD4HCPWgirhbK2+q2dDz6GeJ4X7as5ENAjvojuu2OVTxOVia2AVVEwZYypqfj\n0UfQ9zYgkkyt0maHa5OFhMzxwEWVFQv6ZBKxRmjOuqmopPTN+o03uAG9A5dnErF1keMwAyVvpiFn\n5USgxN3vQfTBOJqDbnT3G9z9t7/8wtZeOx14Ph2PTg5/nwi8l3ViIslUO0Q9egx+Fxq4EHgkWyMx\nghFbj2FMy1/4JY7e41fNbDQS9rkIOC38fTrKQDOIQc8BBxj2LspyLw/F83bguVqRi5phZrYheveH\noZKIr1DSJYrm/CuB0tCQ/OiZk77r897dPS5G88jQnOBqKzSvDEY+5enI2d8DoVe9EP0whoKrrPJe\ncSYRq0DP9P2LiGQcEsbphVCeAQip/T8UpP0r/N/34Tw3AHoVlZSCUKKZSDCjDpKCr+SPPa5aoj5V\nqRA4rRv2W4D6AM42syNQENjX3d819cHqE66xu7tPCUrF14X7VpyOR2eG+5NG2gabo8ATMytCol2v\nAeNDkFMJxKdMmVI+derU34NLgFmzZr2bQ3M3/txo2IBPc2qk2rl7EUswM3sy3LchS9qmuq3GBFjA\nrLyCOmVeWV4XXXcdFiJY2V5YG4W/G+U4od/A7703AAgP0eRFP19kmzKUGdhtZU46HY9WIhRrqfLU\nK2vBceyEoNjSVXicOpFkKoIKLGMoELgsHY++tpY0B14lFminz6PJaxKQV7/xBvus03STFxD0PgJR\nCQYhSdGtEOVhezM7PARZtyOENrECNUlroj2EHORlNuUODt4goFtVlRUDTbY/WizOqS40OR2PvoiU\nEXuHXnO1thQLz2wXYM+p34zu8ULfo49A9QzdikpKs/1fnnrjxvNuyiRipxDk19Fzvw9CMr9FwVa2\n4eSNhAywu4/+yy9qLbZIMrUNEuPJBk+boLnq/8L/F6A6qzvCegmiUjUmZw16gRc6zWb2GHf/3N3v\nDZn1h4CGAWk8MGSZD3L37wG60rX9D+2m3fz4FxMuefyLCTcAg8zsCl+kubC7dwqBNu5+s7u3rRW5\nWPstqMH1Rc/mbggFHYXqjgYgZPvdopLSScC/ymZNS7w99JIzUJJzsC/sSbUJQpGGIZ/yvPD3Togx\n0QuhJtngavuwTTyTiBmqYboj1INmz+1QRFnshQKegUDa3R82s2MRnbYHAgcSYbe+RSWl66Kg6TPg\nxkwi1iT8PQ641t2z4jE7oGDqLnf/X6ivug4BB4OAitC+4jBEJxwXapuuQ+qF/dx9bkiOXAuUpuPR\nYel4tNzMtkdMgJcQonwXQtu2RcmQwxFY8GpA/eoB03r27HnXhAkT/sAwadKkye59+/bNClRlgAsD\nIwczWx/VkDU3s9vM7KPw74vws9ei37m7Hx3miV8W+bzlop9Vl9WoACu/oHCBV1bWRy9CA6BunfoN\np7FQqr1FCGgmoCZwIKn2xQVSy0MTrA65dhBsvXlYsFaVHYEcyKGroqdUaA58NKJ97ImcnSvT8eio\ntbiHVXVbGvGRN0Zw/yf/vGhIHST7+hFCWrdADmU3lB1KAieb2Y7hPt+C+Na91pRG1itqIei8Hjht\neZoDp+PRj9GC2iugtVU51jyUvWvPwoLYlbZ0PPp+GPeiSDJ1eHWNu7ZZoIJeDRSMHN5t8Hv39OwB\n0KrorN5FJaUnoaRCz0wiNm7O1J+vR0mzSxEjoQ+a3xLu/gB6X25Ci35nd3/E3Vd7A/W1yUIS4hzg\ngUDpJfz9WA5CeDhKGL0NYGryey4StigPn7W5kzubF1DQNTu2mbVFFK5ss+I/2ecXzzz6lYd/vYXQ\naHiH3fesUruGWlt7LQio9Ea0s/XRevo0CqoGoiDr24OLn/4EuLi8bG7fV689/QSEjF+XpZeFwKQf\nShLPZWH9VVs0H/VC/t8RKLhqhwQwemcSsbph21vd/fWcc4sikYqe4aOBSKjpKTM7HdVQXYkQ2f4o\nyLqmqKS0BQp2RqTj0bsziVjL8Hfa3e/MQdv+iWpQB7n76wF9uw4hWXcjoYseyOft7u6Tg+LntcD/\n3H24u1dGkqlDw3kMSsejz4axDwv7vhLu74coWK0Xxj0QURwrkZ+SCeff/Zprrvng559/tgkTJjB8\n+HAWLFiAu1e88847e5nZ8ygo3QP4wsw+Duf8AaqhPAmhWXUQjXAnd8+txVptVrMCrLr1y72yIh+J\nBTQBpjbZst18/kgRhD9KtU9BBXCNFhnvM5YidBFsFLDjylKygiP5FKsIxQq9gk4Ars7JJFbX2A0j\nydQpiDfcGiipAc2BV4kFFOYjRHn6DsjLL6y3X5MtdngCLQpDEaQ/CmV3znX3iWgy6mZmG4UEwmBU\nV3TlqpQM/yssHY/+iApXr1jOa3kG0SourSoSlY5HZ6GM4YGRZKpK9VzLGHccWqw6RpKpf60m1dA1\n1iLJ1Fao5u69EX06vvDbD59fDWQOTjz5xJZ7H3sNUDlv+i9dMonYzsjpeAo5JnshhOpThGb9GuTY\nuxAaSrv7pNVwSTXB/oloRyMAzGwXlLT8H0BQNT0RybJn14FTgA/d/bOwTwHQ6XROf/4ojvo+57PL\nUAG7mdlwM/vUzDJmVt/Mtq5Xt/7LsZf3ivU+/ah6P34zrhFQv+3Ou3Vs1LRZgzDGK2Z2o5m9ZWZj\nTM1ba60GWKCgdkZJxsnoOb0TJSQHI+Go2QfFH38pLz+/S2VFef+X+h9/OArErs5BgZqg4OoJxCjp\nguaelui57oWQsSNRcNUe0ZB7ZxKx9RA18UZ3zyrWYWZHshCdqoMSSg8ioYnzUM3SVWHza1Dvt5uL\nSkpbh23vS8ejT5pZe5RYvcv/KB9/KIGa6O4fmdnOYbv/BCSrcRhnLkpGzQp1jj0RavdsJJnKjyRT\n56MyhO7pePRjMysws0tQINk91EntiOrPHg73ugVKTn6F/JN/INRwb2DjioqKJttvv7316tWLzTbb\njIYNG7LPPvv4iBEjuiB2wS4oaP3e3duHextx9zZAS3dv7+7bu/vw5XwU/hKrUQFWnboNrLxszhyE\nAqwH/Npsm53LWdgLKyvx+AOhWC5E/ourw/oU2G5pzlBwyLI9i1bW0sD21V0UHxScugHXh3491TVu\n00gydS5CU5qhl/Ga0Hi11lbcnkOd25sjBPWdDmcP2AxlcpoBHyPu9m1AezPbM1CfHgLiZrZOTl1R\nHtUk3rCa7TnUM+7kZW2YI1yxKZKGrpKl49FpKDt3TCSZOrCq+y9l3ImoN0l74PK/e+BbXRZJpvYE\nkl5ZcWcmEcMrKy6z/IKri0pKy/MK6vQHHskkYg+8dv2ZcYL8Okp+9Ud0tGyD4ENQAuI34CJ3fztH\nZKHWqtECMn4mcGc6Hq0MQdG5iAqVRQrPBF5Mx6M/wO81IfujWtGsdWxEo+k3cENHlKEGJRknoP48\nrVAtzPboez0WuP20Tj2HXvdYeta/uicY3ldAgLtXNG2xUa4gTgN33xMlpO6qvquvtTXczkLJ9bfR\nszQEzbt3ovljnX273vNEfp26PSorKga90PeofRCzJ+nu8+F3emES0eCyybFrURCRrb/qgNaXnkUl\npTshulzP0OD8KoSEvZc9qSCffgQKrhqg4O3ucIx/A9ugQKdBONaL7n5PUUlph3C8G9Px6Mtmth/y\n567JImMmy6L8V7n710FAowvQ393fMrPNED3wfRRoVpjZqag3WE93/yCSTGVrsDYBuqbj0QkhKOsf\n7ukV7j4hHLMlYpd8BUxx97lIQGZD5Ls8BLyA2mN0AMzdrwPmNm/efN60adPKp02bdlFFRcWuwKNB\nxOI/LPTR3wTuMbPzkD+0Rtrf3bGqis0sqNcgr3ze7Plosi4DZjfZckcjB8EKGY5cBAsWX4f1Sxhj\nWdSkt6kGmmCgKJWiYsxqsbAQXgX8Lx2PflhNY24cSaYuRVQ0qIHNgVexvR9+5qHg3cxs7007HJot\n4LwfZYU2RxPmxWbWDAUhnwJdzcwCKjoQZZn//XdGTXKUAg9ZHsGIIKLSHwVJVe5tEZDEBHBmJJmq\nDgpwdtzpKPPZENXJ1a+usf9uFsQsTgLOm/7jlwNH9Ol4ALDzRu0P6HlI8VMxVIh+ZSgSvxElFnog\nGsn1iP7THWWCBxGUvNz9Ll/Ye6nWVo3FUE+rj8LfhyO04D2ASDLVFmWw/wu/owoXo0L/bOPTDYFj\n7+GeEYaNx1lgZpuHsW8L437r7tljvI/Qgz0fGDKgX5djDmrwn+LuTJuinKGZ5f868edcSuFDAK4G\nqusFR7HW1mILog27ooaz56N54VJED9wcaLnHhTfeW69Rs17ArS/07bgjYin1yc4ZZlYfBRkfICSm\nNwpIGrGwb9Q/EMLTs6ikdGeU+OsVGqBfAQxw949zzus4VO/UA9UflqBn/A0ULDVF682GiHL3sLs/\nHhJ8l6EeWh+Y2THhHHq5ZNIx9Zy7EPmg3YGJZnYCQot7uPtnZtYujPuQuz+I5sxu4Tq6uPv3zdvs\netiHDybfBr5/oeSYVzOJWPugwDgYGI0CtTnhmFmF1/sRwoeZzUao3TwUnM5H9WWXobl86uabb/51\n2JbKykoqpfj9W46IxU7uvi1AUPTrjfz00Wb2B4GMxXz3jc3s4py/Nzazx5a2T3VYTQqwZuXXrZ+3\nYN7scgSBzgHmrdOkRbYmi/B5E3IQrGB/CrCCLW8d1q7VlJEuBXaLJFPNl7nl8tkFSOb28ZUdKDQH\nvhJNWlNRc+A7anBz4FVigeL3PKIJNkAO5cvbHdlpV+RkHobq3C5F9YPPoEyVoQzQOijLlhtobAhc\n/DcPsqYhhKLr8jTxTcejUxCK1zWSTG24Asf7AS2El6xIkLaUceeh72Qy6pW1VBn6tdGCmMUVwK5j\nnhwy+N3bu1wKTN6v+313tDu2azEw++NHBiYyidjJyHnpg9SpBrCwN0wGoSYl6H250hf2fqm1VWSR\nZGo9lAS8CyBQ609E6JUHtPxC4O6c2qyDUBY6E/YxVBD/xFEc1QwYGxzFy1AQll1TFu1ntT7w29yK\nOffefvFLQ659PFMxJPXqdGDuFx+MfHr6r7/kKgkuil7WoplrsZnaMByHehv+GyXkzkCJmDxg93bH\nXXHLehtv0wu1ftgUqU/mKu8VoiDhG9Qzqg9ac+qigK0YNf49GjX63ZVQT5VJxLYIx026++8KzWZ2\nIqqr6oGYVAmEqr2PAoh8NIdtHX7eXlRSOiKSTB2DULEemURsHKIQHohEKb7LOd8rkS/bA/kMFyPq\ndDd3/yFQAK9EiNqLOTRBR8jV9EgytdPOp/U59R+nxK9Ix6PDK8vn74uQrb5Iqv4Bd/eAlB2H3t0S\nd38FqRk2QzVYDwPTA3OgIarFrwtcYWbeqFGjIUB9M6tnZgVNmzYdmp+f/4NJjCiLxLUPv2/t7u+G\ne5JNeC7NGodrB8DdJ7h7tYEVS7KaFWAV1itYMGeGo8i5DFhgeXmLk2r/CWiRI8O+pADrM5YRYKXj\n0akIEauSPPQSxpqFFqGjV3asoOS3HYKWV3hxWaQ58JfAObXNgVe5jUBQ+caIhw3QYfuj/v0CCrC+\nQH3djkGiDgYcG+g5A4B9Td3hsw59CRLNqDaFvNVh6Xj0XVSjdv5ybv8J8AhS8atynWQ6Hv0KoYBX\nRJKpNlXdfynjVqCF+23UK2uZAh5ri4XmywMBf+Wa00onfDjiSrO8h4pKSifUXbdJMXB/JhF7fdKY\nN25Ai3cXpNh1Leqv0hM5I9keKRe7+4haOuBfZqcAr4XaSJAT+Iq7/xD+LkJr76vwO93qTCRske07\nthdyyp5C2fERKMudVVJdks0Avh3M4EOf+eyrr58Y8XmXB2+85mJgizHvvjVmkW1PDMffGzl901f0\ngmttzTYza4MSjkPDz7sRqvoj8vWiW+130g0b7bh/D+Dx0N7hICDu7jPCGAWI7TMNIV4lKFirJPSz\nQv7UMSi42iP7eyYRa5Xdxt3HhvHMzE5BtNieKAjqiRLUn6LgbQaaC3dCAdKgopLSt5BQxkEIwZ/M\nwh5XV2aTD6Z+c33D+fUJP3si/7YHQm1/IFAAgUPMbDChBRGiT47Zev+TugNdP37kmhczidilZrYl\nqmE7AyFc+eF4WYXXvVCCa76ZvY1Q68Kw3Ulh28EoiNsKUXXn5eXl1Xn00UfrDhs2jJdeeompU6cC\nzG/VqtXDwO1mlgVFjjezM5EK4QxEDf4QoWWY2Zlm9rSZPW9mY82sODwGA4GtTQqD15lZSzMbE/ap\nZ2Z3m9knpqbEB+SM9UQYa5yZXbu452tpVmMCrHQ8Oj8vL39++bzZeSjAmo+i9KxUe1ZJcKOQ2Z+G\nMvugF7G5mS3qhH3KsoUuoJpogsGeBg6IJFOLim4stwVn8HSg/4o08w30nV0jydS1KCtT2xz4L7QQ\ntH+EkFZH9KfnNtn5kMNQEflZSCr1KBSIXQ90NLPWYcHoB5xvZq3CeHPQJNwOTbh/Z7sD1UbuuZzb\nlyKkb5n9tBZn6Xh0DKKoxSPJVMuq7r+UcT0dj/4XZf0GBlrVWm2RZKoVcH1lxYJ3M8VHTJs/+7dT\n1996pwGH9H3mn8BBs3/58apMIrYNEqy4BTnbVxPq1tBC2xdljQe6+01ZB6nWVr1FkqnNkBz+QwDB\nGdsz+3foCXkacFtOUu9fwOse+mIFx/A8YKjjFcBEw+YgpPLmZQXKZ3Lmv+/n/m3u/O+xJQ93PezS\nJ/5z0zbHtNloymI2nWZmbyEq1jkrd+W1tqaaSV68F/qe/4Xm+/Yo4HgfOG3D7fe+ZpuDTusMvJBJ\nxMqRMEUvd58axshDwYMjRz4Zfs5BAVuucmDPopLSPQn1VJlEbAf0fPX20Ow2ILSnoWAkq9jXDQUB\nX6P1+QdEv9uHgHwVlZSOCefRBgVXZSjQq+CPSNv6KJE6HiWe1kGsiFnhXOcjH6E+QrK+R6UuByHB\nji+LSkr33PqAU1+Y/Pk7lwLdJo15/VsUJJ2JmDJXu5rvvh6OdzVQgGq8fkHz80Qk0tEv3KsTEGUw\nysJ2DLuYWbSwsPD9xo0bW6fLO9O7/0BOOu10ysvLC8eOHXspUOTu9ZE/3ifn623p7uuGe5Bru6HE\nzk4oIMuKg3wdaIbdFtn+EgB3b4fmmXtzfP2dUDKmHXBiqFVbbqsxAZbMZpTPn1uAXq5ssW0Wwcr2\nwsoqCf7ecDhk/r9HWYJc+xFYJ3SrX5q9DexeTU1Kp6FGbVUu0Iff1ZuuAm6ual1UUJDZF8Hr2cnq\notrmwKvFnkN01vYsRLG23+uy2z5Ek30z5JxfgmigwxAUXz9QpW4BeobJMVch75+RZKraZMj/aguI\n3PWI8rj+cmzvKBhtgTKOK3LM9xD9sm9ovLhCZmaXm6Sqc8cegSgj8UgytfsS9jvTzDauythm9uya\nVHcSSab2AfrMnPjtgy/0PXon3Dfb7bxBt3Y4o19n4JfXB597y5s3XdgdLbKXI0XS/khhK4loNoNQ\nkNXZ3T9fPVdSo+0s4NF0PDojOJHnAQ+4+6zw/6cBb6Tj0W/hd2RhN0L2OdgZwMjw/TV1/FbDLgae\ncvff1yt3H+/qh5X9e5C797mbu7/qv/NTPfftetd9xfHee/bp0+e5vn37Nnf3Pu4+KOc4j7v7nu6+\ng7uPXBU3o9ZWrwV6al/EUjgcoaGNUNLxWeCC9TZpdU37E6+6AHhvRPGRU5Az3TsHCTK0hjZCiFUJ\nKqmYguahJBKgOA41+t07HKtHJhHbBT3zvXJoe4Z8p90QcrRtzjgTUJA1Gq3XUfQ+9CwqKf0O0RPX\nQT206iMlwS8RvS+rbrgxCqreQAJjLRAV/iOUCKyL0LaGwCR3n2qSht8HeB34bZ31N34eKNlw+z1n\nzpr8/fwgwNQcgQk/orZBZeF426D19j3Ua6ss1EoehBJgCZT0JFxbN8Qs+D9Ux7Yj0HPu3LkvjPv6\nm5nvjRvPvIbN2en4s3ny2fRXLhsF4O4zckRyRmQD4MXYCHf/NQhrPIFq0pdmeyNVWdz9C6TQ3Dr8\n34vuPj3U4H2G5OWX22pUgGV5edMr5s8rRAFWJbr+RSmCWQfpR5ZRhxWcs+WhCU5AcG91ZaGfAA6N\nJFMNqrJTqAO7Engh0KmWd786oe/BMFRk/H/UNgde3fYxen6/QjD5YcCTDZptegJS4joPoVn1gIPd\n/U1gDKq7w93fQUFarwDvZ0UWeiMZ8pWmoa4uS8ejY4EU0Hl5khohOXA1cGQkmVohxc90PPo6IVsX\nlDlXxC5HC+iiY7+HMneXhPfwdzOzbFZxqQHWomO7++G+sB/RarOAhp8KnPX1yw/e9fatl56C2ZiD\ni58e3Xiztl28suKOTCI2ee60iX0RZexR5OS0QpndbLZ0C+Ayd3/Sa3ta/eUW6hA3Re8diLHREKnf\nEkmmtkZo1gPw+3N7MXB3Tua9LXrO7w1jtB3FqPmONwWiob5jWTZ38FGjzf3GegAAIABJREFUm25T\n+c185CiNAL7r27fvSTnbtEAJqCqZmR1l6glUa2u4mVldFJC8DuyA1sgpSLHuAeDyeo02GLTHBYNP\nA74Z0afjl+6VZyEk6Ocwxv+zd+ZxNpdfHH8/sxnLMPZQoSyRrdAiFdLc6k5JkkpRCglFtix3MFf2\nLAkhokWbtM0tdxQJPyESyZKtyNgZxuwz5/fHea65xja2InNeLy8zd77f57vc7/d5zuecz/kcg9Lx\nyqLKswPQNfMvlAY3GA26N0dB0F0oBbZ3bFTkHSjo6iMiO7KNdzOaVatJFr3wIApAFqDPfws0k9Yr\nIjrmEBpM2g8MtmIZI9AeV9N8WV3LSBkKfCIin6DAbyjwuYi8hz7zw1HfdrQ9pXaoT/cdsDcgKCRP\n5fuf7wD8sXxan5EggVa0oh2wU1QG3Xe8+mTVYX1k67BuRbNnKcBU0Z5hpVBgl0hW/66b0Hl8AdD5\ns/U7Pxg/d0lw2Rtu5MNxI5g16Q1KXV+pigkIOBVGOXqKz+Hs6ytP5yNkr/M8Ky2FKwtgBQYdzExP\ny0PWdYcAhY0J2EOWVPsJGSxr59NwGC4gTdDKqf+MRkpyZMaYBgvHtF2BqrjMzMk+Drcnr19z4NuA\nsV6Xs2duc+B/3+z9/xYNFNyG1l0JUK5x/y92oZNBQ3RhaG2zFZOBG3z1V6izuhvoZCd/H/2wLxB5\nmTe+/QSlQETmZGMrxjIceOVcs1Bel9OLOpjuM1F4jTH5jTEeY8yvRnvx9EdB0nxjzHy7zURjzM/G\nmLWxUZFPocGRR4Ly5N1rjIkyxixCKQ11gA8sv/wE5UFjzEsnGXubMaaY5aKvN8a8bc/jA2NMY2PM\nYss7v8XvfKcZY5Zbnvo5ZdD9zTZ77iUitZZMeMmzef7MZ8NKXf9uxMCvrw8IDLxj2+LZg+YOaBKJ\nOuavojSWAWgE+U2UetMRmCwiQ/zED3LtHzQrXPE8KlyRZgM2z6GOV6YNcryA9uk5Ynd7AHWSfLVY\nQWij1ma+jNce9tSaycwKKGMiR+tNWmDmyMpxee4rzoGO6PtfyP4/beDAgT5xqF0oMM+x2fN7mJyV\nBOTav2iW0tcDzQj5noFfUNreW0C3oNACE+7qNu0h4OB30Y8sl8yMDmiN1Ha/oVqgFLHX0TXxR1S5\ntxeaPbrWbtM3IjqmASoy0Ts2KrIRmn16NRtYa4uCvX5oBus5+3OyHe9rdE1ui855PSOiY0DXpVXA\nOEs5dKOiMf49rm5Cgdp4EYk1xtRF58oJIvKtMeZ6FJTFon7AIRQ4VkIzaQ3yF7+mVL4ipa47vHPz\nXK/L+U5aYrygQbkOaFB9vz3cEdSXbYPWqf3PqD2BvucD0ff6cQu43kUZYzNQkDUI9TtGoeyMwFZ1\nb/i2f+vmeeZ+/B53PNCELb+vISy8cIZR9b+6RnvXjbe03kGov34qu9cYU8SuhQ+jku5H0IDPyexH\nlFKIMaaS/V43nGb8HNsVBbACg0IOZKan5RGRABSJFgISi1xfK5mTNxv2z2Bt5dQAK6d1WLddQBGB\nWWjEPU9ONr7m1siawaH5w9F+V6ddrGxz4JYosKoEDPS6nAO8Lufa0+2Xa/+4fY9+P3vQ57MJ8ElA\nYFArlM7QCg0azAXa2TT3SLT+qoSNfI1FJ5RjGSsLNvoCzR1uT+N/8HoumNnM6uvAEw6359oc7rMW\nrRfpe67Nwb0u52xU0W7AGdQM70MjgjUt1WkM6hA0FJGGdpu+IlIHpVHcHRsVWRzoERAYHFLyxvq1\nI6JjGojI+2iwpaXll59QAykib5xkbH+rgD4HNdAs+5MobaI7uviCPg/zRKQuCtxH2HqZczKb5RuW\nkZ6aPu+1x3Ye2bWlUY3mPafc3mFsK2DHvNdaxGz0TuuHZmrfsedRBlWSK4gGDnYCHcWvn0yu/SsW\ngTowP9nfmwKbRPvvgT4vgWQ1HS6CFrxP9KupehgFPd/abczt3P7CBCbcgL4bJeznhYwWr1e2v39o\ntBcOGPIezJ9S/VDxXdsMpGZmZvL5558zfvx4xo8fn2fy5Mm9bRbsuICEDVYstwGGyb5gk3XqBhtj\nFqBO9UPoc7/KOqy5domZH5DJiwbJa6BBr6fROa5rQGDw9EZ9ProDYP7QJ7/PTE99CVW92+o3zkPo\nc+ujta20/3qjQKUM0CIgOKRPRHRMI+Cu9JTE3rFRkfejQOtVEdnrd04voLVT/VA6Xkt0TgtAM2Hv\no89+V1Skp3dEdEwhFHh5vC7ne7FRkb4eV0NFZJHfud6N1qW+JiJLjTER6DwZbX+vi1UgtKCsmD3m\nN+h790n+Ylcnhl9zw61Jh/b8uXn+B8uN1iC9jGaeXrH3Evt5aXsNdYEyFsj0IUvWfSPKmOiPlpEs\nRAO+2H3/RnUQwtH1dmyxCrUWSWZmwKF9e/hg9FAefaELgUFBgaF5832EzvV10IxgBArY7jnNY7AI\npfytQqnAP4vIfmCxfcdHZNt+AhBojFmDllU8IyIpXAC7ogBWQFBwPCCSmRmCAqzCwP7StRr5mg0f\nRGUifS/n1X6AaCtwrY1k+dsWVHGwwBkO7ysSPC2H0xjzlDFmmZ3EJxljAo0xCcaY140xK40x3xtj\nintdzr92/744fv6QJ341xqw2xnxutLs4xpgKxpjvbHR8Zbn6zRoUvrZqZMLe7XGxUZHTbcT6A7+F\nZKgx5veAwKC1RcpV96IRjqJkNQfekqMbnGv/qFmlxuVoNKg2GhTIBIpHRMfkQbnczdF+MxWNMXVt\nMflstB4r0E4kg1ARjDp+Y+9CF4Onbd3dZWdelzMOpUt2tz3fcmLfoLz2LucRDHnfjuGykuMnszVA\nY2PMMGPMnadQMXvMGLMSjb7eCFT1upzxaUlHDpWt9/BmzlH98CS2VUTWWBW3tSjvXOw5lrPbRACv\nGm34+ANKPc0RcM1uVmTn9aP7dvz6fXSzMhlpycEN+3y8+Krqdz2fuH/ntNioyCLpKUdboE5AQdSp\n8fVU6Y/KJ/cSkfcu1EKYa+dmNojwJPC21+UUoz33mmBl2i2NvTXHC1u0AWJ92QJjjK/+caLf0N22\nsCU8jbTyZEX0se9JJ7TJ6ONAYUtbAqi0uVR8SEpgwJdAyK5duzhy5AgdO3akY8eOKdWqVRsvIrM4\nMSDxpojUtYGO7FnvcBG5W0ReQ1te9LD7bb5wdzHXLqA9jAoSLEJp8++hGZgxQAdMwBeN+39eBQj/\ncVSbL9MSD7+C9qXa6BvAGHOvHWcQCjI22vF8Pa9KYsFVY9fsxsDtaclHe8977bEmKJvkVckSyPD1\neLsOrUdqjIph9EYzKm7U31qIgpQwICoiOqYsSqV7JzYqMsYY0wx9j/qKyDFFTMskeMbuu95oc+Dm\n9hw2GGMeQIU4om2mqRIaZP0eeCwiOqZKRHTM13e89NbaGx9+OSI9JfEW1PcdgQY8iovIAVHJ9WdQ\nwLcDKGNFITbZ8eLtuR00qgzaCk0CVBSR7qJiFPXQDNbLIlIGGGICg943JqDO7i3rnjq4b+/fIaF5\npUjxEpnXV6uRtH7lsi8TE478ISK3oe/sEyKSICJ9gKPG1hBnr8cE9oiIU0Qqi8hA34ci8qStuezh\nv4+IJIvIMyJSXURuEpH59vPpItLJb/9Iex9ybFcUwAISAoKCkyQjrQCKzAsD+4tXuiUIRdMB2Dos\nS2XIsNtgo/97OT6rhW3YuhEtVjyl2cVlCfoCntSMMVXQlPMdIlLLHr8l2u9opYjcjKZe+wOsmTXy\n3hsiX9him9mt8X2OcozHi0jNqk1eirjursdaH/xz7deZaSm+gsqq6At/hzGmiAkIbH7vgK/eunfA\nl6urPtw5htzmwJeTfYtmIAqgk9AjaFTo6cCQ0BnoIlMIlajtYIMHn6NKQs0BLLVqCNDF+Knk2O8/\nCmh7IRvq/sM2F83wtczJxvY9fQvNaJ9Tnwy/MfYDvU/WA88u6LXR93aIMea4Ph5GFdi6A/eIiC8K\n6wNTsvqTYUPRfnNDTEDg+fbY8wcpmX6/Z5LFOfdJ/fsaPl4r5yAk4XB77gaiti//Zu7iN15oVKDE\ntT/fO+CrsODQ/DVXffjalEVj2z2Lql1NRueqQmj2oBbqRHyOFqHvONUxcu0ftebASq/L6QMcrYFv\nRWS3/f0JYIXX5dwIYIypga6VH9vfj/W88u1jjMlbhCLtX+CFP0QkUUR2AvN8BxSRueh7Mx6lJgLw\nU+Xd+RdUj0s8ZArNTUpKeiEsLCzjwIEDmR6PJ33u3LljY2Njj2UosllDY8xSG8FuxPGU/4/P497k\n2j9oRmuCHkId+5ao8FAnNEPxNMYsihj4VVGg/E9vdfkw+dCeHsBIOb4vVX1UmCIazTrtQNeQ/ihV\ntSjweEBQSN/GrtkRwC1pyUf7zh/cogVaU9VHspplGxTcXIuuo06UGtsLBWk+wLYKpdUlAq9FRMf4\n5rqRsVGRi9AAQ0OO73FljDGtUSZETzSb/xK6pvQAdhpj2tj70dOCrTvsdUwQkS8iomMKoiAyDOjh\ndTn3GO0zNRKlEr4hIqn2eDegjJAfgDEikmZpiSPQtWm8/aw8Sv3bgdIHDxljQowxnez1x4nIAoA8\nBYvmL1axTpOA4JDku7q9c223lzt3f/6Z1skvd+ueuO6L90jYvTP7V3zZ9a67AgFWSKpIZl4UtAQB\n8UGh+cJRBF6EE+uwctpwOCc0wZ84fR3WPegLstxGiu+xx8ska6J/H6hvjCmUmZ6Wt1T1u1cCd6P8\n1rts9KCMiHzucHsCrq4d0Tk4b4GF25d5VqPqTDtspHpV2FXX1b3HNbt9noJFiyyZ+NIjC0a0ilk8\ntv2k3ObAl5WtQ4H4atRxSUDT7/nu6TerPFa2XURW2W2ettmJ0WjhuK8z+nqUiuWyzxAAXpfzT7IE\nFo5luC4Xs2BnHNraoHoO9/GJXkQ63J7a53HcMei7+4qtUzlmRtWeEi3FbyRa+OzPEy+I1qjEG2NK\nokD5mCXH782017U87Krrrgm/pkq5M5zS6TjoObokoLNf1vums9nZilk8LSKtfvkgetG6rydEVLrv\nuc/rdRofkZmetvm7gU037lm35DmUlmxQZ+FtNHs3DNtvRkR+8KOV5dq/aA63pwTgwCpw2bmkGlpH\ngqXmNsSKVlj2RweUqpRsh6mPOq1f+A39dHGKJ6NUohPMaI1NFSAJXbMB6N/y56vn19g52+typg4b\nNixuxowZQ1u0aNFw8+bN7RYvXlyNLDUz/7FCUQf8URuRn0JWIANOX0yfa5eIGWNuRAHRdBR0T0QF\nnd5FHfuN9w74MhW4eeX7A6cd3rmpFyr7v8pvjDp2DDcaKDiErp8DUDBfCHgiICikb+Oo2fcBN6cl\nHekzf3CLp1DRnX4icsSOFYAGiEqhoOZRtOdVdln2Teha8yfwekR0TEO0rnRgbFTk7ygYK8fxPa6C\n0MxadRRcHUHBWjgKzBLRmtWK9ji7jTGP2fviEpGltqXIKFT4anBsVGSKMeZBNKg3QkS+9s2zRmur\nlqJr0iDAa7RB8gTgXrQm9qAxZhMqfX836sfONcb8iQb8W6PJhRIADrenfthV1z2xf9OKazJSkwO+\nG/DQguTk5GnpyUl5P5w6ucDY10fm3bNnT7PAwEBf6cINwJvGmIXGmL+ATBGJN1pDvNCyu1YCG31Z\nJ2NMT6O9rX41xgy1n11vtK/VCrvfRW1/csUBrODQ/OkZaanp6MMSjxYY+nphZZdqP6OSoLWcCl38\nDhR1uD0lT/F3A8zwixJXFpEBJ9nO38H4FGgeGBLqozP505paoiDSp8qUYh2dakWuq1W7RNV6zQKD\nQ9Zfe9tD5RJ2bxuecuSAg9M3csy1S8z8xC4Konzz79DJ/H3gqdDwErNRYYuqwFQUnFeynOQ3gW7G\n1tKIyPfoRNrTqMqX7xib0UWni8PtqfnPXd2FMauO+AaqKpijuiGvy7kfXQC7OtyeMyn0nWqMdBQc\nhAMdslEOqwPLbCClL7pwTQa+NcbMF5FfUXCxFqVbLT7J+OJ1OWfmL371jKRDu6cGBudZZ04icmHt\n2Njnci3o9x8MrDbaoNGd0x0tjbF3RlpqrYWjnt2+d+PPFe7sOnVRuXpNH45bs+Dj792P1M7MSCuJ\nOrfP2eMMRmt5HgTcIjJRrNpcrl0y1hr42uty7rfAuy26fiXbZ7098KF9/0BpV3HAMgBjTAHU6XtT\nspQfDXBHU5r++jmf32Ap8qVQoOazrmhg6QlgmjEm+L2GG030+3Wirosr6KtNabxv374fJ02atGr/\n/v3voIpyPoVQ/2CDD0zts+dzuqz1+QYpcu0imGVd9EbnyTYoyGqJZlZuBQ417v/FDmMCGq+LmThx\n38blPVGQv9RvjGroczUYzcqmo5mwgWgmrADQMiAopF/jqNlOoPqRXVuj5g954nnUR/TvQxWI1i0V\ns/u3ROuVeqMBCF/vrD2ogMWy6xs+OSkiOqY5ymDqHRsVuQudYzNQ8Q3f2KHoelEQBVWBKPvkALqG\n5LHXkIZmzZJRMHY70E1Etth2H68B79rarmC7TQTQXWztpDEmwGhT34fQhMRAtM6qBNqSobWIlETf\niUVoqcLNaA1yYRT8bUUBbhuUHhla/dHuryUd3N1236aVeTLT0yYD1QMCAkqOGzcu75tvvsmGDRvo\n2LEjtWvXTilatKivjhP0XQ2015TX3os9wL2W3dUCXecxxtyPzje3ikhNe59B18HOIlIbBZMTuIh2\nxQGsoLwFJCM1KQWlwRxFH8RTSbVnz2CdSklwA3DdaeotAPC6nJno4nKqLNb3wKPGGF9BbxFjTFn0\ne/JN/E8Ci2wa+mBs/4cKAkfzFinVG1gg2lhzx1U31u8FNNy9dvGY2KjIPJgAgvMV9BVNvpRy5EDc\n1h8/fic2KnLuxjlv5xGRb9CIS63TXUOuXZI2HwVXi9Ei0mD0+c6865VpdVGA3RbNbk1FMxFBdoFZ\niUbtfPYOOqkf13zTSp8PBXo63J7LTknL63KuQOvVOpzFPutQoNrP4facCricaYxUdKG8HuWlAyAi\nXhGpYQMpdUULcceJyA1ihSgsL7yK5ZM/IiLT7eflxE8xb+eqeVF393i3ceOo2SsjomOqzd4QV3z2\nhri6szfEFfc7Xvaxy4nIvuz8dXvMWfZnf556koi0tzz1aiKSI3VGh9tTHBiedHB30PwhLQoEBOU5\n2jhqdlpoeImySya+HLvm0xEt0exYArpoT0IDX/3R57mbiPxx1jc+1y6q2cbXN6KUTVBqXQZWFRBt\nJFqQLNGKEih9ebJfBrI18JPNnmOMCUaVfacMYtCSNNLWoFTAiWSpDVZCQVk3EVmIKoD1SwvKvCtA\nTOCWUodXW0BWBq0h+cEGMaajDi7257fs5ykosF+DZtGWn+ayPwJ6GFXRzBW5uATMaN35AJTh8xj6\nPDpQuvw1QPA9/Wb9EhAY1HTzDx+N3b7M0x141z47vjEqohmfEShTIA867w9AQVsoCq76No6aHQlU\n2b/l1/5LJnR+Ac2gDhArLmSzS93QbFc0OqfdiGaWbuNE5UBPRHTMzOsbPtkWFY7oGRsVmWb/toHj\ne1yFoSAqHgVRRVH2wzKUzXCV/X0VSucLteeQHxXNOOhwex5Fa8KivS7nApPVJNjXdNhH081nz7My\nCsa2ohnl4fb/JUApo6p+O9H3fZ1oj01QwPei3fdvEVkTER2TXLhsta1JB3ddu3RKt6/IzMiHgi9P\nRkZGwQoVKmS++OKLFCxYkK+++oqrrrrKPPjgg/6BvA9Ee9dVsvfmBtTXmWLpvZ+SxSRrjLaASAQQ\n7fflqwP71L77k8jy9S+KXWkA60hw3jDSUxLT0Ik1GaWe+Gew/CmCOzheqn0LcJ2PJuMz29zUvznZ\n6eyUcu0i8jv6UMcaY1aj3N9SKBC80RizAl3IfJ2rWyOZI753P/pQQEDg3YEheaMBrq5zX4+j+//u\n+t3ApvV+/XjInKpNXnqwWtOXXwotVPxqbHPgo3v/2p6ZnpaBRh9i7PEWoFGcXLuMzOtyHkWjRkno\nxPIlGoV7H2hZ47FXf0Sdn0aoQ3KALNXAqcD1xhif452JLjQ3G1Uj8j/Ob+gE3sfh9lS82Nd1EWwa\nUOFsRDu8LuccNPOco55apxgjCSvOYBe4C25el3M5EF2jUolRmSoeMBf4c/aGuMfPsOtFM4fbUwUY\nueu3RX8vHP18pbK3P7yq/suTqicf3rf5uwFNOBK3uQb6jD6KBrqmo1mPEmiUMcY+j7l2CZl9D55H\nI+DJ1hlrhQVPNmP5HDDJr09iO+BLEdkFx+iEt6AULp81R6PkiwMlcPx+2f+siFQVkYftv1kistEG\nHY4AiMgrItLfCM0yjPjah9wD/PDZ+p3bP1u/s/1n63feawMZ39p9PrPskFo2cNBPRCqISGMRedbH\nGhGRBuKnUCkii+353CS5Ihf/utkMRn+0LuhulH1RA3X4DVDm7h7vzg8MCX16x4rYUZvnvd8V+NQy\nNXxjlEUzPeNQgFMUXScGoM9mIPCUBVcPARX3rF86cMX0vi+hQMwtVmjHgqseqLT5IDRwWQ716Rqj\nAPBVsrJM70ZEx3xr9ykPvBobFVkIBTHZe1wVt5+vQdUQfT2uPhaRD1FgMQztgfU+Gmh9HQUigyOi\nYzJR364+0M3rcvqUOEehQYWhPtquUdGZEWgNsQsNfoGu/QvQgK5BqX970MB8VyDIaHPnm8hqCP8H\nypy6AxiRknBw5+b5M79MTTiUivraq1B9AWfTpk3fDAwMpG3btlSpUoVly5ZtmTp16hyT1XvuZDVY\nXdHMWU1UadCX5DBATXN837oA4JAfQ6yWiJxWO+F87UoDWAnBoflNWlJCBgqwUtAvKXsG66Q1WDZr\nlMLJNfhzWof1K1DW4faEn+yPIvKx/eJriEht0YawiIjL/t5IrPyniKwSkdvucc2qdNsLY2JdQ7rW\niptxVf1Gjzz6XL2Obz7TuP/nXSKiY1ZeXTvi5tK17hl8e4ex1/maA4tIJ1GVlDgRucUer7qIzDjZ\neeXaJW/folGkNegEXhzlYh++qlr9BmTJtudB+eRNjTGl7eIwAnjeTqxYOoIbaGW57cfM63L+gqbh\n+zvcnvL/xIVdKPO6nClYmXqbWcmpTUIpD4+dx7F9PHnHxeov1v6xmw8smNyvXo+m9+bp9nDjQt0e\nbpz3lSb3zCxbuco5n/e5msPtaSSS2e/3r8ZvWTNrROXbXhi9uuK9rW/dGDt93qLRz98tkrkRnXOb\noiC/KEqlGSciI8SqcOXaJWl3oo6nj27aHPjFL9PYHFhrAzIY7aV2DaoC6XNEO6J9snzUp2vRaPZE\nQapjcv6uOdye4EMFUmsUScgz2wY/7xn5eWxe/BoN/5uBhly78GZpeL3QzEp5NKtSCHWsdwI33d7x\nzS/yhBV5ft8fK0b9/uUbHQGPZer4xiiFAvqpqIN+LTrXD0SzlQCtLLhqCpTfuWqee9VMd1c0YDlY\nskQgguz5BKPA5yXUT+yPUtXus3/3fTYuIjrmJxTcBQH9Y6MiK3DyHldlUXA1x/pnt6LAZ6yIzDXa\n17I38Lr9vQYKtj4VkekR0THhKKALBnp5Xc59xpjG9tgTrc/pA3LVUX/gG1QMIx0Fr8Xt8XwZ6woo\nBXIimjlqae//WDTD9pGIxIcWKh4UnC+sMKpAODBx/9870EOtRWvEqgCvNG/efPu+ffvapaSkkJyc\nTKVKlWjRokVZNINWFS1dqWtpi9ejTLIN9phxNhD3NDovgYp0PIZlZBljioiyu7YaY5rbz4xRUY+L\nZkauoHphh9tT5sjube8c3bv9wFXV7jyMvog7gMaxUZGvoxP8IGxdU0R0TIb9+Wkbhcao2tdcEVmS\nbezbgPu9Lmd/zmAOt6cn8KttTHpGM8YkiMpcntIWTa7nvi3/slczJSDDGAmcvv/p/82KbzYf+DS3\nf9WVYQ63ZzRKq7oXpbvURZ2aLsALsVGRL6MSpu8ZYx62f+8nImJU7vVOVN41HY4JGXRBqQN7sh2r\nPhqV7ut1Of2bM17y5nB7mqNRtr45bZjtcHuKoNG+8TZbdK7HvgpdgN/xupwLzrT92djsDXF1UYfS\nv8lxPHDvI5VLnfM5n41ZMY9WGWkpDZa93fNwekpi2u0vvhFoMEmLx3U4mhy/92o04vwAKk18GJX1\n/grtWZL2T5xnrp2bWRr8W8Aor8v5m3VSXwc6icgBW684EujkdTkPGGPyoHUO40RklTGmHFn1GqGo\nY/wwSu0qByRXpGLqD/wwsbSUnmaMmY5m5m9AW5w8i1ILbweWisgzDrfn9h+GtYxJPRqvNRrGmGsq\nVAruOnKC+TFmNj/PiyUgIED274qbmHA4vqMdMxmlbpVEe/fE2HN7D6VUYa/pf6AF86gDl4mqJL5q\nHb3xZAWz2vrojrl28cyC6I7ofT+A0vT+RB3xBUCT2q3cbxetcFPn+L83jl466ZXWwP9spsc3RjEs\nCEGfgZtQ4acoVLQhBWgVFFqgX6M+Hz0ClNq6cNbQP+ZO74G28xktIhl2rGA0MyUoOOmGZlIGo0HN\nGnbcKva8h0ZEx2xHs2SbgImxUZF3oVnhoXK8DHtVlF44RUQWGJVdb4H6qZvQ7P8DwEAR2WZUYr41\nMFxEVjvcnuvQwN5c4KPYqMhAtB6qNsoYmIa+j/XQd2IjmpnqZO9vIRQMVUZF2uagPexKo6B0J7rG\nXI0Gb/eiLBlMQOBtwXkLlMhISwm6p9+sUl6X86gVorgarXE7hDKoDgYGBpYMCwsrFhQUFJCQkEBY\nWBhpaWmZhw4dSkHnikKoT3MnGqzZidYoD7Dnm4gGfDqLSAFjTD20Hj0IBcPvoBTNZigoLIvON0Ps\n/fiYrDrPJ0Vkk80avkVWO5IuInJCLfTp7IrLYAWF5A1MPRoPWY3P8gLBBUqWjwdKWOfyIFDcOl9/\nk7OGw78DN2RXCzuFnZImeDI7E7hipil+R/4l3YJMRlBIQFqeYJMRDRJqAAAgAElEQVQe9FzRd27x\nXh85PhdcXVH2LeqIJKKT1/Voen8nCrpmAPfbeoivUSqDr2HfVygV9VikV0R+QQFaP0vHOGZel3MR\nOmm5z1UE4l+0z9BI18M53cHrch5AgdHLDrenzLke2PYX6w8873B7bjnXcU5h28iiSPgsxH5+0c3W\nqfVNit9728JRbQIKXV35QP2XJ10Vv33DX98Pal4yOX5vEhrQuhv4BI0uVkHraT7KBVeXhT0M/OHL\nTqFUwNkWXBk06DLLvi+gUeQNkqXWVhx1znqIyI3oPOXGrp8iUrM61ZMf4RF/6k5hlN7cFZ23RqPg\nqLoxplbIn/sfKZNawscs6VOm3HVzb7v3gZQiJa9i2dxvGRPzA6O/nn+414R3ZvmNWQ59Dp1oPdYl\nXzCfa8esOZr92IJ+j2tRepgXeLRqk85Tila4qdPRfTvGL530ypOosp0vI4WlsbnRLE04GmgcjYpH\nfIUCDR+4ehQouWHO1GF/zJ3eB31GRvmBqxC7XzoaaHgVzaINRunON6AAqS5a/9s/IjpmLwrEft48\nf+aE2KjIR1Ag1icbuLrV7vs68KNRWfYmZGXuOmEpf8CfVpCiOao4uNrh9tSz1znN63J+GBsVWQDN\nzpWx+8TZ+zgRzTyFo6UGXe01fY8N2InIDSiAaon6r3ehtO6qKDWzENBIRK4DxgUGh97ZoNcHv9zy\n/Ij2GanJ22OjIivZTHZxNLvUHF2bxgI1ixcv3qdTp07SqVMn6tatS506dejSpUtKSEjIlyiF8iv7\nfd0mIqH2OOuABpZ9dZuI9Pb5yjYw8gkKlvKKyIsoECwkIvehAZ2eIuIrtzksIregwl9j7GdjUSBd\nFwVmJ6iQnsmuNIB1NCA4T1Dq0XhDFp+zMLC/kuPZDKC4jY5kr8PKLnRxQoGrbfq6H01Xn8lWAFVt\nk8YLYeWMIdX/gzQJCZiwr11bh9tT7jwapuba5WU/oo7HD2hUy78Wq0VEdMxh1EF5xi4Q44BnjDHh\nliIwBoiwiko++wp95ruepPZwPtpza5CVbL4szIrNjAIePRuao9flXI/y8vudz7trpe/dwEs5lY7P\niT1SudReNBqXhC4mSUAb+/lFNfv9j9i/6ZcSi8d1KFT90R47qjjbl1v96YjfV8zoVxNkKRol3oNG\nXpsBM9HIa9zFPr9cO39zuD2FUaAxHcAYUwuN7vroTHXRdfMr+/cyqGjA2/Z3gzpou0TE19dqPVqf\nsgh1Itf8yI81V7P6mPw64JOMXgPsFr+m2HnCilYx67bcszvtb59z6Ir7a1vlvXF/B+crEEZwnlAm\n9OvGkjkxeQODgjb4jfmJiGRaWuMWLoOC+VwDWyvsQLPf9VEQcD/6fbW+rsETE6+u7eiYcuTA24vf\neOFhlEY2w48Clx+tYf8fmo1sgAKY3mh25jDQOqRA4ahGfT5qART9bfbokX/+7/N+KKh5wz57PnDV\nD51n30BBSSKawe2Cvgv90ODm46jQRCYK0L+IjYr8cPP8me1QoN9TRP7yu84IrFw7+tx3JUuW/TCa\nESuCgq1Ee/6VgW4R0TE7HW7P46iwVX+vy7nIZmdHo3PvQBHx1VVtQ2naZdCAaSG01MBHsbsdKGlp\nh3VRUDPc1msZO2YysFhEljvcnuCS1e7sUfLGOw4H5y3Qf+GYtp+iQdr70QDlFjQzvBidJ4KA7rt2\n7XpgzJgx28aPHy+rV6+W3bt3pwNtUlNTszeSr2ZUXn0NOpfkRL3bZ28Dz1p6aQt0/fHZh37/+5If\njVFp+FX2XAsavxY2ObErCmB5Xc50ExCQmJ6cGIw+HIFYgFWsws350KxWAU6sw/IXuvBxfk9mOZJr\n97qciWRFXS6EbSNb5DrYpGWuSaqWiHJ1JzncnjYOt6dKLtj675oVW/kRfYavRZ+xm1B54U3oJDcb\nqGKMqSoiW9AFqi2AiBxEF4pXrAOBXZgmoO/JEyc5pheNBr3mcHuKXtQLvIDmdTl3o9z77mdS/8y2\nXyy64L1yPu+Sbbw6HOh1IQVDHqlc6iOU/nAvUNb+flHN4fZUlcyM1zfP/zBwXczEsLu6vn0kf7Ey\noT+MaJW8+7eF+dAgVTX0WbsLBX8viooGXDkc9cvfngK+87qccdZJaQdMFZE0+w61Q4Ut0i2Y6oAW\n4fuyWXeiUfIDcAxw3YY6wSNRx6v6fva/lERSoN9x/RtfH9cUu2iFm2qUiQs5ci3XrkKzSCMz0tMr\nNuvqfpWAgPQhH8fE39r4/pSPxo1c2veJJu/77Xu2BfPZt//HC+avdLP1Ms+h642vofDj2N5XpWo2\nfKtCo5bt05ISPlgwolVjlH002Q9c+UQx1qLBcCc6B/dEG1kfBJ4JKVA4qkHP9x4DCq58b8CYnau+\n748Ci7f8xspjxzqM0kSjUNXKN1DQkwcFR4+h8ue9IqJjCqOBtcmxUZHfodmua1Favq/HlTHas+ox\nFDT9bY+TDwVwwSi1cRdKE8yH0twSgaiI6JgU9D2oi4pZbDLaYPg14D0ReUeyhINKkkWvjEaBUk30\nWXeKSDnUf+hjx/wV+NmWFDRAKb6f2u8jwbYfGhYYnCds99pFc3zNxdEERVPUT/1BRA7ZzwuiGblE\n4OaGDRtO7tixY/Ldd9+dkp6e7r+2BkiWuu107Dxh7+9xzJoz2GeoDxQJrBBtVeMzOcnPAcDtfu93\nGbHiOjm1KwpgARgTEJ+RlhyKXnsQ6jge4HihiziyolHZM1i7gHzGmIInGf53co6oz4omeFp7Uk6I\nXAcYeXZir85jsLxedGF6EXjX4fZ0dLg9tR1uT/AFOX6uXUr2Lepcf4tG+jxotuB94NGI6BiDlW23\nDs5MoJLRJouIqmb9BHT0ZawsdWsw0NhO1seZ1+X8GqVnvHYq8ZZL1OYDf+Enn55Dm4wuDudVOO91\nOVejWcQo25T1gtgjlUvtfaRyqeX/UObq3ozU5IGrPhwsSYd2m3qdJ+TZ/fuSfT++3qZk2tH4bSiF\nZxc6/9yI9ot5W6ysca5dHmYzvbeS1fD+ftRJXWZ/fwTYbEVwQMFUIVS11r/nlb9qYAOUor8ercWI\n22l23hxOuH/biNNa/mJlqrU47Ny4hS3l0XnuO2NMvnemfFTkw88Wvbhq0Q+P1Wl47zU7Nm98mONb\nkDQ/y4L5NlYt8V8rmL+SzWZgeqDP3xNo3U0rNEjWtkj5Gm9Xb9atVUZayhfzhzx+K+oHjfMDRMEo\nUNiJMjKao37RK2g2bA/wTGihEv0b9HzvcSD/z9P7vrnvj5+jUcn3qdmA2gAUUPlEMbbZn6NQP2wo\nGrishYKrSiigGh4bFbkaBUdpqMS7T+glAA1S1EdBXxIKpuJQEFUGpRbOI6uO6HXUlxwbER0TZo8r\naC+tg8aYp1BQ2l9EjtX82vrqV4F4EfFR325B34W1wDX2Onui4KgbWvNU1xjTAQV/AWIVGYPzFQq3\n57Jg56rvX8tIS+lotMlvnL3XX6MZ357GmBn2vXkMXRM+BgqGhYVFv/POO3l/++230N27dwd++eWX\n71sxjleM9sMbiSY7ZhpjXkYzWEWNMQuMNg722ppQnx3Xt85m3bz23r3D8dbC73+fvkIsSsP03bOz\nbmF0xQGsgMCgQ5npqaFoJCAEnVT3c2olweOk2u1LdrqGw1VzGNleCtx0NtHz09qTclzk2v7ua0a6\nxetyfuB1OTujL8xO9EF6z+H29HC4PfXPtc9Prl1a5nU5t6GLxR50QluApvyPAKvRyN8CrGy7qIrg\neOBFvzqr6egz76vPwkadBtntTnj2vS7nLDR75na4PZdFM05bYzkBqO9we3I8edoGwkOACNu08XzO\nYSnqJAw8TQPyS84cbk+Aw+15Lvnw/nbL3u5pStdqlHTDA+0LrJjhOrju6/GFQPagtTarUcd8Llp3\ns+VfPfFcO2uz69lzaNPgo5Ym8ziqdiaWHvoQ+hz7aFjPoSpkvlrn1qjjssVuUwgNCi5GM1MuYGk9\n6n18NVcfJ6hzKgsKzZ8vICgkbMjLO9qnkdYZLfifAmZp0qE99Zd8MnHB8E5tBjW7ofT3nNiCZIP9\n7FvgBet8TQBaG2N+QluuHAUQkTkoRehnSxfqbsdoCTxnjPkVXfub5PCW5tpZmBWk6I+yLx5Dg4JP\noYHCVgVKlnu/zrODm2VmpM//3t2sCvo8jfaj8gWi4CwJBQmt0Pm7Mxog+Bt4NrRQ8QF3dZv2JJBn\n2ds9Jx3Y8ms02lv0PT9wlRcFVHGokz4IzW69j2an4lCq/Svo/Nc3IjqmHlqPFWUbCA9HgwojJavH\nVbA9x7IoeMmPgqkfUUBQC80yTRVV8qvr9/snEdExFcgCW6/HRkUGofTE6qiIyyZ7HGOMeQh9FyYA\nvvd5IJps8KKA6EXU9+0KbBVVrp6NPvN9UBbHUYfbE1Qx4lln3vAS1wJur8v5JSKlUMZMaTT7OxwF\nmw+hAPAxNEj5DVq7RpkyZWZ8+eWXIbt27aJYsWIAxMXFUaNGjUFoMHMbyoJ4Gc3aNUcFOW4FHrV1\nkNPQTJ3PTta37gMUgMZyvOUxxiy14/vmiZeAOsaY1caY3zm+X2iO7IpSEQSIGPj14DWzXm9YvXn3\nzcaYZPTL+hoIsworO9AX5mUR6WwB0EfAY9axwhjTDtgnIrP9x7YL0TRUnWznmc7F4fYMBT47H1Wy\n8zHLqb8VpWlURReJJcBSr8sZ/2+cU66dvzncnoYor/sASnkJQyeVOehk1z42KrIMOlG2F5FkY0xX\n4IgvmmVUGnYw6hQfe5aNMfVRx+gVv1S/77gGlWOtAfSz/bkuebPgqgvQ2cqp53S/SmjEsvf5Kila\n6famqIzuJS1R7nB78otIj/jt629c/+2koJqP9U5MPRqfsOJdV8H05KN/obSXNaiTugqtX8mdTy5T\nc7g9ddF3vrOl/3UAMkVkkv17b2Cr1+X8CMAY0xbIKyI+kYgqaLT8Rb9ofXfggIhMO+5ghjeBsQhn\nbC7tcHta3/hn4SKjptb7zWBK2GO+7XB77gVuqZf582Q0g7qtf//+x7K5RlUEYyzlKNcuYbNZw2Fo\n3Xp9FBA7UUW5yDwFi865u/uMO0Qy184d0CQckXC0N5UPuBh0bi+Mrn8d0HWtHTpHbQKey1ek9MD6\nXSY/CbBkQudpR3ZtjUZl3T/Pdi6+bNWHKLhagvqPbnSu+wBdV1PyFSk1on6XKY+gAi39Y6Mi86Lr\nxWwR+SrbuH3RIOgoVHiiNwqe5htj7gOeREHhehTINwVeE5GNDrfnTtT5H+d1OX8yxpRGwdVvKEXS\n57cG2euvDESLyB6bGeyH1qTNEJEMK0bxEgoavZYSeDMKPGYDX/gFVnqh1MqxXpfziL3frVGxCI/9\n/zDK1GiNzgPJwLUi0tQYsw1oFR4e3qFZs2bNvvvuu+Bnn32W+fPnA6Q1bNiwTP/+/fcaYz5DKZpz\n/e5bNXvevqBdIJqBPq5/p7/ZeaeQiLj8PtsG1PHRNC+kXXEZLBMQcMQEBCRLRnp+NHt1EE3VZqcI\nXmWMMV6XMxVNBV/lN8yphC6Ef4smeA7mdTkPel3OOV6XcwAqfzsf5dxOcrg9Qx1uT5PLKaqea8ds\nMTpJL0HFLr5GCzYPo5nTpiKyAc0uNLf7TAXuNtrVHhH5E40UdrcTM/bzRWgtTR8bdTtm9vmfjgYo\nBtiGo5e8eV3OVWiRfcezqauyHPPpQF+H25P/DJufaaxv0CzPJZ0BdLg9pTIz0kf9vcJbY/uKOdRu\nNcjsWBGbtHRyt7zpyUcPo/V/O7F0FhEZkwuuLl9zuD1BaDZqqgVX5dCM+Ez791roWujrcXUdGtyZ\nbn8PQmk2/j2v6qJO3gfHHcyQF11nt+bgvAKABm29VeIzyayEZpV8mfV7q2RuBL8+WAMHDnzcGPOw\nOb7xaI7tfPbNtXMz++z0RpvV3oTO0feg32njoND8P97dfUZtEdk6d0CTvIgUR0GHP7hqh5Z7fINm\nZYajz/M6FFw9n7/4Ne76XSY/BWQuHP38jCO7tg5CQYQ/uMqPgqgtKKVtCJoBnYMCwMWoat0gYP/V\nde4bVr/LlOdQ/65nbFRkSTTj9HY2cFXYjrXDnltde80jgR+MKgM2RYHMH/Ya7gF6RETH/OFwe1qi\nQc1+FlzVtuN8LSIT/MCVTzmxELbtilEp89eA922gI9MY0xIFYW6bucUY8wSa2RkmIp9bcHUrCgYX\nAq9ZcJUfzcLVtdf9tT2XQSjAfR19778CxGYW8wIdDx06NPzQoUPHen8BJCQkLPULjJysDtIAa/1q\npKqfAVx9jmYvx55qmwttVxzAAhICgkOSJTMjH4p441G6VFGUVlXcLgRpaGoSTqzDOhVFEHIodGFt\nCXCrw+0JPOOWF9m8LudR24R4GPoQfobl+Drcnjccbs8TuYqEl4fZoMA8NCu53f6/BHgQzcbe73B7\nCuEn225rCqYCL/kBqm9QGeWW2Q4x037ewVen5XdsQZsa/4XWFuW5CJd4MexdlBbZ8Ewb+pvX5fwO\npZ10uwDvxqco33/ApUjZdbg91dOTE8dtmDO1jAkMyqjY6KmAFTP6pW398eN0kDwogC+MRhVfFpHc\nFhGXv92PBh5X2He9LfChiByx4Ks9MMXrcqbav3dAi+kP2/2bouvqYjhGseoAvGnpyf6WDLRF8DmF\np1sXawDxVXYULjaLWSlojd8Bh9tTJo+klA3ncF/UeStk/58WEhLSAqjqVzB/NvYwWaqCuXaRzT5L\nnVEKWQnU56qKZolqBgSF/N6w90flRST+u4EPpyBSHs3K+D9TT6FtID5FQf4ItLZuMwqwns9f/Jro\nOzpPfApI/fH1NjOTDu5yo01yY/zOJQwFCRvQQMJQFFgttD9/g1LOhgC/13958sSqD3XqgfqMvWOj\nIm9CAwBDbYDSN24pFIAsQfstPYi+X1FooL6nvebu6NzaH23u28sqAr+KilJ0i42K3GaMeQQFQkNE\n5Fu/45RDwc06FFAl29qs59HarB+M1khGoTS8riKywajOwAD0XesqIr853J4gh9vzHPreD/K6nF94\nXU4xxlRCqZEJ9pr+EJH30b5yEWgm+XURaWC/gxX2fh0FPh0wYMCOHTt2HNc2pXDhwrcOHDiwuP01\nFnjB55sYY4rY76O4MeYtY8wq+2+9/b8v2UxEmopKuu/L9nm5i5G9gisUYAXnDUvPSEtJQb9cn9yk\nfwYLtA7LVzCXXUlwO1DCZOsNZG0tOZyIvS7nHjQ7dkmpD3ldzlSvy7nc63K+gYKtSSgn2AVMtoqE\nVXPY8yvX/h2bg9bjxaCUglkoteIIGnlrbieVGDQChv38ALY/lOWdjwUaGZVpxe9zH5XhwewHtiBr\nPFrb2OdyEFOxoHQk8Nw5ZG2nok5cdiB6tufgywBuRaXgL0x95gUwh9tzX/LhfcPXfTOp8NV1HBIc\nWiDzf292NId3bkpGxYJS0GBVFxH5zBc5zbXL1xxuTwG0VneqfTZvQwHLHLvJgygFeZl14v5EhXVG\nGWNijTHlUWfqbrR+aSEa4f4VbfvwqO9YxpgEoHI96jU0xsw3xsxEKVwYY14xxvxm/3WxuzRaPu3V\noqUp3bcVrfrAsTYljf/4dmK+yZMmhUycOJGPP/6Y1NRU/vzzz4y0tLQHgBHWAbveGNPWGLPcGPOr\nMeYzS9U6wWyk/6Fs+670+3tFY8wK+/M2Y8wwY8wy+6+C/by4PcZy++8EsaBcO86eRH2uZPS7DUeB\n+lUmIHDfPa7Pwowx5vtBj+6SzIxqqFjEMeEcY0wztAb5PRR0jEbrBnegz1Xb/MWudt/ReWJr4Oj8\noS0/TY7fMxClycX6jeMDV7+hlLehKMj6BQUIH6N1XMOABQ16ffBxvqKlBwCZCXv+GhAbFfkA+g5k\n73F1vR3rMztGG+A+FFTts8cUlL7nq8faDgyKiI7x0SaTgL6xUZGJqAjFXWhPwbV+x7mVrCzVu+g6\n1Y8sILXJvruj0Fo0l4gcsoBpNEqH7Cfa566EPecywMtel3O9UXsEBWfTRWQC2vJgmdG6pVEoztgD\nxBgtyymGKvndjbLFPhw0aNDKuLg4s3PnTqZMmUJaWhoikvHTTz/dYYyZgwLP24D1RmseRwAr0eTI\n46gPH4yCuFoi4l+L9a/ZleggJ4TkK5iRkZqcgr686WgmKzykQOG9aLQEjgdYx2WwrPOwA83wZLe/\ngDCH21PkJH87mf2rNMEzmdflzPS6nGu9LufbaMRjCOpMdQBmONyeTrmKhJeeeV3Ov1GHJxitMwxH\nKYH3oRG9e6ys+meobHsVC5wmAI/Y6BqW3jUGdYiyK/K4gUeNKhJlP36m3S8ZlSIPyr7NpWZel3Mr\nCkS7nU3wwNZmDkXvab3zPAffd3AY6Plv3zeH2xMYMfCr9od3burx5/++DK3QqKVsXxqTuerD1yQ9\nJdGgc4FBMxKDRCRHAgW5dlnY48ASr8u5zWjPn+dQql+GXd+aA5PtM1sAG7GXrAbCo9DIdXtbhP4m\num5MPcXxmtekZmlUzayviFS1lKdnyaoVbps3vPit+zatdBz88/ebn+TJWimkrASuxgQYoFHp8lVG\ntG/fPrVDhw4UK1aMX375hbJlywYGBwd/g9KjaonIZrQWpq5o8+B19vpOMNGmpV9l2zfeZKmKPYul\nRFq7KE1LrxQz2gOqAUrhK4YGwo39I/e4Pks2xhSeN/jxjZlpKbehyqQJfvvfT1b/ta7o9+DLpK4E\n2hUoWX7QHS+99QxwaP6QJ75KS4wfgD7b8/3GKYTWa/0CfGd/nmnPy23H34gFShHRMd+F5C80GPhr\n8/yZI//35ottUBDRQ47vcVULreWaiNLte6D1qj3RYNVINFA/AqXfDkfrwSb7iVn8AIyNjYoMJ6vx\ndS8rRuETs3gUfd+ibZaqjN13Hwqa4o0xd6EAbKatv84wxjyAAqa3RWXdM2wd5ig0E+22lMBCaIbr\ndrQme7E9j1h7Lb+gdVcbROR69L0+gPrWX6JJjfuAa9PT04vdeOONpm/fvlxzzTWEhYVx5513yty5\nc18hq5l3M+Av+77eAjhEpDJQTkRqisiNIjKFS8iuRIB1JDhfmKQnH01FnYM0NCp39PYObwgQZmtL\n4tA+AXBiBgtOX4e1jpzTCZYAt18O1LtTKBL+TZYiYU+H23PnpUhvukLtW3Sh+QrNYn2KZqeOoJNg\nC0upmAG0M8YYEdltt+vko/+JyC8o//0lf0qgdaaHA93s5H2ceV3ODHSRCOAsQcu/aF+gc0Kzs9nJ\nisIMRuu4zkty3YLT19HF9qV/a25wuD3501OSXtuzflnLI7u2mlI17k5f+f6AzB0/z8kAyUSjhwuB\njiKy7AzD5dplZA63pzRanO+rk2oCbBGRX+3vzwJz/MScmgF7RcRjfz+A1lNVJKsZ73ggxd8ZzmaV\nf+Kn7cAyEfHVYdUHPheRo3a/2fmKlH56128LM0rLVd/tY199lDb2RdhV5csAe+d9OM6MHDlyx/jx\n4/kvNS29EswC6qdRR746CmZKAXvAFG/U99OdAYFB1y0Y2XpFenJCIyxQ8Nu/Ifp9vIVmriaja+Ah\nlH7drmDpCq/V6zjuGWDf94Me/TYt6YgLDRD50/fC0fl8GVYdFw0M7ELBxxtkZZrejoiO+RVdC/+3\naEzbaZvnz+xFVo+r/X7j3oWlC6KZtGg0wO9CAxTDUOA/AwVnfYGxIuKx4lUu4E2vy/l5bFRkFRSM\n/YhmblLsMUJQFcM7gO6W7lfHjv2FiEy02z1v73U/C8BC7X73o42Pl1hKYBu09us1r8v5uaUE1rL3\nYDMaVNljx8xrr8+J+odL7efXopmzAPu97EJr/sNRqmNKeHh4NyCpePHiyQcPHkw/ePBgh4yMjLqc\nvJn3YmC6UUGdf73E5lR2OTg8F9oSgvOGSVrSkQw0e5WJbTacJ6xwEXRhKMZJMljZHJ0zNRzOKcD6\ny57HqWq6Llnzupxx9oXriUZKVqMFmDMcbk9/h9sTYWt9cu3fsZ/QSXsdulgloM/tPWimpr7D7bkK\nP9l2u99XaNarkd9Y76LZXYf/ASzt4T3AZbTI9Tjzy+4UAF6+1AMJNkAyGmjicHsqnOW+f6CLcD9L\nrzqf8/BJwZcA2v/T983h9pROPRo/Oe7XHxqFFCgUkJmRnrl8aq+0o3v+ykTnzD9RiskMm83Mtf+W\nPQPM9rqch2y9Q1NUIReH21MNpRh9AmCMuQGdX3zNUsPQRr3rsc140UDLGLLWzHSs/2GDNiFA+ipW\nxWPl0a2d8NznK1amYuLeHX9Uo1r5MpRpimYXKFDi2kr25+kJCQlvG2N6FS5c2P3bb7/N6t+//8ka\nbk/nMmpa+l83owIpr6AU1AZo8LkWSs+7oUGv938LCgm9afG4DgtSDu9/AEtd89v/VpRq9yZavzXd\njpOEOvrtCl1defBtL4x5Ftj9vbvZ9xmpyX2AUSKy1G+cIujcuxgFWNEoYEtExSaGo3NgX2BURHTM\nTnSNmxUbFflN4oG4E3pc2XEftOfXD/Uvh6Pr8TBs1hZ9R7xGxSaeRmXeVzrcntZYiXSvy7ncqLJg\nH+ANEZlt2Se+cx+MBudeBfbbTFZnVADEa8GjG/UNXhGRrX7ZrQwUlO10uD3F7H24ZvG4Du/ERkV2\nMMYEGWNes8cYLSLvSpaQRnl7/okoVfFve+kFUCA2F1Xf9t2Tq8iqYTsUFhbmE8EhMzOTzMzMUzbz\nFpEX7H28BlhtjDkmHHIyM8aEG2Ne9Pu9tDHmoquIXpEAKyhvAZOaeNgXgQULsNCu1nvI1mzY63Im\noNkuf9rfSTNY1nIsdGEdukuaJpgTy6ZI+AzHKxIOc7g9D+cqEv6zZp30uahww3eoM/AJ2hQ0Ea2/\nesJOzlOAVsaYUNHeNePQCG0hONZseITd5rhsroh4UTpAD6PNErOfRypKQygJvHgZgKx9aOSz+9mK\ndHhdznnAcrvvec2vXpczBV0Iq3Ce9V1nYw63p2bSwd0zdpj9YMMAACAASURBVK1ddGOhayrz109f\nm3VfjycjLSUdjQRPQGsKzkuaPtcuTXO4PdXRtc3ntLQG5ojILivI1B6ty0q2GZwX0XlF/LbfhoLw\nrUZl3R9AKVG+Ws5tQG37cxOUyjz0JKfzI/CwMSafMSa/CQh8tGTVepmJB3Z+sJa1d8xnfh5gPcY0\nCc5XsBSaUQ0Dau7Zs+frbdu21fPLXB3XeNT+HGcZK2d6v/71pqX/ZTPGlEAzQz7WhRddtxYA9ep3\nmbI4JH+hO5e93WPO0b3bm6Lgao/f/rVQEPEm+jzORCmlmShQahde9sbBt7Z7vQ3w99wBTX7MSEvp\nCQwXEf96uqIoePgBDRi7UHpnACr37kazLl3ReqgMFJy/FRsV+Qu6Rq7j+B5XxhjTiqysDna779B1\ntylKT3WhWa3uqO/ULSI6Zg8KvG4AXomNitxpgcJDaJZphd+5++iDP6PgzaD0w3oo4FlnjKmMBhDX\notTBI0ZbrwxH3/exIpLicHvq2O1+AqIT9vz1I5qtG4Jmxv4nIqv8ru8++/eZIjJeRFJtwPVZ1G9O\nRVkwPurlQyg46mlBX0DBggXHAnmNMaHGmKCiRYuODwwM3G5O0szbGHO9BcXRqM8exektHH0uABCR\nnSLy6Gm2vyB2ZQKsPPkCU4/GC7ogBJAFsE7VbBiyNRxGIw9lzcmVjjYBpc9CuvmyB1j+5nU5E7Mp\nEn6K3jt/RcLyl7qj/R8xL5qJ8qI0la1oa4I7UB50bYfbc41kybY/CiDaEHYeKnOL/WwHmsnqYbJJ\ntKOUmSCyBDOOPwmXMxldiMqjQhKX9HfvdTl/RN/jNuew+ztoRP6pC3AeR9HF4w6H29P0fMc7kzWO\nmh15ZNfWKfF//1EqX5FS6as/GZq++7eFgmYcvEBbEZnni5jm2n/L7Hv5PDDdKgNWRrMIn9pN7kfr\nA331Fj7hnGUARqXM66C1LqDvQE90fVtIVjPeKWhbiGXArQaTyEnk2a3zO92Ov7RYxdpLi15/09cp\nRw/9eh/3JS5hSW3gk/xFy2xJTTi43b4vb6HBpIloFs1n2RuPutDMxtxs253M/vWmpf9VM6pgNwB9\npu5D5b2dqKjEfbe2H+3NV6TUfb984P7i0F/rmqM1V3F++9+AAomJ6LP7JfrMBqEArV3hctWH3vLc\nsOeAbXMHNFkqmRnd0IzOar9xfBmb71CFOp9cejgqstAPDTy0AfpFRMcUs8cdGhsVuRsFTd/YuiVf\nRikQBX410ffgKhSIvIMCmg5olq0Hyp56DQVGfSKiY0JQ4BMPuGKjIgPs34tis0x+514fXV+niMhH\nqA87HM2kvSoi+4wxDvSZfwsFO6stTfBZlEl1O/BDkXLVPAvHtP127sCmd8ZGRe6xlMCO6Du9CQV7\nHYwKvtyDHyVQRBbY87kHVX5sjZbYhNr7E4rWnd2JZtDa2e3zzJo1K8/EiROZN28e+/fvB0itWLHi\nx8BkY0wSGhRublS6foEx5jAa8PsF7dmFMeYZY8yXxpg5xpgNxpj+9hYNBa635zzCGFPOGPOb3SfU\nGPOOMWaNfb8b+o012471hzHGV+uWY7vkC88vgiUE5ckbmJpwyJClPOIPsPagtJz9QH5jTB7Lbd2O\nPhCrAEQkyRizH1VU+cv/AF6XM93h9vyBPogrOLNtAAo43J4yVpzgP2M2e/Ez8LPD7RmPRuNvRyer\nTIfb8xMKMNfb2pNcu4DmdTn3ONyeDeiz6KNwfoICoYVozdGTKE1hBvCGMSbWRgc/AMYbY2r7Rcq8\nwM0ocD5WrC7aoHAY8LoxZpuIzDvJuSQ53J4B6CLxtMPtec9mcC9VmwiMc7g9y70u58853cm+/8OA\nUQ63Z4vX5Vx0xp1OP168w+1xAcMcbs9Rr8uZ3aE7b3O4PUEpCQdfTty/s42IBCbu25GyZcHHmZkZ\naSmo8znGgvBc+29bI2y02VL32qLKakmW7v04SlMSS0d6HHWsdvjVZUzxFbwbYx5CwUkff1Buaz1v\nO3ZUQwhQQUR+QLMH+G07Cn2XDPpOzvud3zM3s3k50D0iOmar77h2l3jgqQEDBvyEbTRsx1nM8dT9\nifbfGe0k+4LWh02zGX9/Gy8iA7Ptv4+szFauWbOBur6oWEQ9NIP1EKrU1/SmllGfFSpTsenaL974\naO+GpU+i4MpfMOI61JeYjFLqvGjdXz4UKLUrXK760LpthjwHbJg7oMlvkpnxEjBQRP7wG6cEui59\ngwbTu6OZrOvRuuU+6PfdGHg1IjqmNiry0s8KTUQDE/2EHjDG5EEphQH2Gm9BAcVwtKeVC/VBe6Fl\nKf3RoObMiOgYX3PuWcDXsVGR19kx5gEf+AE4Azxhz8slIluMMdVRMDcLBXFBxpjOqO/VS0T+tu9q\nSaA0mplrH5w3rERwvoLlA0Py7rizy5QKsVGRdwADjDb5fQCVXp9kVAArAaXJvor6Fd1s1sqgQdpR\naGPg/hacDbPfTUE0IFPXXvtXxphXQ0NDt4SHhxd9rv0LhOQP4/D+vaSnp4ds2LChMxAhIsuNysYn\nkhW4LCciB4yqIB6T1bf3uZrddrkxxmPPs5qlK/uk633WEUBEqluwHmtURREUqN+EMtg2GGPGnQ1z\n40rMYB0JDAkNSkk4GIBef1402hyPXwbLPsB7yMpiZc9gwelpgr+Tc7l2QSNp/5ks1snsJIqEg1F+\ndAfgXYfb09nh9tTJVSS84OajXXyJLl4rUepEHXRiqupwe66TbLLtNrDwJvCisS0J7HsxDqhvsqkH\n2poCN9DGRr5PMEu3daHO1WMX9jIvrNlo+Gig89nWEvqJXnRwuD3lzuX4xpguxkpHe13Ofd+5m5VL\nOXLgGYfbU/9cxss29jGhAYfbE5Z4IO7NhD1/dQRCty2clb5p3vuZmRlph9Dr75QLrv77ZhuDtwLe\ntmtSA9QJ8imrtQJ+8LqcPgf3OeBbm9kGpR7vQvug+ZzWx1EBgVMHUhRclUWj46ezivZ8NgxlaP3V\nrN5lM+3XoQ71GpsNqd2jR4+iZGs0bM/pggSVzb/QtPS/ZtYZ74IqzVYiK4P1BdC0yoMdZxWvfEuz\njbHTP/p7ZeyTaPPbLX77l0FByQzUqV+IBsELY8FVsYq1h9dtM+R5YN3cAQ9tkMyM9ihI8wdXJdHM\n1ddo24GX0XWsGpoJfRVdP+sHhuTtFREd0xhdR3vFRkWWJ6vHlT+4CrNjJKAZqwfQTFE/VBhsKFqz\n6EaDn4NRKfUP7Ph9gDFel/Or2KjIO1EAN1VE3vcDV6H23G5CZdq3Gq3z6olSFH1KfUNRqfduFlzV\nRNfgJHtPj4SVuq5MiSq3O9JTEo/s27Syh12/4lAabwF0zfevjazMiZTAIvZ6atvjDbLb/oD62BXt\n3+qgWadfUVDdIDk5uccfm7cc/fmPbSSHFadW8zZ8/o13k6gtBxCRw5LV/mOuf/1dNpsrIvtFZftn\no8D4dFYfrSNHRNaj84YPYH0vIvGWEvw7J1cOP6VdiQArMSAoJDD1aHwImsELRylTqZzYCyuOLIDl\ny2D524VqOAyaxbntjFv9R8wqEm71upwzrSJhd/QeN+d4RcKT9ibJtbOyn9FnOwWd8OuglJ/H7Gez\nyIoKHZNtB7A867V+f/cBqdFAF8unxu9v21Gno4+lXJxgXpfzMBqNa/RP0N7Ox7wu55r/s3fmcTbX\n3x9/nlntKkubLcqSLNlCKevc6k6kiGiRotCihRbuYK6iqJSlRdGmlFRqbnVHlkqRFJKyJFKWEMY6\n+/n9cd7XXNMMBv3qy5zHw8Pcez/L+3Pv5/N+n9c5r/M6mIN5V0FpjUGfdw0WVR/k8QeORjGsP+Y4\nApCVntomtuRpjwB3ePyBhvnvduTWNuH9Cnu2rp+emrLtqvQ9OyKWvTs6a9vqRaGF6XpV/TCPCH2h\nnZh2LfBj0Odd6Zy3HsCLqqoef6A6Nm+8BeCctJrkCF2ciUX6n1dVdc5zP0wB8HCsjKrAHyi5Vf4Q\nkeIiEhCRpXNGdpu7fMbY/ckJ8a1nMvODNNKuEZFJGfv3XA58lpwQvxZoX7Zs2ZU7d+58fvLkyUWB\n0nPmzCk6Y8aMN6KiouYAr4lIpIiMdpSgH1x0HxFpKCJrRWSfiOwS67v1n2laegLazVgWpQTG4mmG\nBQM7VG3Z9b2Kja/otO6r96eum/duNwzAHAjyOPDux9axKzCH/TR3vCBwe5lzG4xqcOOw24BlM4e0\nX6fZ2bdgtVvhIO1MDFy9hwXZ78BRsjEa28MYw6NGqbPOHdRm8LTuQIOM1L0DHfDJq8dVWSxjswIT\nfeiJZYYHuE1GY2BwPNaE917gsbjEpM9dE9/OwEPJCfFLROQWDMgPygXgQudIxcDYHoyGGofJwi8V\n610ZklZ/HGswfB0Gxp4H9sQlJkV4/IGbSp113qU71i2bl75nx1Y0O01MKn+QO/4o939IJbA5lg0L\npwQ2dNf6k9tPAXWALwHTOwhli0e4sS7Fguve6Ss2rhw/c3505Zq1eWvsKN594VnOrFa9lkRE5IdR\n9ubzPhwsMpPX69x2qHU9fE7KooCsv5MOYBm1IWJ3dmZaLEYPDAEs5WCKIPy92XBBANYKoFoBsjHL\ngLNdb6KTzoI+72bXFfxBbJJbitHZXvH4A0M9/oDH4w+c8u+O8n/THPUyiEUHQ5LtX2Pp+tqYatM5\nHn+gpubItvdyThJYfdVlInJe6JiOuz4buCdsu9Bn32LRwEGOJpHXmHZgE7HX4w9cedwu9p+xKdic\n0K6gOwZ93rlYofCAQ4lehDuSzrEbgtE35ojIHLfNuuSE+D2/fv7O5M9H3Tw7tuRp77ptp4hIWxH5\nynHFm7jth4rIA2Hn+DGcGnHZgNeabFz82RfL3x9z2daV3/Dj+2PSU1O2RgJJqurHak5+ck7o6IJe\ne6H975hTDPOS08+pM7BUVVe6wMIdwGtBn3evo3X1AV5Q1TT3/PcFpmmO8EBLbG19/whOvwujEeZl\nlwMb4xKTGrV66M25Jc84Zyzwih//7lGMaoZExPz6xds9sboOgMuaNGmySp3AQMg2bdpEnz59fKra\nDaNpnQNcqKp1gSnumsYCTVS1GEaNXKj/oaalJ5KJiBcLKO/GgM152JrkObtB3Ifntr7hmk1L505b\nFXy5K6ZWFw5gTsWyIwGsue5qIBZjGH0C9C5Xs+mohjcl9gK+Tx7S/k/V7G4YEAqnF56NZY7ewQLs\nPbHMzhVY9ioBu89PqdS0fWLTO8bcBZTf/ee6wXMe63I9efe4qohRAGdidUEPYjTVkGz7cEyN8z2M\nxXMVMDAuMek3d76qwP3JCfE73etzMaW/dWHnqElOL6wxmPjKCIyNNQD4U0Sudn8/parvYRklH0bN\nu8/2ldP3bd/8ZGbavhobF8/M3rd901YME9yEZegSgdSw7HNRd77dwByXDYsSkVsxAZcnVPVNF5D7\nxn2vLclpCAyWNXsSY9NUxoK/DW5qXPOTITd3jp359utcfGUHfv1pGSVPOTVLTP2vsYjMFZHxIvK1\n+w5DPnpe1k5ETnNg8GoMYOYWuAm3L3AiN44aWAkD/MdsJx3AAoiIjNqRlZlRHCu4K4kVyoEBrG1A\nWbdohAOsv4BiuYQrfgWq5nYwwepNMFrhebk/y8uc4tsirKHiSW1Bn3dn0OcNhikSzsKKRJ93ioQd\nnbx4oR25JWMRuUXYQlQJy1xdF/R5M7DI9I1u288xCmFrsNQ8tijclYtiMwVzovICSNOx+//uvJ4P\nOKDWNwjo7PEHCgxe/r/MfT+jgR4ef+DMw22fh71CzsKVn10ObFRrmHgBtpBtBFqpaqvwDX+Z9dqa\ntN1/Fa/beWCR1o+8czWWSeiGUR0ewCKa+ZrHHxCRiKjM/Xvfz8pILbd320b97esPtmpW5ggMiP8m\nOdLctZ0TOvxQxyy0/3m7Efgk6PNuFZEzMCfzVfdZW8xBCtVVdgQ2aE7vs8uwXpIfwgGVsFuBsWGU\nnkPZFpQF+Xy2DGj71dg+kzYs/ixrReD5ErHE7q5FrT/7aJ+1Zzdo9+32X38oHvR5t2DR5eL169dP\nxoKnB6xGjRrZZcuWDTlNbbFMWyaAoxrVwJzqmWI9dwbz94BqoR0HE5NTvw7zn4pga8gqoGnZ6o2T\na199t3frqkXvLZs+uhNGLw1XygtR7z7HqHEbMAGeahi9vXe5GheNvrDb4F7AwuQh7Xeh2R0xoYcN\nYcepgGuwi/VR6oYBkM7Y7z4cm0vTG/Z49KmaV/YeBKT/9OG4x+aPv7M/tobm7nFVCwNsr2MUxeFu\nbEOwjNi97vNF2P1VGRgQl5gEliX6ExjiarqexOb/IW79DZ2jtdt3nKq+j1HZnsJEYB53mw3AgM39\nqrpETJRlDMbIelhVt8UlJtWpfHHHNfMn3NV19qPXNdHs7OWY/3suVrt0nzt/iMrZBHtG3sSyeh3E\nRCKmYIHAu0MgWEQaYxmvOhgADq3/52OaBfPc71YH+FQiIsed3cizWbOzI3Zu28KUp0fS6Y7+REZF\nRRYpWmwqFvhohNFA4zChrTbkb/Pcb7AEmK6qi9zv9JULMo7Ktf0EIFKsH97bQA8XaD5mOykBlkRG\n7SRbI1WzQ0Vz+7EHPcrd7KnYgnGg2bDjpP9B2KSrqjswlZY8qVAcHU3whK7DKqg5RcIvgz7vE5gT\nMA37DUZ7/IGxHn+gW6Ei4eEt6PNux4pRL8Eif+0x6ltF1+9pNlDO4w/UdRGrA7Lt7hBzsUjj1aFj\nOgdlNNBNRA7iJofVap2JLVr5jetPbMG4weMPXHocLvUfMVd38hbWMLlAjQ1dw+UngBaHuMZlQFsR\neVxEWmhY88x8bO1p59R5LKpIsYSo2GJrMa64uuNUyW+nmBKnRqZsWP2kREbFpmxcVWrtF9NSM1P3\n/AlcqaqTMWANllVIBV4SkZCsf6GdgObxB87DirlDfWF6Yg1J/3L93G4CnnfCFqdjc8CLcMDh7Yk5\nfKEodW9gtqoerqYqZM8j5NnCQ1VXAQ3L1WhSZNWnL9cHOmSRVWoxi18EKHVm1Ybpe3aEsmYxwBeP\nPvro1h9++CEkBJCiqpkbN258Z8iQIVvddsLfaUMCLNecfjt1VDXuCMdfaEdoLkNwNwYyKmH+019A\n9dIVanzT4IYhbXau//njxW8M7YCJpSwI27copja4BANUKRg1rjYG7nuffv7FT1/Y3dcbmJ88pH06\nmn05BoT+DDtORQxcvY7REzti4OomLNPzpHv9x2UDXn+5TNV6jwJr5ozo+vwfiz4dhmW7hujBPa6a\nYOvYGMzvG4WxmEZjdYidsHqpLdhasB0YGpeYVNW9Tgr6vM8lJ8Q3wGqmpqnqi5rTYypCTD3veiwT\n962ItHPjnKCq72DlLKPd+AYCWx3VLxF4RVUnxiUmqccfuBG4u4anZ8/MtH1nYKDlQ6x2rZOqPqSq\n6Y7qej4GNCsCF6nq5+6ZDFH83gCGq8m9x4jIHTiapaqep6qNsXKCB7AatN9V9XIXRBxR6qxz54I0\nXPvNp3X27Ny+LaZIMcqUP52qtWrzx4ofv9u3Z/dqVW3q7pfrVXWPqj4C7BXr54WqrnPHC9kWVfWq\nag0NE5tR1W6qeoGqDgjfR1VTVbWHe+YvVNU57v1XVPXOsP3j1UR4jthOToAlsjcypkhadmZmFPaA\nppK/VHt4xPoggOXsUDTBnygYwPoeqH6sTUpPVAv6vBlBn3dR0Ocdi02Gz2Fp60HARI8/cJvHH6h9\nrP2HTmD7BMs2BTEedXGsoLizy6BOAW7y+AOif5dtV4wzfo3jrePe34hJzg4Q6yBP2GfpuAJfF7XM\n05xyZgLQy+MPND9eF/sPWBIGNAoszuHqzoZjTYP/1qA85EhiAGmEiByur0da0Of9Gni1dIXq9YqV\nOStExcwmhyd+oJmrmRSt6b39jciomD6ancVPM8auzti/ezjmWIYkf0NiJplY1HI65lB/WtBrLrT/\nvrnA1K3AlKDPu9/VVlXD5gUw6sx8V08IBp4+CHNYewBfufs3FL0+D5tLDm/CaVid4ZY8PxY564KO\n90ZWj7slCxE/0DKTzFPv4q65Hn+g7JYV31ySsW/3B27uycYCAyxcuLD2hg0blgPtvv3226dXr169\nJOywycAdoWy8y9auBMqJSDP3XrSIFGTtLrTDmFs3BmOUrfqYPxUBnFas7NmrmvQa3WTPlvVzFr40\nwIMJPnwRtm+M23cd5ptlY/dMPexe7X3GBS3G1Ov6cC/V7C+SE+Ij0OzLcBmbsONUwebhV7DA+OVY\nhukODOy94D7/vo3vvRmxJU99Avh8lv/aGRn794R6XD0ZnpkVkbaYFHsiVm7yBBbEfB0DFnWxrFIx\nDLzNBsY7MYuBwOjkhPhPXH1UX6w/1Wdhxy/mrr0GVj+1UURux2omH1LVhe65G4WpID6DBQzuwebu\nB1V1nscfOM1dW3Wgf9Dn/dGBlKFYYP8+Vf067LxVMXB0oHGwmKR5fww0+lT1I1VVyWkyXJKDs1nn\nufGUcN/zbgCPP1D6zHqtLitSulxjyN4+aOD9je7u17f4bT1u4u5772PFR28Sk5XesHjx4uGMsYLW\nVv3rdrI6oruji5VMz85MS8WyV1nkLdX+Jzbphr6n/OqwDqUkWPNIHX7XK2gZxpMttEOYUyT8Kejz\nvozx5R/FCh9vp1CRMD9bijnQZ2CLXKihY22PP1ABK7wtiqXjwShCV4oVFKOqm7EMYr9ctL9Z2LPR\nI/cJHf3mMYxeWCW/gQV93t+wib6va3L4nzOXxR6D1Y3lqZJ4mP3XYgv44NyiFyJyFrBPVd/AopAN\nODRvPHTMWftTtq6v0OiKrnnUKK5zx6HseY2uRqgaERHZaPlH4/ZrdlaGZme1wGoBzheRWEftauPG\nUwIoraofY2IbhY1RT0xrhgVaPhPr2dMLUytLd4GAFjiFLRckORtXV+UASENyetAUxRzEcQWg2FQH\nVqH5Okt1Vnz8wsK5T9zYImPfrgHArOEMXxVL7HuzH+v6fca+3ZuzszLGkyPxnSgiC4BSWVlZ24cM\nGfLt/v37c2dfX8Jaq/wgIkuBbi4Y1Al43L23xB2z0I6DiUlsD8UyEc0xP6c8QGypMtsuvuv581J3\nbln49bi+lwLvqerMsH2jsOxPClZrVQSb2xrjapnOqNvymbrXPdhLNXv2zCHti7nPHtYwpTkHAhKx\n9iIVMGqrHwMiWzD622PAJ3GJSQsio2NGAG8lJ8R/n5WR9gQQ0IN7XImIdMKySg9hAMqPZXfnur8j\nsQBwbXf9E+ISkz6MS0zqhYGfgckJ8SuxGq0mGMgJF/M4AwNOf5Ej656IreH3AxtE5HpMUOZRN1+H\n9olyx/vD4w/Ux9aupcCQoM+7U0yq/RlMvfNhdfWT7roud+N/EwOLS0VkKkYbvMNdbxsR+UNE0rAA\nhQcLyHwpIs+LyHIsafAjlgn7ENMZaA6M3bNlfbEtP88vq9nZxR577LFZqampGZmp+3lr0kSeeXI0\nixYtiszMzGzvvoqawDgR+VJE1gPZqpoi1s/qSxH5XkS+B1aFsk4iMlBMyGapiIx071UT62v1nduv\nJv+gnawAa09MsVKZmWmp6Vg6NZs8Mlhu0t1FDgUwL6n2fDNYQZ93J1bfVRBpx0KaYAEtTJHwraDP\nezd/VyR80OMPXHqyKxI6gPApBqw+xLJZWVhmppMTw3gDo+uJ5pJtd/Yh5vS3Dr0Rlt1q6iJpB5mL\nbr8EDHYLbX7jW4NN6v09/kC9Y7jUf8wc1fI5jCpY5HDb57H/FxhH/MFcVMM6wEJX/zEIizS+CHwi\nTuQiP9u3bcPv+3dsWg4knlrlgvB7fDpwWlRssXWRMbHvxpY4leUfjluesv7n5kC6qu5VU318B8tW\nTsHUuMB+4yQR+QGrd7iXQjuhzAWfbgFeds++B3Ni57vM1u3AG0Gfd7ejCvfGev1kiIlC3ImpDIao\nUjcDizWseWt+Jla83hdIn8GMH0Xk3by2U9Vg60HvvN9y4OvxQJNTObV6P/ptWnbmn/VaPzL106Z3\nPB2ql4jDgGF1bC56aujQoZ2GDRvWeOjQoeNVdXTYMTNV9T5VPV+t5nGce38JEOXeq62qE/MaU6EV\nzFz2yYc58hdhYhY1ge1RRYpnXnrf5PIZe1NWfvn0bQ2BoKomhe0bQc7ck4r5ZyuxmqbpwG1n1ms1\ntm6nB3ppdnbyzCHtT8Nq6QaF06xdHVIiFuAKKWKOwDJLv2CZn0eBKXGJSeuxbMu45IT4bW6/F1X1\no7DjhXrEXeaOURMDPI9hDbNHuXE+jolK9QIS4hKTlmNA62xMzCKLHJW+R3IBwjrkZKUmYJTKpzDq\nod9t5sOyePeq6s8i0tTt8ynwZFxiUrrHH+juvsPRQZ93anJCfISI3OTee1pVXw+jIhYjj8bB7jsr\nhYHCHzD5+tlYbfaz2DM3Rq3P1C9YDdh0TCTkMeDpUyqff7VERJTYtvq7+zYt+/y53ZvWVMKCuHUy\nMjJOHTt2bKlx48axcuVK+vXrR6NGjbIiIiLCez4WwQBrKlDUzUlbgHaq2gDrM/esu44r3FgvUtV6\nWFYRbE29S1UbuuucwD9oJyvA2m0Aa286RqOBvCmCcGxS7VBwmuBCoJ7HH8hTfa3QDm+5FAlvx5zG\nVuQoEl5+EisSzsLUm/7C+j1cgoGoJh5/oBymeJeFLWBgEcJw2fYsrLbqFgmTaFfVPRj94S4xlaeD\nzHGXvwQekkP0ogn6vCsxDvpAjz9wRH3k/r8t6PN+hT3Xtx3lIV7Fgjo9Qm+oalBN9rm+qjZWK8wd\nq6o11YlcqJOAzs05V9UeteL73gf80LjnyFsWn1P3ckQa74+OLVGn88Btzfo+W6l42YoZGfv39M/Y\nm9JAVVeoaomw/Qc6vnq8ql7juOebVLWJG1MdVX2VQjvRLB74PejzLnG1VN2wuhfFitOLYHQ6MFrs\nClVd6l5fg0Wz58OBAv9mmMN1JHYK0Bfl+w7a4V1VEIJGtQAAIABJREFU7ZTXRh5/oCK2Ji8Fajej\nWUxpSi+5s8+8GtjavdpRzyoB37gsXNs+ffrEkkcfrPzM7YeqFmatjqM5gHQ/xhS6AFsDGgNrIqNj\nS7Z8cEpsZtq+TXOfuLE66DxVfTds35A65SmYT1YJyyxehjEpbj3rwrbj61x7/23ZWZmfzBza/mzM\nF/OptRIJHec8YBjmTNfDJMafwgJZC7F7eCiWXcp04300OSG+OOaEj8hFnYt275+DZXLaYs/Ow9g9\n+TgWiHwdy45dgjXETsXYCb8BickJ8dXc62TgGRfQD53jciyr9aSqBtwx/MBkVX0NC/Q/jZWxDAZ2\nuRqt3lhvq4/jEpNCaou1gHuCPu8Pjo0yAmNd3e2CCqFz5kUJLIXRH3cBtzra5nduPBOweeFyDMzU\nFlOHbISpCA/BwPSfcYlJRZvc+sSA4uUrf7v0ncenLps2qgwG2K4CvlTVEsWKFVvUt2/f/SVLlsye\nMWNG1v79+5/dv3//kJy7iSmq2twFUVZioDYamCgmUDGNnN6zbd13tQ+MSeNYGc2BaS6Q+QIHlwAd\ndztZAdae6OKlyNy/J5OcOoW8KIJwcB3WJqC8xx8IdxA3ASXcApWXFUjoIujz7sYiABcebttCO7wF\nfd6UoM+bHPR5h5GjSFgXUyR84p9QJJSwBrHu9ceO63wsx+wgJpe9REQWichRNZt1DQQXYRmoD7GJ\ncS/miHR0Wa43gO4efyBCrcHeQbLtasXrs7Go3AFT1eUY5fDeXBTCkL2ORZ965fFZ+Bh/xKJwj7j+\nO/9FexGo7/EHCqz66bIFo4CmHn/gsuMxGPe7vdzr05fKX/Db8rUKn5Gd9WfHXdu6rgy+/NPaL96u\nmJWR9oyqZh/2YIV2wptrnN0Zo0uB0Zy+UtV1Hn+gKJbZej7o82aLiQJ4Qts6OmsHcnpeRWNO2Isu\n0HIkNhKoVkkqbYmUyHfFFMkQkR4i8oGIfCQia5e+PfLRJW89GpOcEP8dkFSc4ksF+eyvNUu6fj76\n5qbJCfGLMDrWCjVp9oEiEj99+vSxkyZNKgqUzs7OLhoMBl+PjIxc7ObQ2925WorIHBF5E6OsHdSA\nW0QGiMi3bp9h7r3c7RS6HNUPcPLYrRgD6EzgW8wxXyyRURVaPjglNTsrc++ckd3OBF2C0dGAA+Dq\nFgzErMWc6W8wx/kdoOfZDeMmXNCx/23ZmRmBz4ZdXRUTJEvQg8UnauCyUVj2rDKWbUnAgM0vGJB5\nIi4x6XSgR1Zm+iPJCfEXYKJaD7t1LXS8om7faAy09XDXNAADPT4si/IlBoiKAw/GJSZVxIDXe8kJ\n8S8nJ8RfSU5D4I/CaIeRItIbVzuF0VhvducZrKrzRKQFlhV6S1VfxNgGwzFw2V+ttUI9DCwtAxIc\nJbA5Biy/BoaGMny5KIFTNKdxcB2MQrgZUw3dJNZ2pYn7Vxvooqp1MKDYFKOYLwK+UVU9pVKt2Ohi\npUpga/6oPZvXrspK2wdGddyJ9Zl6FDi7X79+T0ZGRtK7d+99tWrVyly3bl1jYJGIhEBTXjVY92Kl\nPPUwYBeqAxegXti+YH7+Ts0RsqmvqrX4B+3kBVjFSmna3p1Z2I8U6oeVVwZrMy6D5YQAthCGet2D\nsRabCPKy5cD5BVS5K6QJ/gOWhyLh21iqPqRI2N3jD1Q9DoqEBzWIVdUrVXXnIbY/EpsF1HMp+J4Y\n5e5o7ROMJrgIi1Kfj/WlaOUcr8UYVail2z4k2x4uF/4mUFOswWC4TcWuvX2u93HO/WigjogcsvdV\n0Oddgi1UCR5/4FAZ4n/Fgj7vPixjd6fHH/hbxu4I9t+NLSy9Pf5AfjWcBTtmQnzZa7/+oHNUdlaU\nQKkiWZkyODgpc8vPC1ppYfPTQjvYugFzgz7vBhGphGWs3nCfdQWWBH3eFc7RvQOY6qLAoazCO6oa\nUuW7DpNd/pojt4diiFm/nvXTs8l+INdnFwDdoouVumjryoVd92xZvwxbD9OmMU08iYH5q4Iv9ype\nruJtmKP3CzafAfSvX7/+6L59++66/vrrAfj++++JiYnJTEhI6I1lT3qJ1ePg9h+kqgdly8XU185z\nn9cHGorIpfy9nUKh+Es+JiIdMKc3GifDDswHOb/lwNe3EBEROXfE9SXR7F+wbEO4A90FCzL/4P7/\nAvvu3wZuqdj4yudrd7j71qyMtA8+S+xYE8uGDHMBwdD5a2GAZyxWS1gWWzcTsGxHCtBPIqOGxSUm\nXQhcnr435cFZidd4sedhgKNQh45XGsv+bMaAygDMN3zIbd/bHXsTts6tqtaq22NOzOJ+YGRyQvwc\nchoCPxCWEQ7VvQ7F0QcxAJKA0fPuBdaLSE+MiutT1TlidZAhIDU0LjFpj8cf6IbJrD8V9HnfSk6I\njxKRfhhgTVTV98MAXW5K4BcO5HV31zfOfVehDNcY93t+gvkOm0TkMiyLluK+i30AHn+gYU1vn0TM\nx77LBU7B6rwbYBnJpar6XOfOnctu27ZtclpaWtHU1NQSNWrUiL3lllsaYcIe52PPWWMxNcVqGJhc\niVP7dr7FjRiFEAw8X4erHRaR09Tk7teKSGf3noiJ+vxjdvICrKIlSN+zE+zHL4WlsEMc3/AM1ib+\nriSYVx1Wfk5SSG0pTxnafGwB0DhXpqzQjqM5RcLvgj7vOHIUCWOxNP9LTpHwgsMJlOQR0cyzQayI\nlBUryFwhIi/JIRrE5mVq8qShBag4x6ag85PbPyRv297VFn3p/g5lsbp5/IEod96JwM3iZNvdQjYe\n6Cs5Uu4hCuFo4Do3Iee+jn1YpKybWKf5fC3o8y7Efpehjir0n7Kgz/szNpHfczSgPOjzrsOu7xEH\nbI/VqojVlB6waFvsqhyHYxfaCWLuWboEeMsBpl7A26q624ndtCWnB9almALYx+51Syxi/hEcUGW7\nEqvNKtCcVIQiseTd0HOOqu5u9dCbZ0VEx6Tu+2vDq8DFgvzUgQ5don7besWeLevLbF+zZBI2lzUG\nThORssCuH3744YpFixYVDQ1nzZo1LFu2LDYxMXESlgUpQ05/yoWqujaPMcS5f4uxQv2abp+CtlM4\nKU1ELsZopDuxwHUd4CuQRpfeP/nXyJiipeaO7B6RnZWxCZcJDdu3PcawWIBRumZhdNa3gR4Vm3hf\nqHVV31szU/d9MMt/bX1MzGF4LordBZjT/yyWVSmGBQUTMNXbWKB7TIlTB7cb8oEXqLN11aLBcx/v\n3gsrA8nd4yokHLEQJ02OMT/8mP/QFgMqxbFM1fS4xKTXq7Xq1hcD/w8kJ8RvxABaMQy8bQ47/tlY\nwO43rObrNAzEbcQycOLOVRkDW2tFpCMGaMaq6ptxiUml3Ta1MZXApS548pQbV391ap/unC2wwMjV\n7jua7LLVE7DsXF0MUFXDnvmZbjxfYIqLJTFVxelufBWBJRIRFVnyzGoPfD66x8yFE+9vnLFvlwR9\n3lQ31zTDqHld7H7AIyI/TJ8+/dspU6bEvvTSS4wbN47x48fz4osvxopIiO3RHgO2K7GkRTpWMzwJ\n80sWYEA0lL3chc1br4jIfmC4mAhGd+BWEfkZWxs7OP/scRFZ6P6d676fciIy3WWxv3X3dIHs5AVY\nRUpEpO/ZIdh3UBqbCLKxyXcXEOscxwMZLGcFqsNyzmqB6rBcA9bNWCSv0P5hC1MknITjMGMPam9M\nkfBujz/Q2OMPxOSx+xE3iHV2LpZ2r0sBG8SKSEcRWYGp+vQ8mmuFA/dkKIs1C6jj8QdOx+qtrvD4\nA8VdtGkj0A5ATdloGU623b23GJvsuocf3y0cL2HS7X+rJVTVTdikOcAtXIca61fYguj3+ANnHd0V\n/6P2FhagueJwG+ZlQZ93HrZgDTwOAZV15FAkQhbj3i+0QgtZT+Adl0Vtgq15n4QJW7wT9Hl3iEhx\nt+0EVc2SXD2vxOpr7gRe17Di/CM1QSKwDEVuCykQts7OzNjvXrepStU/ssmO2ntaZAuQFJfNfxW4\nyVF92gJPZ2VlDVi6dOmc5557jj179uxS1azzzz9/ZFZWVh1HCzpHVUO1ZXv/fno3PKu9CVGJzlXV\nl7Xg7RROOnOZo77kzDuVMWDSvPldE36ILXnqmZ8/cWNaVvr+FAwchIOrdpjDPwcDWZ9izvVbwE0V\nL4qfWCu+T8+M/bvfnf3YdY0xR3uko4eGjlEXC5Q+jYF/xZQvH8EyMpWAK049p46v5cDXewCnLP/g\nmZGL3xj6IHavDclFM6yKgab33biewO7bCRjAORuj89V3/4+KS0yajwGlMsAA1zz4KYwmOTJXpu1C\nd/x3VfUl7P460AsL8y3HYGBmGOanPoxl5e5X1e88/kAIDP0E+JIT4ne6LOwIjJ0yKnRNYZTA+zGQ\n1M9lcCMxBkoz4Ar3fIVUF6e6sf+sJhjzAeY7D8LoxSWBNnGJSV3rdxtcMjVla6Uz615WPTsz4wJg\nu8v+jsWyiM2wbGZFzBdqW7JkyffuvPPOrH79+tG4cWMaNWpE//7906Kjoz/AMmkfYkGepqpaRFWr\nuu+jpVqdcFNVfVhdbbFazdw7mEJoUVXti2XYSqvq5e63HKiqie5n2KWqTdz9Mca99wwmAtIYk8Qv\nMGvoZAVYuyNji0Wm7d4hWPTjFKx/QQRQOi4xSYBt2M2wCTjDoW/IO4O1hkMLXRS04TAU0gT/FXOK\nhOvCFAnvx6JK12JgK6RIGOrPUOAGsaq6zKW0l3OEDWIBXGq/JrYA+Q+17RHYbGwij8UiU/FBn3cz\nVsAaAguvA13CgOUrhMm2O3sZaCVWSBw+1jkYdefWfK5lKRaRHOx47fla0Oedg0Ufh3v8gfKH2vb/\n2xxt+EmsZi134OVI7XUsInjLMQ3GKFs9sWx8ivu/JzlUrkI7yc3jD1yIOYQBsdqpW7HaqUxsvTkN\nC+CABU6+1RzZ6FuwgvTV7vVV2H0bPIqh7E4hRVFm5zPOokCT7Mz0VIyuX7kudTN3Ru7eG1vytHKa\nnbnK1abUBb5wVJ92mAP4ze+//z5j7969vy9YsKDvxo0bB86bN+98d72ISHUHHg9lQaCno20hImeL\nSHnJu51CoTlzmZhHMEf/VCz4tAxo2uS2UQuLl61w3hdP3rI9Y//uTEzAISts30uAGzBQFYeJL12N\nOfc3VW7W4eVa3jt6pu9NeWfOiOsvxoLio/XgnlQhkPMU1kB4L/CZey/0ezU859LO/sa3jLgH2DPv\n2Tte2PD9zOFuzLl7XNUlR33wFwwIzXBje9yNYRgWeLwOeCguMWk7tiasBoYnJ8Q3w6iKz6nq22H0\nPHHZunsxIPSZWE3fgV5YDnAmYM/o6xg4fBrzVx+MS0za5vEHumJ+ytNBn3dKckJ8Uay+6yosEzcz\nH0rgCKy85ScR6eN+q2+xTO00EVmFrdFRGKBLBaJEpBdWBpGhqs8DGYgsiktM8gD3rpk9ZXXGvl0v\nrf3y3W3u+//efR+nuO9gqaPrfYhRAJ9OSUnZMGHChC0TJkxg2bJlbNmyBWBienp67nYPF4jJqy/D\n5qeC+NUvYeJckVgG7c2wz94K+z/kd7fFpOGXuLGWkvy1FvK0kxVg7YmKKRKTtvuvSIxPWhrrrF0K\n6z1zCjk0wT1YNCukupVXs+HfMRCWV4YDXB1WAcf4NVYEf6z1QIV2DBb0ef8M+rwzgj7vQ+QoErYE\nJnv8gaFxiUlVKzfv2IoCNIgN+zs77HV4g9hDmpqSTzVHiTkqC/q8ezEQ3xZbLNo4p+ZdoL3HH4gJ\n+ryrsUXiCnfekGz7zWFjScHS9HfK39UBnwcaiEnH5mUBLAp1f1gAI7/xJmNRp0c9/kCZAl3sP2yu\nUfIbwANHk4VyohejMVpw68Ntf0hTnYpFjNsBld3rQis0XFuA24BJLjDQHlivqkucau2twAtBnzfT\nRe1b4KiCjnJ1ITk9r8pjTspBGYgjNUVT61Fvi5i4xag8NmkOLMeO3QL4PJroiL9Kp0diwaHumEJb\nC6yW9HZs7b7LHXNEdnb2J/PmzXtz165docj+9+6zFzjMXOsyXG8C850z9y4Wpc+rnUKhYdL7WA3R\nT1hNehYWnGxY//rB80tXrFn3q2dv/yNt9/YYLIsTDmQaYrV+Acz5/xADSFOBGyo37zipxhW9eqSm\nbJ069/HurbHA95hcAK0BBh6ewu7NLZgfdQ8GJtoBlep1HfTkeW1vHgSs+GxYxw/2bftjJNbj6pVc\n2bRLMKDyOBZIGIrR4pdj8/VX2L00APPvHnBCGSOAt5MT4l9LToi/1Y3lYVX9JuzYUVj2t50b8xos\nG9YYq5/6Vaxu6hoMJM0XkTZY3e6bqvpcXGJScQzc1QPudWqgNbDMyy4suxVeQ3aQSiBWvpKFgZ9S\n2PqajYHGlzHxmGaqWsEFhIthQZbTMFGbKIDTa19SpdSZ1c7Baqvu2rVx9QZ3vrIYvbEGln1a5M6H\niJTDnvHqmLJwr06dOp3Wt29fLrvsMjIzMwF6xcTExAIRqtpDTWHyFeBONWGNYVgd2JHadMyXiQe+\nC6eAcnDJRejvCHf9oSz22RqmTnkkdtICrMjo2Oi03TuisZsmBrsh8+qFpRysJPgHUCEc+Lj09Aby\nz0D8BpxSEGlw57TtxW7AQvsPWJgiYSIGMj7btfGXi6u16vZEXGJS3QqNr/gyIjq2GUfQILagJiLn\nhkCIW0hisHv1WOwTjOK4DZNBbusa/q7CUQMxnnOnsJ5Poca04eo7c7Dnp0P4wR0lYTQGvv4Gityz\n9QLGD7/hcIMN+rwfYdHNR/+DMvufYkGa649m56DPuwdz1m71+APnHW77Q5rqVlS/LcxcFVoua4c9\np9+ItVK4lhwVwU7ASiflHBKyeE1Vd7vMTz8sir7PfX4n1hB241GOpfoSlnymqheoamdHr8Y5uXdi\n9LDZmKPeBJi1M/Gmeyv0f2Q5lpFYh9VTtXP0pvVAsqpeg+v5o6qDVbWRqpZR1UfU2g1coKqtVDVF\nVeeqanz4oPTg9gXPuH3qqGozVV2jebRTOMrrP6HMlVMkYP5RLWxN2Q3UOr/9nQvK1byo0YLn71m9\n76+NpbGGuLnrpe7DQNVVGP3sGgxcda9yybWv1Lj81pv3bd/01hdP3tIOAyPjNEwRVUQauWM8jYHv\ntViD29uxebUTEHvxXc9PPP38ZsOAmckJ8d9nZ2UkAi9oWI8rdzwvFozwYSUid2OZrJDq3WvYfTgC\nSCtertLguMSk1m67R5MT4he67StgzX5zi2X4scD+QMwPH4X5ew+71yMx0HMfsMWBrc5Yr6y5Hn+g\nDkZlWwkMTk6I3yEi17jxTlLV50LfcRgl8IBKIAYYW7hr+wijPaZjoEmwTN89wCoRudBl1qpjPscT\nWM1WtMcfuK18rWZd9+/csj7o8z7t1rGFGGhc7b7DM8hpUDxQRJIxemVlLGCxX0RK7969O2vy5Mks\nW7aMzZs3M2PGjMisrKxWwH1iwhujMfbYmyJyj/udy4jI52KNg4NiLRtCdpAf5miZQazueTIHW5ew\n/+e7v5OxeS70u9WngHayAqw0iYzKzkzbWwS7iVOwByc/qfYDvbBc5H+f2ybcDlWHlY1F6guaxZqP\ncVUL7T9mQZ93f9Dnnbfg+f7zZj/aueYs/7Udtvy8oFu9Lg9nV2rafntUkeJfRcUUmX8cM5DXAj+6\nyOl4TB71WIQuwCbAfRh3/EPgKjfeacA1Hn8gygkx/IBTBXST1GscLNseajR8ba4JDlVdgWW97ssr\nS+WimCOBlo6nfUgL+rzTMVVDv8cfOK4g9ljM1bU9C7Q72v5dQZ93PfY9PvIfBJCF9j9srsl6d+Al\nd6/ehAGSTa5NhZecHlZxWBT3M/f6WiyAuMC9boU5hx8cw5BqYA1T8xprOQxYfYtRgFJ3sGPbMy9c\nPBLY5p6T1pgz9LNzWOtj8wLAFZ9++mk2YX2wWrdu/a6I5FYrLLTjYI5yNRDzoapj33skUKFa6+6L\nzm7ouWjR5Ed+3L3p1zP4u9LfeVjm5kNsjXkfu9/eBrqd06Lzq9Xjbrlpz9bf35o3ppcXA00v5Mo0\nXYRR1p7GAp/LMcB9AwauegIprR6ZOr14uQrDgNeTE+J3YiDgMT24x5WIyA1uLA9idLHr3Bgrun1G\numt8EljQ/M4JYy++a0If7J4ckJwQv9+N5Rd3veHS/1Xcfj9jQK0GFoQMYjVKNdzn88kBWU9gQOG+\nuMSk9R5/oAuWNXsm6PO+kZwQXxLLrjXFwFz49eSlEljc/V5tgM0uWysY2GmJZafOxJ73lVhdUh0s\neFgV+KZI6XJXSGR0JnDqL7NeeyZj366d7nxnYKBwJ+ZD78TA1GD323yN9TFrgAV4AShSpMiUGTNm\nFN+8eTNlyxoxZ9OmTdHlypULURfXYZoE92BJkc5YIPgioJNa4+BJ7jsN2VSsznuxmPIgWMBYyenv\nF7JYEfnGHT/U2PpuoJFYm4afMIBYIDspAVbQ59WIyKiU7KzsEqpaEgNYWVjq83DNhiF/JcHDNRwu\nqOO1AGhWSBP871ooopmZnlojbff2yuWqN7qq5pW972j9yNuD2/im/wi8FJeYNDwuMemMuMSk9Rre\nIBYGKPyGSDnN1Tw2j/M8rqq1XeS0marOO9ax5xK7WIHRYRu7Zr+bMQUxsEmpg8cfCEV355JLtl1N\n2OJdTFUw9/36DhYZuyafa0vBomu9c9dy5WNTsVoxf1gt3L9uQZ93JwaQ7ncO7dEc42tMeOTBQhXR\nQjuO1hn4LujzrnHPWAPsuQSLMr8X9Hm3ObByIyZsoa6mpj3OqXWf98SogZl5nOdI7RzyVhAEm1fm\nBX3edMwJnHUKp9T6q1TqheSAvhZASFm1DbBAVfeKSNUqVaqcERcXNxijLJUGil588cUdypcv/5+Z\nK04Uc3P97ZjvVBFbR04BSlVscuXyai2vv2jp1Me+37FuWRVMPGJf2L6VsKxXgBxwdQ12X3Y957Iu\nb5zX7uabdm1a8+bXY/u0x/yhybnAVTMMEIzBKK4LyWFTjHCfrWo7dMaX0UVKDMrOyhqTnBBfFgNf\nD6vqT2HHisQyFg2wTFIXjLI3AAMeXTCgVRQDbi/HJSYFS5SvNBwDQAOTE+LPxZz8N1R1cq4s20Vu\nvzewutv2GBh5POw7eBATVngXk7h/EmOIPB6XmBSNZcXqY5TAxS6r8gwG5h5W1S1h58urcXA4hbC3\nqtZ0VL5HsSxTa1WdhvkED2K0vpGYLPzPcYlJl8YlJk249P7JxdoNeb9l0OcdtW/75k+A9q6e7Cks\n85yGBWD6YD7GDvdbvIhR9Jaqak/M57hn3759kQ0bNnz6jDPOyL7yyiv31KhRI7No0aLTN23a9L7L\nUC/E6uPGq4nUXIJloooAM13geTBh5Tuq+pWqnq+qF6rqGvf2JViG7wC11Nl4Vb3IZaV/cftvU9Uu\nLmN9vqoWAqwjNYmI3BUVEyuanZ2G3YBZ5N8L60+OTKr9eAtd/IKJEBxt8Xyh/T+bUyT8OZci4R5M\nCvmAImFqdOwNhEVYEen6Lw35cyw6dRpWvBui+U3DqIES9Hk3YnScjnAgYzURuEnCJNrd/qU4uF9W\nqP/Vk0DH/ACUqq7DZW9E5LRDDdgBw1exoMVQVzv2n7Cgz/sNVtTb+xgOMwUTqMhTIKTQCq0g5hRC\nPcBrziHujSn/7fP4A42wtWyG2/xmYK6qrg2jCr6tOXTT3pgwzy/HOKyRWIYq91gFRw90c0szYG5K\n0fQLl1X+qxgmaFEUE+jZLyITseL1zu79G1JSUho1aNAgpkWLFqxYYUkyVc2qUKHCqQAiMldExojI\n12LtMvJtj1Foh7VrsRqgU7CsTCVATz//4nW14vs2WP7Bs4u2/Dy/BtYk90D9ist0JOIElrD7ryO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TxIPRCL4LV2dInc9p7bJ99JTlV/xiLuPrFC5CO5huHYM9v3PwKyNmFNDR842hox5yA/BdT1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NGzf6Z/3GwqGazLJGDWFPmvkBj7iYSqfYc67vzq/TPtmRtX7ZY1a9h/y3rYnATjnARsSW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FP/G+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\ny3AF21GV1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yh56jNWwM4HDk55tk8ZYFOXx76uCOyZMPiSHLSeDUfO0aMos5ByPDrVP8U8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SkbqYVg2F7SrAKtqygHCULQPtqciFFMEKBlRZPSVO4q3DsuhFltCF7+SSjqSpCwOsw0C03eEM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poFrA5wMkUwxkTb8vFns6BugNVGKaUCbqojnMxNtdtBBOU3tIDyxBNPjK2pqblaa32pUip4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\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zTPAYTO81rOl5KIe6G2g79MCzUbGKjnZZcCqnPvsYjxWfwAmnAGuNMdtc7xti970LBVVP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RJobxuKomivXp+QxbgMH6C8xw238Se1CzgJ9U9SkxJZahWLpiMnCPqq7K7wvpbBnwpM8fiHSL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jyTkwnW8DCN5/Aee/eLA84lPlXqAiQ9jEd+np9YtGrJv47K8ijmvNB3w49NE35szV32kI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H8CkCGlzEiI2bY6I/7sgVodgtqANR4AgIyrZ2NTLhw2B3YJ0endPJdond+Mq2e2JJ7as7juw09C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\nZcgUZA7JRVQOK7td4bsQmmpn4MWw6NgAMw88hwC9kUqpIC1Kjc8jz9orSqm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MRmhtTTD1\nWUrUNK3zOWbWGRIXGdEWAU+hoVExg4IqVJuAZGBGI8/5QgqaBY9AgPQTiJCOVe/VybbveHPMoUqp\nAWasvwqMDYuO7WJA1XREhOQGQ+99ERiolBqKUfREgj2vKKVqaFHzHIEECp5UBX3LrNqqWmabUjo/\n77xZ1qVa657dHE7fACQLNQgJPO0AypoAzHbzMxMB1jnmfJ5F5sH7EP/2JJJRaqy1/qhVq1abHA4H\nQ4cOpVmzZvz6668HP/jggx+sLBvF12ANR2il15hraPWFVcA1tm3hEr32rpSVAKyrZ/YM1kX7Ytms\nOKGLEoD1z7SSOqx/p30L9DD1LVfC1gFd/kxl0ojgbEFkvouzX7HRoy6YyD7P9fHm+5bOy1EB+R6A\nuWb5lbbrMSpRO9gxBaHNFWedkAxQKwrmvdX6ErUxSPbKB5kTy9t+KiLgyLpfp5BoeWDl1MCWCRUy\nEhGnqgESXf0ZeREHlMn03ZDt52l5qMr5jxHnfANCZTpEQR+UNgun9OlYKTXgXqRA+0kk6n2N+a7f\nIE7DfCSSeg/iVDRDatleQyiHtyHOjz/idL1tGvwONOf1DgUKgpvcrvBlYdGxTvP/dsTJJCw6dgDy\nTEw0dVgWVTCeAlVBq9HpEWCu1VxYKdUNAVGR2iZOoaS+ZQiS0TpiWx6M0KEOAjO1TQ3QgGSXuR9/\noAz+RSu2UD2oYvWywEBPTtZ5CgRdGiM+S6z530tBNnOyzWnqmpycvEFrne1wOLxIxuWhjIyMNAoa\nhYYjYiXtgE0GMF7uedoFZv4rxVittT69d0OUJyfjbJXmnRVwkzL967TWnsSda8Z783IyQ1p2U8gz\n/tIFIOP1rj70y1c/VWtzA4HBVeGPVMEzKQe3vnru6K6chjcMAXE6A80+rBqfXE9O5tQdS173NA1/\n1OFXOthSH/RD6H+1bKf79u/L5uV48z2qSf9HziPBXksavTYFvcXQWh/Q+Z4P17/9bEDlJh3q1Wzf\n7wQSCGmJPJMeoI8qXMO1A5i/5o3Hm3g9eTk9RsxPBNUOqZ+7CQlk3IxkTMYrWz0VQtk9vGLK4Kbe\nfM/WLk+91cs3sIwlRvMWQl39EKmFOodIpU+wqKIGZM0GUlfPGnpnbvq5icBTfcZ9sxsJulggqxYy\njkch47Y1hjqoCteInUBA1O1xkRGdkPHeueuzc4aUrd5wMgJ0JiB05XfM37XNNlXN/uMpkF8Pt+37\nIAKawpVS98VFRmxGxuEjYdGxA7UIWYxCAPc9yHz4gtm/C/DXWs9BhIumKqXaaqEIv4DMw5OVqZPT\nWqebcztsvqePqcsaqb3e/Kotu/YFVRapwXoZCVx0sGUZNyIA7F4gWInQRSriG+0z97MeUFFrfWbg\nwIHvlC1b9trc3Fyys7Np3Lgxd955Zx0EzDZHgp8dlFIOJa0U6iNzdDngpGE/3ItQCEGCaHdg/DCl\nVAUTxCm2196VshKAdfXMDqr+TKbdWlY0g3UOCC6RBf/HWUkd1r/Q3K7wcwgNKeIKHeIA8gKo82cr\nIsCg/UU+2wi0NU643eoilBy75WKTbb+Cdgfg05nOu6KIykGTdpH1eiEOrz8FtVcXFUUwdUSdkOuW\nToG4RTIFjU3zKXD2fIEje2uc2/Vjm+P+yBy7HrnmNRCnrXu3ndWcqUG5SelBeS0Rh/0OJFPxIBKR\nHdr6UIVFScFZnVLKZH9NQaPodQhQeQ1xtM4j2bfnkIxHqvn7dSRD9SLiSCUhGZ/f3K7w1abh760I\nFTAXier6mmNjjuFElP+0aUx8G6IOmG4DYMmIUIY2VMqR5hzetIGrLkg0P7IIiIow33u0oRFZy6sg\naoAbgDnGCbU+q4Bk304DE7XISv+3VlzDYQBCWnXvDSxFe73muKWQLNJ2rXV+kf24gYeUUqUNCBm1\nbt26937++ecuqamph4E648aNs2fyHEAtLXLMLyLv1dJF9rmWAgW7exCH+G+1/LzcoyfjV86r3qa3\n9gkoFQS8bNUoefM9W4/9+v03NdqF4htUFiTI0A0EFGQmn3glYcuPyQ373OtAQF5dbOp+wI8Hf/58\nffm6LXzL121pqQqWQ6h2VsbpYOqx3fNPbluR0+rWF7JBZSMZwnxEKc6ql8pGe6dt/nhcYLXWPYMr\nNWrvhzxj55AMzE2G7olZf1nO+eStWz6NTmw2YFj90lXqOJCsfCNzHgeQ7I+dBheH9m5eNeN+p29A\nqVqdHnt1PUIP/BZ5LtxIIGQlArLsWag30drxY9Qgf611Sq9RnzVTDqe98fCzCNgagDR9P0zhZsZe\nJDCifp425Kb83OxJDqfzuT7jlmxFAl1jEIpeTQRMjkSy1dchgOZ2JY26re9y0iwfFBcZ0QMBTy07\nPTZraINed7+C1F+9jGR9piGUPEvsIst8dsosH6CkNtC6Z4m29Z+Ji4w4iswDYWHRsf8JjYqx6IBt\nkXkox+w3CdNw2GT+JiH0wGPIXDXEPGOvKaX6KKV+QAJ5DyDqjiFKqW/jIiNuOrVj1S9ZZ08dUA5H\nsHL6bDHrlTfPwjpkno1AMvltzHMXrZQqj8yjd5t10sxzEP/tt9/++tlnnznff/99Zs+ezZtvvsl7\n773nr5Sy+ozdZK7JXkQGPheh7s4F7ldKrUcCMBaFOQ0Z0/OUUlnI2NpMQa+93QjYHaiUOqyUmqqU\n+tX8NARQSlVWSn2lpLZzo5lH/5KVAKyrZ39FRRCKyWCZF3M2f3w5lNjVtR1AUxNNLrF/l30N9De1\nMX+rGYd3HZdHE9yE1IT9IbLudoUnIy/MovSGwxRQJCzzM8uvmJmoeFfAM5vZFwV0xjlvjMgLgzhy\n6YhowcWsFzLHZSFR80Bkvitt/gaZL48hVJGqDi/1D4SkJRyrnLEWySBVR4BzIyTz9NPvNc51OVY5\nYyHywj+DOH5lkZd4JSC9V3yNagdC0vK8Dn5EHJDZCP1omTn3gYhzcjvyso5FaD7rEafkCWCr2xW+\nGnEQKgFzw6JjKyJR45luV3hSWHRsd3P9prpd4Z6w6Nj+SF3SFLcrPD8sOrYJolb4sllfIbUmAUht\nlja1WZYQyUyTBUVJD6LHgXFW/Z1ZPgiJIo/UhYUuaiHgKlZr/WkRcFUTcXbWIv2kigKdv2T6Ig2H\n/ctUqODjX6oKQtO07D4km3aumP3EIeB2nVnnVmBtfHx8Sl5eXta4ceNOF9nECXxi6ja2IP26iu73\naeBBJSIv9yLg+G+3c0d3zU49tvdEzXZhIDUlQ6zP0hL2zUw5sOW0UQ0MQEQiyoA42ie2/PiG0zcg\nv2rzLnZVQTtV8NXf4+alNek3VDv9Aj1IFu56pD7Fsq8O/vz57z4BpXxqdexvBWwU4jAPtVbSWh/M\nTT87f/ui6dmtb38xwK90cCUkSHIGAVvDlWlsbOzd5H2bnEfXxxy47tGZgU6/gPqIwIPVJ2sj4uDb\nadAfeHIyveveeeZg2eoNuzWLePx7xFFfhggmbELG624KC2Z4gClo3fCnSXccB0r1GbekDEodQEDZ\nx8jYeBWhJ8YjAYI/7gPKLX/5tj7efM9Uh9PnxT7jlqxH3udjkHFRw+xjlLmOPRDAFa6UusN2vZKs\n5XGREWFIJqxug153P9P6jpHvIEHYKUh90nikrUMvBOjtMcfyIOCpOSKsYVH4Uilo9js2LjIiDQkU\nNEAaHmcioM4PqRcLRII8bkREo5mht0423+csAoT2IkD4Y+BzXSAE0R95ZzVDQOUrZ4/sultrb07f\ncUuW1+9x5yLzvHQ155pirntXZB47ivi485F5uxFSh5plnoNlTZs2vfmZZ57JeeKJJ+jQoQPt27fn\n2WefzfH19V1irsFSJBDXSWsdoLW2nqeeWuqEO2mtR2lTW6yl59kXwN1a60Ct9TDkOS2nte6HvOdf\n1KbXHpCmte6IzPGzzLLXkLmhAzKnXGgTcblWArCunv2BImhFKSgeYJU0G/6XmNsVnoHQIa6oBGiJ\n/f3mdoUnILSs0Ct0iLVcQq7ddh6pSE+ni3HE/0gTlEaxDyEvrlTz+yFsDWSvkPUEgmtQ41wrWvkh\nmY/irBtCwQtBwFIeUoNTrKNugEQ/ZN4rY7bxIIArF3EEyyJ1HZXNZ/sbnwjOf+bbVvcgEdWNCMCq\ni9Q3tAdyD4SkbfggdE9V5CU8GKlVut32/9ydtVNuCcrxmYtc0+8QZ6SeWWc40og4GHECX0McpNpm\neR8kazbHAKTbEadJI85ZrNsVviUsOrYhAtpedrvC08KiY9uY40e5XeEZRnRlDDDL7Qq3xCfuQSgy\nkwwgU4iDFoyAMg+AEuW1JxBwZa+tusNc15G6cP+rRkhk+2Mt6mXYPmuOOISfaq0X2oHX/2K6SMPh\n0KiY13qMmH+ybpdBo9yu8FytdV3k/dYZaSpsb/xpb/ZrXf+1iBO2v0xw+WH1W7T6cfHek5XNOjO0\n1uO11nla665axFtaaiPNrm2NRbU0Ir3BOG+9tdZHzfILgjLm//8puKm1TjsZ//O0CvVb5wdVqOaD\nZJhCzGenT2xe9nrZGo3yy1ZvBPJsXRDk0PmeJQdXfr6jTpdb8A0qqyhQDLSogkkpB7e+ce7ortyG\nfe5ViMMdgDQWrmbW8Xrz82Zu/2qGp173OwJKVaoZiDjkQYhEeveCsyXmzO+//X5y+8/n2j8w8Two\nf4TW5kACPna1wlxg8t7v59TPTD55tvOwN06Caok436cRQZPNSCbJOt98YGr6qUNNdn7zxspaHcP7\nV23ZbRkyb8QjY+8U4synIvVfViPlLGBCfk5W719e/c8apVTTPuOWJCMZjbYIzeVJgbIAACAASURB\nVPAphO43FAHj6Qht0sd2ztFArR8n3NzJm5//isPpM6bPuK9XIqBnNDKGqyNjcBQC/EIRMNVTSd8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o067AiOiLoH0SAX4957iJ65wlobj+bu8wsKCvKuvfbaA9WrV+fiiy+mWbNmNG3a1H/ZZZdN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\nElnWh2jR3RG46o7m3sCaq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oNqzToE7HMceu8MS0+M34eyU31iU1IvtaqxfA8Fdeoh0PMz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\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d6//LrLU2L2PfS9t//jq7/oU3eX2xIhAwCnIrvbX6y9fy63a9JiikVBmLxjmITuj5BK+t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dbahihbPgqpEN5krW1ora1nrT2uZ95/2woB1r/PTkoRdM0cPafF145QCLD+YInRkVmJ0ZGDkbLO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\nVgnbKSq4KoMoeZmZqclvRz4Px5CCaHo7ZRQEAPow8La7b6NEm5Q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AOSQjAuht\nTxBVQfSadOB5d5+clJWzL6INPpabmjw9OAhZwFsh+BDpfXUuogX+vrknmJSVk4BqwWYBL4Wx4lhf\nd9R7M8BV/TDfvsGJi4xtKIN3FMpcLY7Z72wk8nEcqjOJpa5ORnTK+uidFWn22zqMX2l0+nlrgWaf\n9Ov0el5aSn8zewnVtGFmt4XI8/coI1UtnFd7kxTzGKLoqIMHD+4yYMCAnfr378+wYcPIz8/nl19+\nKSooKDgbtW6YHOZ1nZlNNDUPfj3QKEu6LicA58Ts+1XU9/XM7Mvw9ywz62lmE8J/B4fP64RjTAz/\nnbip3+K/bgH4Z6C6t2Lgzh2QTTMevPC7t56cWrveMWdUqFJjEsroHIXEm1IQ/eyKsP3govw1iYt+\nmDC81r4N2yVUrjYS0QknoIzXHLRWrwJahWxg3+KigquW/Dz1WYuLu3KfJmc9j2ozRyG637foft+d\nDamCA4AzRmec9yuw5ISOT0SELm5F7SOOREG6V8NnzwINzKy5i27cD7ht3COXfwL8VmXXvS4Pn50Y\n5voI6wV5nkRBpsWIYnhPANQvoLWuFVpzKqIs0zsI1F3nagExHAV5ClAA6joz2w+BpkrAOndvfFGb\n1t2uan9p8S233b7mu5EvsHLBRn3Pt8+76x+0He2B2JEtliIY+awcYJVbmbIQBRqEJNQP3Mx93N1f\nRdG3rradpIJdykS9ESXsSjO7P2QV/nVz92WB0ng1erneiDIO6JEeAAAgAElEQVQUVQNAiNiWKJq1\nC9s0B5b7FtT2bGBGB4zGpXy7GOezTew9EAGTv90CqGn52YAuMxGt5e3wVWvg99PTRlYAao179MqJ\nKFLbB4GF1xIzs3dGhe2Pr14y75ow5+zw/Wcogn0Liu6ODLS1k1FWKw5lbMa5++ikrJzayCF9Ojc1\n+atA18kExrv7SIBwT7dG4GrhFpyjhXkUAf2C1Luh+2UXJJpRItUuYoG+lwY87mrgGRk7Hjlo+wP3\n56Ymr4jax8ysPcru9AzbRFNX2yBnazICVzcTQ11NysrZDXg4+Er3rFwwawWiDnV194ZmdgyKmncM\n4+yPaEUNUZ3LUeh3axqZU35+/s/XXnutd+jQgdq1azNp0iT222+/+AoVKrwN3BkCEDOBN9y9qat5\n8HcIVG9kAWyOitl3uZlFVAmvQo5nxFa4+7GImtU7fPY4qq9riiiWT5f4Q5Qhc6lcPoJoX7sBN4T7\nboewEJAYNPuLd1oWFaybdkKnfqsRAHkHgZ9fUeC7iZk1CDS04ZOGZp7g7j+dcufzFZGQS0QCfTQC\n6sOBtma2m0vM5sMvnr23JTCm4Tkdz0HUvCsRYOqEgM+V6B5sbGZN3H0ZMMiLCrusmDtjAJByetqI\n31BG6Hx033VCyocFCAw+CtxoZrXDMz5l3R9LrgvjN0/MzD4I0f26IMrhGyhLNT/s/34Y93T0PF5F\nqDXLS0tZOjr93JQPe10zMC6h4jSU+brPzOaietWTEEVyN3Tv34daNNQFqsbHx3+32267dffCgvhX\nBg+q+vhjj1ZeuHDhhfHx8eeHn+MQoK+pvvhXoNjdl5tUdceb2Vch6PFjJOtkZneZelt9bWY9wmd/\nWau8Pa0cYJUdK89gldsOY4F+1B/ItC1Qo3LVqNwFnGNm21yXFTXuVOQAzgAeN9VcbERR+jfMVaeV\ni15qryNK2jNm1haIUHM2V9FsqalQeAClOJSbaU0RPWhDU4bqKYzSep/VBL7ahHz7drOIsMW6P5aM\n+GPezLbI+S8y0VPPOfi0y162uLgr1yxb+MS6Fb93QbSyU4C1Lbu+Og45Gr3y0lIaI0e+D3IoKiGH\n+nzUH6cvcgCuQaDpDwTC5gJDk7JyqofP38xNTR5rUhLrhmhAkWzT6Qj8dnX3Deh3m2GXh3n0zE1N\njtQ1XYacnCx3z9/UziEjnIqyXH9KoSdl5VREWbEaqF5sVdQ+8eh5ORpFtxexIXV1argeB6Br9z4x\n1NVdDjxiX+T0jfHiooJIE2Rggqt3D8iRnYmyBN0Q1apF+G+Eu692qSuOQs9C1/nz5yf17t17Vr9+\n/XzKlCnFCxYsKASuzs/Pj6WzHhacrKls3Nz4r+xp4KpwHdoRfsdgL0f9//jw9+nIQZwc5lrDzMr8\nu9vdv0bPTQ2UNbnw353R9jV3/wH4+vOBt/2xU7VaJ9Xa//AIuC9GwOkslJ2NCF6MAnb/6oVuX8Yl\nVDx776MTX0X3VoQ29xoKooxA2V5DtPkjx//v2ilA/Zb3v/Yrup47oazXcSiwcw3rVQWrInGG+Z8N\n6HI68FxcQoUuNfauPxBRCwuQuEYHBIrORQGYbKQAaSjI2TgvLaVh2KZzoPh9gJ7tEYgtkYLUBX9G\na+K08Nl8d98rHG+GFxc9c9JtzyTV2q9hRYuvUAtRBKeHY96EaIRVEOCaEeb0HBKlqNunT59Kffv2\n5YcffqBjx44cc8wx63bdddcpUT9HJVT7txaoHNbRhcAZ7n40eg77AJjZWSjwc1wIoESaBG9urfJ2\nsXKAVXYsH/586UXsD2KaDZdbuZUVC5HhJ4BuIYK+ufvNRQ5sDVTPtc11WWHcAleD5DsRgOi1JeDv\n77aQxct2992Qs7knaoC4AMj3oGiWnp5+cnp6+jsZGRl1XAptj0YN87q7nxC46BO2aiJSAayEqHKx\nVge9VzZuPixrj2gz/4S1AKp92Oua3YFP3X16cII6Y3EvHnhyu0uBt8b3uvpEdA1nAynxFSv/L2Gn\nKrcBo/PSUhajTFBPFHFNCn83Rg7CA4gmcw/KUPyKMo7VkPpgRZQZ+iI3NXlkCAh0ReBrkLt7yHxd\nhvpclXRNS7WkrJxWyInPyE1NjjTwvSB81s3Vd6dUM7PDEMWxVwheRMatFOZdgGqi1kXtUymcwy6o\nDiqSBY0cf09UQ7YW+N2lsvcndTUpK8eq1qm7V536Tc8DHstLS3mL9U19IUgwh+c6GdW8dAnObrRF\ng/Ta6PeYCzRZuXLlhR07dty9Vq1a3adNmza8W7dur5Rw+s8BnbyE5sabYa8j5zoF+DJkL0qaV+Tv\nOOD4qOuwt29BT7P/sgWqdR5y4FPM7JR/d0bb3Z5fufCXk1YtnvP+MVdk1UX3WkSGPQ8FV9YCZ4ZM\n8cDFM75qV5i/ZlSj8245BQW99kZBckdrw5IwTotAgR+4Zun86/NXr3gqoWLlG6vvceAAlCEaiu6z\nCWht3QWYiOTQndBkeEzG+T8BS5vd0CsRBc+6IFGpA8P8nkHvzJEIuJ0TjtsL6JiXlvIzojt2rLHX\nwS+GuSWhjNbJCOjdhTJpPwCTgFvM7PMwh/2A1rmpyRPzVy1fsP8J55KYmT0Lge8iVBd2fxjnGCS4\nUwWBzt7FxcVLDz74YG666SZq1KjBqFGj2GOPPaxVq1ZZUb/D0PDuqh/mcAiSfx8UgiSvsb5O8nTg\n2cj6F2jh1dj8WuXtYuUAq4xYbmqyowc0thdWuchFuZVZC1SF3qhQerNrq8LL4SHE4+61PVP97j4H\nvQxGhnndECKG/xlzFek+jiKUK4CeZpZ25ZVX3uXuG6in/Q2Hrw18VkoW6hDgu01kqBqiDNvfaklZ\nOZWBq2d9MvIdLyo4DmU+QA5xwRndRhYANcf2bD8NKVINQg5Iv9Puf+1UYKevh/WI1A68iJz+LigS\nWgnJtz8cPk9DdLMvzawVyuo8mJiZ7ahuax7wbMh23InEiZ4I4Ook5LTcH+67LTnH5ihjkJabmhyp\nbUpCoCTV/6Jvlqn/173AI67eNZFxq6HasIXAI9FKfiZly+7o3dPdJXgQPWajcF2mISd0A+pqxao1\njwFurrlPg+o/jRs2JTc1+WsEjCrEjHM4cu7eQwCrMDyD56PI/IfA+WZWzcyuI8gxu/tg9I6cl56e\nvmzWrFknRGWuYhkf1YlpbrwJ22DfcN65KAsfW4vYLur/n4a/8xBlK3J+R7Jj2csoW7EIuNbW14uW\neXPVQr71Wf/OdeLiEw6od8aVY5GgxJcIrBxIkPo2s5ohizt9XM/2CcAex9/0xBSU5RmFGggPRc/8\nYHStqrv7Z8DssT0uOQj45vib+hyP7v02qKaqIwpGXoMyS0eYGhcvAZ4rLirovGrRb/2BVomZ2fNQ\n1vciBKBuQABnNgI0vRBFcX93/zYc5+bVi+c+D9RtdmPvkxD18zIEgoage38JWkdPQmvY4SgTdTRa\nJ3cxs5Z/LJg1M2GnqhXRcz0OCXfc4O4/oXukDcpE/RzGbF9cXFz36KOPHhcXF8e1117LoYceyoQJ\nE3565pln3rX16p0l1WDdioJjRyClwUigxsI1ihamiWPza5W3i5UDrLJlsTTBFZRnsMqtjFuInD+G\naqsO+6vto/Zzdx+GImj3B+dye83JXWpCHdGi3c/MTvyv1Ri4+1IPdVr77rvvD3Xr1n3ApIj4p3pa\nUFXD3U+JzlJs/UH5ERcVowRbg5yNjc2ogaSDZ23zHP7aLi4uLvr6x3efPhP1clplZrsDF+13/HlD\nLS7uyj/m/9w/f9WyW5CTfBEwLTEzewly4h9d8M1H16I6i/cQEBmGnIJU5CR9hwDTd8AoMzsO0X/S\nEzOzV6F7Jw7ok5eWAtAZOWSPBqpic1S0nubuv23JySVl5TRGmbWM3NTkhfBnXd0lCFxtUiAj1Ojd\njeqzIrQ+krJydkY1ZD+gPlrFUfuEeimmIjphbF1X1XCderG+j8x66qrFfVf74KP7AFVXL5nXrmDN\nH03MbAKiQEU3Dt0DXdf/uXsPlGmagOoQn3b3SQEQ5qDf5x7kvEYA6gZNi6PGfQWJMUwytWcobbuS\nLHZf0D3gCDxF204hst+Z9SIjt6BanSlm9i3rBQR2CAvZlCcQ02YGcJdtpohRGbE3ivLX1p83ZeyY\nA1q0bmHxCb+iOsMW6N47B/WwujJs/3RRwbqzF/0w8bXqu+9/acWqOw9DwZAcFNAZjyh0H0ftMwBo\nNfWNXm8Dp554y8BIw+tlaF1thO7VK9G17hSCDu8Byz5+osPJCOx32XnfhoPC3CoiQY6b0XvyZBQg\new64PQQXXgJ2++jx609GlN1rEjOzC5GIxZ1IaGMNWs/ygOWI9puA1sNrEXCcBlyLe+U5k0aPBFof\n1PLSAxCIOtTMWqJg0zykUrg3An53NmvW7PAqVao0y8/PZ926ddSvX5927drth8RrGoZzaGpmceH5\nOxCtMTWBeS5V7csQcCPMsy2irWJmu4SA0+bWKm8XM9+0sFC5/YcsKSvnYWBIbmryNwBmlgzs5+5/\nK4+03Mrtn7AQ9bwbeDhw+7dk370Rbekb1E9ok0X9WzG3higCvQBJWG+2CME/ZRkZGU3dfbRt2Jdm\nOXBGt27dJpa23xabcQXwLr6FQhVGLeA4nHe321xKsKSsnLpAj0/6dcpeuWBWhAIHkInFTU7MGNUY\n+DYvLWVX5IBMBK44NOWme+oee/bDwOC8tJSdUAbiVhQBroCcj67AUnfvZ2ZXAwchuuYBSIEv3d2n\nJ2XlXIackPvy0lLWhTEOQGBqnUmxslP4909beH4HoAzTw7mpyVMATGIQtyJw9fOm9jezo1EG7iF3\n/zObmJSVE5GMH4f6aHnUPgeG8xzuMTLrIehwMXIcMwJNMnbODRAQehd4NXrsqHEi6oA1EA2zB6Iu\nbqQ4aWYnI/nqV4FR7hv13Jp10kknJbVs2bIGMKtbt26LNnVNwj5Pl3a8Ura/A6jp7qnRxwWa/BXA\n3VEtOPyPILGF+kgYZIe4FqI+2jlnZIxa+8e8n775bEDnZFRf1AgByx9RZquHu38XHPlDEjOz17kX\nzxvd7ZwjEUC6AGWCrkGgpyNqbzDN1KLhuDPS33zP4uLPef+BtkMK162+BVFYH0TP0L2Eui0g3t37\nmISZHo9LqHDP6Wkjrga+z0tL+Qk1Qu8S9s1G9U8dEODvhijbOQh4VQeaNW5791k/jX3lrpULf1mK\nAmLDUOY/DtHw1qJA0mGIklsd0QBXItC1EpgYX6FS8/idKu+av3LpWhREeRBRq3cN2y8OfxfHxcXV\nrlGjRqWEhIS4lStXUr16dQoKCoqXLVu2Dr1zayJGSQskjDEX0RTTUaBjNaF2zN2rmZQ/x4T5FCHg\n2QyB3P6I0rg/YsFcHc7x1PBTX+LuM8I1HYD6PYJoyh9v+i7Z0MozWGXLYjNY5SIX5bbDmLtPQQve\nncEJ3JJ956Ci1Z3ZjnVZUeN/i15K3wK9zexC21DJ779gs0xNZaOtItszY2TEo5ftyhK+q4TxeBC6\nKMlW/APgyoAbVy+em71ywawUBIYdcfKrn5Y6fBVQ84OHLv4ZUUreADpYfMKjdY89+1rgy7y0lN9Q\nVLYHcjwORhHji5HzP9DMzkAv7B7ISbgf6BPAVSukNpaRm5q8FjkxhwKZAVwdi8BVt60AV5H6uwFR\n4KohAkwPbAa4ahK1bTS42huBmndyU5NfjgFXjZFIx6ASwFVFRK08Gri9FHB1GsoWDchNTR5WCrg6\nGFGF5wH3uvvv7n5tLNgxSb/fin6LVHd/MxZcAVSoUKHqcccdN4ktoMqWdLzSzMxGIHGRxzdn+/8v\n5u6rkNN7CMoKpv/X6NXbYOPAi6e90Wtajb0OOqtSzTofIHGZGsjZb4UASIdABx4J7PPl82lfmcWd\ntX/zC19HGd0hqL7qWQSyBqFsVEUEgqqMyTjfgJUtu766H1LPTEIgoAO6525AaoRHmNnRrsbFLxQX\nFnTOX7WsH6IKLkQBx8sJKrko4/sVAl7Po2xxXqhr+gnoO+XVnm0OSbnx3cTM7B5hnpejzPhUJAI0\nJPzb0BraBdWGtUXA5X3gtKKCtY2b3fC/tIpVa5rFxe2CVFf3QoD0dBScehHYv0aNGoNuvvnmwk6d\nOtG0aVOaNGlCly5d1lWsWPFNlEUbhRRgm7l7JXc/EDEHTnH3xu7ezN3vdfdq8Gd996sILFV295tQ\nsLGmu5+JaJZ3uXtm+G3/FuXPcoBVtqwcYJXbDm3uPg0JB9xmZk23cN/VKEr2FarL2mzhjM0cv9Dd\nX0MOZWPUk+tvlXndEgtR+qsRnWN5+P/VmxO93wLbD1iEb0Dpilh9IH8T9VcPYWzX36QEOxGo8XHf\nm/YD3nX32QFsX7lP07NeiE+oeNnimZMHFaz54yb0Ir0BeOuMbiP3A+p+//ZTL6II8XMInLZHoP8o\nJM7xEHIer0BRZUcO5Wvu/nlMXdTyIDhxAspUrQqZpltQpmfmlpxYlBrh67mpyR/Bn5mlSIPf7za1\nfwB2XZCy4J/bhozYg8DLuanJb8bscxIqbu/p7h/FfFcT1WPFI7GLZTHzjU/KyrkOOV735qYmf06M\nBZrOFaieZS90bV4xsypmNtbMmpjZfmY2Pcz/cQRO33L3n8ysvanf1GQzG2hm8RkZGXWqVKmyKzGN\nhiNUWTOramY5JvnmaWYWaV0w1syeNLOfzGxN+G+tmS0J3x9jZuNMPa+qAEmx2Rl3339HydhsrYXs\nfhaq0ZmP5Lq3i9rrv2kByA+a9/UHiUX5ayeecPOTCSiLk4dqAEejQMofwNnuXgA8tXjGV20L160Z\nUT/xqjMxG4/Wku9RBmUOypD8ArQJVLd+7sVXzZ82fgjQ9vDWd4xCa8h0lEnfH9Gw26PAz80BxL4L\nrB3bs31ztH7dustBRw5GbQ92RsGkW5HgRUOkMjobODtkj0chsNj8y+fubzG+1zUD4xIq9EPvkS4o\nSzcerQczUc/AO8M5fIdo1vHhXBYBjSrVrD1glwOPnLXLgUfegOjRXyCg9yPKnLUEqi5btuzdXr16\nrQnKn76jKH+WA6yyZbGAqhxgldsOZ8H5ywI6h7qWLdnXXUqA/ZBAReLfML95BKcauNfMOoYX1L9u\nQS1tPwQG9itFPW1bbH/W19fEmgQuSjL7sxh81naez58WlO+umTn25XFeVHgQMCzQ1zpg9m7DVh3P\nA978csj9Z6Pah4OAhFPvG/Ypeuk//Otno65BjswERMd5AjkNnRAIqYRorI8iEYiuSEUuO6ouKj03\nNXmhqa9VRHBiuZkdhRyc7q7+N1tybjuhzNVnuanJb8GftNhuKEv31ab2D5TECLD78/dLyso5BD1r\ng3JTk0fH7HMuAuz3u9oYRH+3D6KCTUWU3g2k4KPA4N7AbbmpyRvVmJnUCG9FTlYNlFVrjGqLb4ra\n9FfkxL6GVA3HuHuOSRSnHXCiux+JqECXzpw58xh3j82i5qN7F0TjmutSNzwMNsiqDnb3A0PUuzJy\nrFIDQHgCaO2SeB6MAkHlVoK5+wwkmV0PZToi0uBl2sKzM+3T/resSqhYufnujZq/je7f75F0+6Go\nFusiM9vZ3b8Efhn38GUJwK4tujw9EynUjkNZqWxUvzUKAZ264dqNnfJqz2TgjT0bn3KFxcUNQmvQ\nk6jW6G1Un1QRBSeuDgCwL9BmTOYF3wJLm1zR/ezwWWd0n8eH4/YK46xEdYgd0PPzLVDsxUXntLjt\nmfNOTxvxYWJm9qEo+9QA1UwtRFmtePRctUSgakUYswCJu9ycl5ZSY8lPkz+pvvv+TarssteuiI5d\nD4GXuejZvhXo36xZs4E33HBD8UknnZRfWFgYfa/EufuV7j6cMqb8WQ6wypaVlMEqF7kotx3Owoss\nHUXnTtyK/SciR/h8M7tpe9P5ApD7EDmCjkQwTvovOBHdunVb1K1bt4nbOXMlc95H4LUkqwBMKeW7\nesAsnNiI5Pa0i4oL87+d+f7QRGBAcPpPAPY59d5XFgPV3uveeiHrVb9a19ynQZ8KlareCTyfl5bS\nAGXhBqDI7FjkcNyPor5zkWLgy8jRuAU5Fc8kZeUciCK7PXJTk2eFzM/FCJz8Hmh2dwAPuvtfCSps\nYKHZ793h+EMAzKw2AjAv/lVdQKhH6ESoD4sa98hwbv+LZMTC9mZmVyEgcpe7z4oZrzGiRg5z9xdi\nKXpJWTn7IwXA6UBmdP+sqDH2RiDVEVD5Leo8XkQCAKD3WyYSwfgpzOmO8N1pSPJ5YogynwYkjRo1\n6roSHsNoquxU4HQz62lmLbyUZttmdhewxt37IefyMGB0ONb9wD4l7VduMlcbiFeRqMJeyCnfEey5\n1Yvntly1aPa7jdve3QisEGV0klCW6DxEk7s6bD+oqGBtq0U/TBxWudbu7SvVrP0iyr68grI+wxDl\nbih630V6Yx3xQY9LZgC7np42Ig49/82AtxCF+Qn0/nkFOMrMjgrBv1eKC/NvKcxf2xdRBRcjVsfV\n6Llsh3zJ8Yje/CxaEw9E9U4/AU/mpaV85sXF0+d9PTYV0QkLUXa+T5hvhTBeUxTo740UBleg7NpJ\nwPf5q5ZfuGLuzLGF+WtuRs9uHVQ/eT56ZvcAau+xxx6dX3jhhfhvvvlmpwULFsS/+eabL5r6A95m\nZvFm9iiqv3rJzDqHa7hrJKtsZrmmFhER+9eVP8sBVtmykgDWfyJyXm7ltr0tRPLSgBuCw7ql+89B\ndL5dUF1Wre08Rdx9lUtk5iEkP5sRs8jvWGacgwqHNzZnKE5pKoWG1K7+FkvKytkHSPxswK3LUcPb\nLwOd4/o9G5/yQoVKVS+dP238s0X5ayOOSWdg0HHXP3YOMHtMxvk/oHqDyO/oyOG5E2WzxiGQM8nd\n30Yv9z2BxxIzs3dHmaQnc1OTpwUq23WIFjjPpIx5NxKV2Kwan6jzMuRExQN9clOTPYqal+3uoze1\nv0lZsEOYy4yocY9Dzs5DuanJX0Ztn4BqtBoicLUwZrzTWU8Z3Oj3TMrKOREBpudzU5Ofi1YhjJnT\nw8hR7I2i4CVJMFdHz+/3CGTtFr6LvPMMGBKyV6cjZ37B8uXLu6xevfp3SqHKuvuPCJhNBR4ys7QS\n5ngaug8ian8GfBMVzT7c3bd7dnxHM3fPAT5D2Z0TTcJcZdoCBTTn0/637GVmux/e+vZPEKh6BwlP\nLEH33eFmdlh4hkZNGprRHJja4rbBkZ5YcQj4r0b39Bp0nyUFMDCgYPWKG9csXzTQ4uKv3afJWS+g\n7Mvn6FmoFf6+hPVUwSroubL3u7c+nkAVrHPIcc+Fue2FwNttKHsWj+qqHkVCFFXCMQ4CZozOOPfa\nJT9POTsxM/sItA6dhoJTPyPAVYwyQweGy/MYok//iPzTYuCjJT9/3a7Rubc8vnvDEz8AEsOx1obz\n7bPLLrv8MnLkyIrz58+ndm31qJ83bx6NGzfujoIss1CAo3OYY5twjOMoPav8ryt/lgOssmWxfbDW\nAAk7Ar+53MqtJHOJAKQhqedT/2r7EvZfjRbdSfwNdVlRx/keLcyTgcfMrO32zpr962ZUYz0FJPa7\nvbA/I7YbmzMV552/Y1oBhNywYt7M0SsX/nIKKhoHuAazjw9vfcdZ7sVvTnm15wWIWnMy8HNiZvY6\noMkvn4x8urio4B7E0d+b9Q7H5egd+SyKGDvwjEng4iQgKzEzuzJy/oflpiZ/ErI7nVGd0y+BxnYv\notFN24rTuwSpDz6Um5oc6QWViXo+jdjUjrZeaS/Vo8Q0krJyTkXKZekRRdqwfWUEFCujzNsfUd+Z\nqVaqLXB3LGUwKSvHkrJy2qOi/bTc1OSNpPrNLMHMrkcOWJq750Zlv/Y1s0jtw6XIedsLAaihCPgO\nRWtB5Pd9D2htZhei2qyfUH+x3woKClZ9/vnnkbq5DaiyZrYXsNrdX0S/8waCOma2H6JitXX12wPR\nYutE5mhmFUw9v8rtr+1Z4HeUgWkb6Kpl3V4vLsw/dPaXeWP2bHxKUlxCxUhd3r6ITncBAvw3hvfA\nG8ABXzx3/5dmcWfUS7xyJMqWvIjWmWdRhulZ4DKTrPjnwK/jH7uqMfBRw3M6nhu2j/TEui6MG5Ea\nn8R6quDjwMVjsi6cAiw96pLUFNbXL36IfMljUD3Y5Qjk9UDP3SwkXvEB7m0anXfLFcDNiZnZP4Vt\nP0Bg42pUmzUIrRudkajGCCQM9DaiXlcHFtRp0PTBIy66d+a+zc55ANVi9Udr6uI6dep0bteuXfEe\ne+zB2WefzSGHHEKDBg2Kzz///NfdvSEKcj3m7v3c/QB3bx72r0QpWWV3/9jdG7r7UVH1rs0RDbgo\n5vfs5+7HuXvTSCDKJbTTziWi0dDdywHWDm4rUa8R4M+iy1jQVW5l1MysS4hAbdF2Zva2me38987u\n37NAUbofuDJE0Ld0f3f3lxH1KzU4yNvdXCIYb6CXzqFAH9uw0WFZt/rAdJzYlxOo2LjkDKERh/EY\nRqzC4fayE9y91oSn7jgYeDVQ8o4GDj/l7qFzgWrvdW+zEgke/AQ0OaLdva8CHYuLCh/+4d2nr0JU\nwB+RA9IDRXtPRMp6SciJeRiJm1wOZCRmZucjGuu43NTktwN4j/SW+jH8uytyDLao7QBAUlbOmQgM\nZuSmJq81s52QGt93yNEq1Uw9ZyL1U7Oixjw7zL9rbmryjKjtd0YgZgHKtK2L+q5iOK9GwB0e0xA5\nKSunCno+DwNuzU1N3ki8I1Aae6DI+62+scDHd8AVZvZdOOepqJ/STwEoNkVZs6FAfqAwzkP1JwMQ\nSOoE7B4Z8MMPP1xcClX2cGBCcMq6omxgtF2JqFMjTOIZbwe6aWvU0PtrFEg5IfY8y21jC37KYyhL\nMxVlWv4z4kBbYyHDNOTbN/sc7+7zm3ceuBDdt6MQ9W0MegcsBZLD/fPUkp8mX1KYv/a1A5q3Pg+z\nd1ifEToJUfZOR7VS14dDPQWkTBx8z/vAUad3GzkbZX24P+0AACAASURBVIXqIaBzGaqx6oREG44J\nVME5wPDignXRVMEVKON1HaL5paAM2qsoOPgGymid5+oZ1Re4NS8tZWY41s0HnXrJO6gv1yWIKl0N\n1ZA9j9b/lDD20+G7VCSwsU9eWsq+73Vvc0DNfeonxe9UuTIwEGGQlt9///17s2fP/iJcWwBWrlz5\nedSza2yc5d6irLL9C8qf5QCrbFlJlMByoYt/wEzKM3+3dUFRsC3azt3P9hgFrx3NXI1Y7wMuNYkH\nbM0YnyPhggvNrMPflWEKlJBMFHG/y8xuti1UH/qPWgNKF7g4lNKbte4PVMHJL+X7rbYgbHHt9Lzn\nJhYXFVQH3gqZmI67HXr8ixWr1Lj41wk5Q4sL1rVHL/2bEipVfXz3RifeBIwck3HeAUgU5Fl0f72I\nir2vR473QaiWKgvVDtwO9EjMzF4Qtp+BagL2R85Eb3efamb1ov69SQGKUs6rWThut6BGmIDu3YWo\nz1upDSxDEOJyBK7+lE1Pysppg6hM90SLTgRK68PI+eoXHd2NAl4FQNfgeEXPM1JL9Ttwf25q8kb1\nTAHs/g/VNjzg7htL/MtpHIFqRTqiDGALd//C3ce5ZJiLANz9AlTf1Qcpke3l7oe6+zHu/lnYZv/0\n9HTLyMhoGlEPjFjInDUOTllTD823PTTidvcMd68d5bidHb6f7O4nucQxGrn7IMptsywAjCwUpPkE\nNZXf+9+d1TbbWMC+HvbQN5Vq1kmpWmfft1AgYD4KfDdGWdZ2ISM1EZgztsclFYHqp9z14lwkDDQV\nBQi+RBmlqcABZnZsoCO+vHTWtGuKi4v6x8UndKy2234DEMDJRdczAdWEtmVDquCbQOX3u7duQqAK\n7t6o+QtorT4I1ZXehqiNBQgY9kJZ4QPCfL9Ca+FQoM5Bp15yBgIop4W5PxqOuy8SvbkIqRY+ipIB\no1GwqgLQoSh/TcqM914s3PuoM6olZmZbONcbmzZtesyyZcuOAYjUT9aqVeu4qGc3j/XZQEzKsJGs\n8oAQCJlsZt+H/3eN/bHc/fzw3P9jyp/lAKtsWUnZqnKAtY1mZvuHB3NI4NsON8kEzzKzNDP7CGhj\nZgeZ2buhoHJ8JApnZm1Mcr9fm9mH4bN4M3vEzCaGMW8In59ikgMeHo45NNBvbkGUmA/M7IOwbX8z\n+8LMvjGzjPBZSdvNChFizOy2MJdpZtYl6vy+M7NBYay84ISWKQtRufsQzWSruPzuPhs5ybWBB+xv\nqMsKx3FX0X5HVGPSz8xONfv3RTC2wbJRb5eSrC6lKQiqnmeLao+2wNoWrlszfdbHr7cEngxO+GWY\nTT3y4q4ti4uLRn2f3b8tKiRvDYxued+ww4H8MRnnf4UiwD0Q5WU6AgFdEUWsENUp9US/YTdgYGJm\n9rco4rsOGJCXlrIHUrR6yt0n2vqmvE9EnPctsaSsnEhT66zc1OR5ZhYXjleMem1tClwlIYpd1xCU\niND3rkDUx3tyU5MXRG1fL5zfG+7+cvTYgSr3GKLz9HLJTkfP85iw75u5qcn9c1OTN2jubWZxZnYJ\nog71dPfXS5l7FfQ8JgP3xFAHY8+vukl8oj1SY3whdl4Aoe/VL8T0wfq7girl9tfmEhPJQEINH6Me\nWWWWeRHu0UELv/3k7MJ1az48/qY+tVGGdiIKZLyGRCFyWS948VRxYf55i36c+HLFqjUvr1qn7rMo\nYzo4bPMMah0xEAGKyiiIsNOY9HOrAz+f0KnfCShTdi3KMt2EslfHoXVqMnBVWAsfBy57r3vrScDS\nI9rdE6EK3oSe6zlovegd5lw1zOGOkLl+BmiYl5bSBIGmKxIzs6ui4MZtyCcdhGpVl4Z534+eu2Yo\n810xfHcTsG7N0vlzigrz53z8RIcJCIOcNGnSpHHz58+3uXPnMmjQIAoKCnD3os8+++xEM3sXZd2a\nAd+HDPIjCPwVIVBnCMQ9FoIi/wmFz3KAVbYsVuQCypUEt5c1QA5SrEzwWndv7pL+fgp1Cj8GOV5P\nhm3SUGHqEShdDqpFWO5qUtcUuM7MDgjfHYWyUA1RceiJ7t4HcdRPdfdIrVFXd2+CImEnm1njUrYD\n1KcFFeofhxaj60zS0CBKQT93b4RS/Bdu09X6l8ylknQvcIFJRnprxliFshNfo7qs+ttxihsdy90H\nhuOdB2SVycitmgc3QM9GSXYXKnwuyaqg+oDtaiF7cubnA29dA0x09+9NNU8ntrht8C9A1fe7t3EE\nlAqAmqfe+/JUIGnOpDEDQt3VQBQ93if8fQ+iw0xBz/UQpBDWDchJzMz+CD3btYGH89JSaqHf9mV3\n/zBksjIQ2Nuo79NmnFNdQl+r3NTkGQGQd0D0m57uXljavmZ2FnI27ovQ+EJ9WgdEcbwnNzV5SdT2\nxyCKYz93fzdmrKNR7eILscArALYLURH4A7mpybklzKVmGPswoIuXUn9mqmO6A13rOyKgMOr76J5V\nMxHI3w2tb8PNbLCJOvlnoCkjI6POnDlznnv66acr9+/fv+YjjzxSuWfPni+b2R/AIjOrY2aPmtnU\nEPy6OXI9rHRFsnLbDhbuy4dQLcw0IM0k118mzdVS5NtP+nZcFxefcNy+x5/7NnAuoghG1ssVQMPw\n/p4P5Ex6MeMkYNKJN/dvgHpR7Yl6R+2BQE999H5q7+qN1Re46pdP33wZOOukO4ZMQM/Bzijz1RbV\nJN0CvIDEGY5091+AUUX5azsFquA5iZnZqxAd8UakCHsqys4/g4KPHwG/AZcHKmQv4Ka8tJSVSDji\n9sTM7K+ReElHJAA0HbjWpaw7GnjG3Rug9XQ58j9aoFqv7vOnjH2vYPWK/Y7v2PcBYM+ioqL4Ro0a\n0bVrV+rWrUv16tVp0aKFjx49+jbW+1wXAr8GP+tY5HM1APb/r2aVywFW2bKVQLXw0oxYeQZr+1hp\nMsHDAEx9jk4AXjNx9weiRREUjXvOzK5DHGaQUs7lYdvPEae/XvhugrvPDgvnZNb3Z4m1tmb2FXJO\nGyFAtilrDowITv1KxKluEb772d0nh7+/3MQx//Pm7gvQwp1sauS6NWO4u7+E6jfSbCtqu7bweD+i\niN9E4BEzu8jKljjNXkCHEpsIGwcDzUptMOy8ivNRid9tpUWELZb+8s1Hq36ffTQwJERcb6ldv8mr\nlWvWaf3T2FeGFxfmn4tqDNrv0fjkgRUqV+9cXFTU+5sRvS9Dz9XvqNj8IRRJXoNqC+5FDsQHKAr7\nA1LLugBRXrLy0lIqs17N792Q8clEFL5PtuKcaiNw9kxuanIEkF6O6DxZHtNrKtrMLAVl6O4NQQiS\nsnISkMNUF9H3okUrWrK+J9fnMWOdFb570N3HxsxxJwSITgRuz01N3ihrGTL7vREwTXX3pSVsE29m\nl6Jr29/dnyrl/M5EtMhnECXrHvR7tXX1wklAAPJPKy4u3r+oqKg4Pj6eDh060KRJE2rWrFnUqVOn\ns9y9VrhOBwBHhYDaUCvvc/WPmUtJcyB6jhYhGvU/QcH/u2zI2uULz1i58Ne3DjnruhMw+w2tIxGK\nYGu0pkQobsOB+hMH3zsROLXR+V3eQaAssr68jgK17wAtzKy+S6Tmgx/eGXQB8EKlGrt2sPiEPiiL\n9RoCHKtQHemFCJDdHDJgrwO13u/e+ghEFeyyT5Mzh6J15TAUKL4VZe9no+xwP6B5AGnfI4rezTM/\neCk7HKdtGKsu6oM1AGhsaqkyEDjEzE5BNEUL12ARUli8qyh/LV5c/Hb13fe/NDEzeydg0aJFiz4s\nLi5eV6dOnbVLly4tXLp0aYeioqKmbL7P9Z+zcoBVhixQMPKRylPEygHW9rGSZIJBiwnoWVkWxcs/\n0t0PBXCpy9yPFpvJZrYrWlRujtr2AHePSING9wIqogTZ65DtugM4LTgBOfx1U71N0c/+8phlydx9\nEXKCk8ys7TaM83kYp7WZ/cnx/jvM3Yvc/U1EmToYeMLMDv+7jred7RBKr786nvUyvRuasdsm1QW3\n3o5399pfPNe1PvCcS/GuHWa/Ht0+vVlRwbq3Zrz/4sUoA3UVFjekces72wLjx2Scuxd6Ub+BMm//\nQ87QEYgSdyNykJ5jvTTvgMTM7JaIxpael5biCEx95O4jzKxu+Pcz7r7FYDIpK6cayvhk56YmR6i/\nF6JsdLqvV7PbyEIm9zwEruaH8SoiMFIF1XGtDtuambVGTtS9IQIfGSfOzK5Bzt5dHiMpn5SVUwfV\nahWhbNgGdQth7HPQWtjf3Yf4xmpdmNluCNAegrJbEzdxaQqQc5aCaFCrUbDox/D9ECQQELG9+vbt\ne1kA239agwYNimvXrh25f09HfdIKAdx9CeV9rv5Rc/fxhPo5YCegQ1mlT7tqbt/+9Mmb6wLVmlz1\n4NdAKwSkzkWBgUNRoKCVS0Bm0NJZUy8tKlj3yt5Hnd4Gi3sDgauRSIJ8GFLbfAboFN5LQ4HDR6ef\nOxfwM7qNPAhlmy5mffbqOfQ8rEIZsKvCff44cNV73dt8CSxveE6nc9C6dyOidn+L2C/9kFjHfihI\n0tlUP/wjcMHMD15K/KRvx4kLv/v08sTM7AMQbfBqJCD0KAp2VEPrxHUosPw7enYPRs/v98CpBWv+\nWIyybXcDxQcffPDb7p5gZnHFxcUUFxdvrs81xcxGbeo3MrOdzeymqH/vZWbDN7XP9rBygFX2LJYm\nuIJygLU9LFom+GLYMOLuKu7+2czawJ/OxBHh74Pc/XN3T0OLSV3Eu+4QyVKYWX2TxPKmLBos10CL\n5HIz2x11IC9pu2j7EDjPVD9WFRWtjt+Mcy+T5urEfi9wqpldsrUv6EBLuh1RLrr/3XUB7r7I3buj\nl+FtJlXI/zrNtz5bJ3DRCNFPtpuFLMq137/91DdeVLgGeN9U95R04s39pwNVP3jookpIEW8fYNEZ\n3UZWBGqNffiyTxCN7hEUtc1FL/3LURH+6cjZfhQ5PPWAnomZ2UehDFe3QJXphiSJhwbKZxaSFB+3\nFedTETkLk5HQAyYhl7NRBqg0WiZmdj4CffcGR4+krJyI3Po64MHc1OT8sG0ccnpOBu6MpuMFmtZ9\nCCjfEcmCRc3xMAQ+P0CNiTfINpmK6u9G0ezbXU1mS5pvc0Q5+hRJtS8pZbtKZnYjWsMiKmUZyGEt\nafsKKACVtmTJktxZs2ZloZq15e5eOHfu3Fe3pyJZuW0Xe53160Z9lBUpqzbci4sO/23C23m77H/4\nuQk7VRmDzmkNAlbHoGxWG1O99OfAwvcfbFcR2Kll11eXIgXMuYgm+Dvy8+JQ/dK5ga43wIuLOq5a\nNHsAcOnRl2VkI1XMdYim1wqVMnRGz0xTMzsiZMDeLcpfc1Nh/tonEFVwHaIydgz7HIuyWn3R2vgj\nEiS5CcmktwIuX7nwl5N//vC16YgqOB+BwduRQuvI8PcslLW7GgV5ClBtWRzKdu2JWmLkArMTdqpS\no27dupnx8fHxZlbRzBJ23XXXfvHx8b9tyudCQa2FiGK8KduZ9WUfuPtcd2/9F/tss5UDrLJnJTUb\nLgdY224RmeApqDFt/xK2uRT1Y/oaOVeRl/0jgc8/DYGcr5Fi2bfAV+Hzgfx11ugp4B0z+8Al6zwp\nHGcwSolvtF30zi61sufQYvg58LS7b/fal/+SBQftXkTfbL8NIGsVcpKnAv8zFf//reZSPLsJPdNP\nmtnp/+Eo7gfoZbuhGfEIhGwKYG1vgYu2+atXzPrt87dOQM9pHNB5lwOOGFm19j7n//DOoLeKCwta\nhjmffMwV3UdZXNxFC7//vF/+yqWR2skzkfOThzI9vdFL/wJ0HzRFACcjMTN7XwKdLi8tZT4CInNR\ncfceiCY41N3f39ITScrKiUMOyRJEDXQza4GCPPeHIEKJFjJRZ6Gaq0VhvOph/vNQHVdh2LYiKkQ/\nAAlJLI4aZxck9PEH0M2jVP5CvdXZ4Rr1yk1NHpmbmrwBODHVnfVCwb67AoU3dq6VTAI9lwMZ7j4i\nuq4rZttDURF9FUTT+9TX96w6AdjfzA4Om1+G7r3H0XP0mrvnvPfeezvPnj37M+CMiRMn/m/69OmT\now6xKUWy8j5X/5CF338Acr5nA4mmBs9lzgL4ef677CdPdvcZLW4bvA5lxEezPiN1AaL9XRPO/Skv\nKmy96McvXkqoWOmKGnvVexbVdz6NqH+DEEAZgpRv9wyBi1kfP3Hj8cDbtesdcyVazzqF7U5DgaVf\nUWCiL3BLoAoOA/Z8v3vrhvOmjHtn3COXf7HfCecNQ0DnEQTS3kZrz2kIJM1A2azOaK0dC9y4fM6P\nF4zt2f7sXz97qwdqbLwSUXdfR4GNjkgsqBWi8O2EyhJ2BW5G2ayz8tJSHgWeiI+Pr/Ta8OEV+/fv\nz/vvv8+SJUsA8uvVqzcMeMrM1qBAWBszuxIYZ2YrUD35JELbCjO70szeNImR/WBm3cJP1AM4yKQw\n+IhJ+Gta2KeSmT0bfLhJFvpthrHeCGNNN7OHt+yuACtljSu3/6glZeU8BLycm5o8BcDMTkCCB+V8\n8a204CBku/th/+iBX7I6aNGZxSUe26ul3LbATEX1WWixfa40520zx2qGXljPuvt722mKf3XMg8Ix\n1yLRgdn/xHE3y4wEoBrOxq0AJH6xK07JMrfGo0B/nI16I22NJWXl7AU8+tHjN3y/evGcX9x9iICG\nHXFGxigrXLf6mw8ebHcqcibaV9llzwHNuwy6youLXhqdfu5JKNr5HaLf3IUyR5+ioMQDCCzFI9B+\nf2JmdiGis/XJS0v5KuwDosDUDt+96jEiEZt5LoaiunVR098Ck/DErcT0r4o1M2uHitPvi2SBkrJy\naqGI7iTg2QgQCtnsrggA9YqudQqZv1RE19pA5S/UcN2IMpTdc1OTN8hqhf1bEpxCd/8g9vuoY9yF\ngNDA0uiOAQReGs6rv7t/alJFfAQ5bQWIghShI1UI5zQTOX/xiFK1AAWYmrj7KWaWDqx090fDcRLQ\n73dmGHOQu/c1syMRsKuJgmG9/T9WNL8jWnD+e6BATAukBFfmAoMhONardv2mHx7dvlubCc/cPWzZ\nL9+cjDJLjoIbHyE67xPuPtnMLgP2SMzMXgPk56WlVEMZq5oItMShzOxsJI6VhgLAfarttl/qCZ36\n3QUMyUtLOQGBjZmoBisDBY3SUYY73937mwSdUi0u/uEKVWq8d8pdL3QK69owlM06HwWPzkTZ9NoI\nOA0M55CERC1mJWZm34Cel2fy0lJ+QEGOHuj5m4zA3ZMooHEEYuUMQwmCMxHt93Hgmn0aHHlsnapx\nD13Qpq1VrFqdFYsXYUWFax544IGF7t7Gpc5aA4Gs9midbuzuS6L9twC+HkJ039Wo5vlKlBH808eL\n2ed24DB3v8pUP5qHso8Xhet9FAKfPwDNPUaIZ1NWnsEqexbbC6s8g1UW7SXbQEY4/LvcttJcEsBd\n0UJ+7bZkgkJm6V4kMnKD/QPSzq7Gq7ejLNHDZnapxdSR/It2CAIiJdmBKDpZmt2JqCPbbAGQXP/7\nj198sXrxnP2AYYGed0GzDo9/Y2aVx/Zsvwty1I4FPm7eZdDxwHej08/dBTkmoxFoeBBlUxagF2oa\nihz/gbI1jyZmZv+BHJXn8tJSvkCR18rIud8ljPH61oCrYG2QcM2DAVw1QkIo3UsDV4Emcwmi+UWD\nq92QZPpHbAiudkVOzy/AwzHgqinr68aGx4CrWuH8agJ3xIKrQOPphGhd95UErsJczw3HeMnde28C\nXB2MHMI9UO3qp1Byz6oQ9IjITA8FbnT3T9x9vLvXd/XPuiM9Pb1NRkZG0/T09H4RcBXGLHT329y9\noUt9rG/4vLzP1b9g4Z7IQPWGucDtAZSXKQvPz6Dff5x4TmH+mjFNr+5xEAoMzEECVNkIrLyIMqgV\nkEBFwwlP3zUBOOmo9t3eQzTlMaitwkfIwZ+BAMopIfv88sqFv1xfXFTYF7h+n6ZnDUWBiTkITJyG\ngg2dUY+/Y00qhj8C73tx0aUFq5cvBs4NQaTv0Zo5HwG1oxGIaYAA33i01hsS/2mUl5ayJ8pcdww9\nrfqid9jaMNcG4fy7oGBIo3BOJ6I1OgutL1fM/mHyiOkzf17zxfRZrK1ehyPbXM2It3NnuGxiuL4r\nfL2K6ujS6MXhu8XhvnqD9YJlpVlzVAuGS9DjFwSwAN5z9+UhQ/ktyuZttpUDrLJnsb2wymXat9Hc\nfdY/mr16yeq4Mxg5azXD/weHjFa5baW5hA66IkBw4zaCrN+Qs7s7klavuX1mucljFrv7W8iR3xeJ\nYBzxdx93M2xTDYYvQBmOjc2oBzQtVV1wy+1YLy7ac9LL3RugiOo64Oad9234To09D2z1zcg+73lR\nwTHIGdnr1HtfmQUc8nHfmz5AQgmPozqhwSjCeSAq6u6KqC+TUMR3SGJm9nTk9L2Tl5byPqpd2ov1\noOMBYJS752zNiSRl5ZyOosHpuanJq4JDeS/wSHjJb2Thfr4UOSjR4GofBK7eyk1NHhYFruqiTM04\n1IKiOGqsVoReWx4jypGUlVMPOU6TEPjbABSZ2R4oq1QVuNUlBR07151RHVgLVJP1oUUVmlsoMjez\nhAAY05HaY48QLCnRzGxXM7sPZSAfdfd+gd67gbVq1eruH3744Tdi+mCV23/Twr2ciZ6Jd5Cy627/\n7qy23FzCMN9/1Pv6AjM7ov6Z1+ShtWc4yiSNR0GVuayvq3p62a/fXl6Uv3ZonfpN22NxQ1GWZgjK\nDg9CmdsBwNUhk/M2UHFMxnl7Al82bNXxPASobgnbnYPWwUXhuE8iwYpKKCixtxcXVwrH6ILF/Yj8\nkBoIbHRANON16H0UqeW+AGWGJgB35KWlzESg+JbEzOyJKOhxI2qN8SUKhHyHhHGuQ1mwJ1HJw4mI\nweNNTj1jvyfeHW/7HdKIl594hOED+7DnQfUPtbi40jDKRs989M/wF/+Otb9NHKwcYJU9K6/BKuOW\nX1zhgEJP2OChdiefMiyd/l+x4GylIee54zaCrEhd1jdA722ty7JSGj6b2XWmhtRfm9nrwBp3fwg5\n9K8E/vfPZnayqe/Pd2b2XNS4iWb2qZl9ZWavmVoKYGY9zOxbU6+fCD3qOVPn+/Fm9qNJ3jsyt/Fh\njK8C9RiA9rS/tjrV7wnz6xG2P8jM3j2QA++uTOUHArUi1ppTmrrgFloQtrj+27eenOlFhb+FWoSz\nwOKbXtOjwbo/lr4z56u8tig6fPH+zS98vkLlalct+Xlqv1ULf+2CJLgvRf2tfkfZo+7opb8UOfep\nwNjEzP9j78zjpR7fN/5+5pz2jSjZWpRKC1EJ2ZeG5qBsIUtRaJHsSnM6nYks2aUotEjZiwZzKhIt\nQiFRlBTa0L53zrl/f1zPONNpTpuoft9zv169qpnP8sxn5vN8nuu+rvu6x0z0//4G1RRcjbKvvcir\nC/rQ5Ai5O5+lEQII6bFwaLln4Xqi3llfJ9vH/46vQ1n+7ma20h/rKAT6XomFQ+8lbH+Mf/3VRHbK\nyR79Zl077jazrYBzMBI9C4Gd52Ph0Igk9VZNEIM3DjFi2zBSTj20nkJypfssrybr70JzM1uEEhh9\nUbb4NjObUJC017NhzZEkaQHQxQrordWrV68KgUAgc+7cucVISGD16tWrMIG1D4dnbfsi+dgE1Ig4\nf9/P/SFe3rx2xQVrlswfVfWUlkGc+xLVHpVAvQJPQqz5Jc65Cki1sGL8A1cUBQLnpr+djZrz5qJF\nfTnETB2HkiU3WF5vrOvnxF56Gzj53J6jFqNaztMRiOqCpLNpCGjNRK6Cm1Hi5dCxvVrMyd60fl3R\nkmVaI2bqUMRgjUN1YOv82BsiJUILP7Zl6D68DvXGKovmlJeQUcZstFatioBzNnl4ow0CfTOQsdSH\ns6ZNGZnR5vJiY18bRtPmF/Pz9zMpc8CBOT4p09g5N8E51885NxnN29sD3+c558p76WkLBOa2t06e\niJ4NeAllZQpOKO5SFAKs/S+SAazS/2QhWRj/XQQj0dROvz0Vcs62yoRsIbX0I0vv2K+t0/eVSABZ\nR6Cs3W7Pc16i8ArKIma4f16Enazh89te/nQcyvbd6Lf9Cz0U+6CH2fvIWrcuUN8518DJkaoHcK6Z\nnYAyiHc4Fe63BOqabP57J4yhKpKYhYABPqu5DDjPH6MVWsjinLsgRqzqAAac4ccXL/R94UIuDP/M\nz1lb2NKFvKbbiVGHPWdwcdnG1X8t/v2rWAPgeb8waX1i+0e/dS5QYuLjbQ9DtVTNU4oWf6Nms7ZX\nW27uiC9f7nYJktkcgRYKo1H7g0fRQiRuR3wnsOjYK+4b4d//CxiUlZ7WArEw6Ujm8gCSjby9Ox8i\nGInWwhtmxMKh3/3niKCGvkl7Z/m5vS2S7dwfZ3iCkegxaPEyIBYOjU/Yvgn6TTxpCTWETk5/YX8t\n7jbvOuiPlRKMRG9EBe7dYuHQ1HxjSHHOXY9qxiJm9l5+MORkDHEjyng/ZmbDbOvGyImF5pMR2H0f\nFdO/6Jx7zycSOjvn7nAqOJ/qnKuHGLoWqCD/DmB8HNQ75y53zn3nEwATV69eXWPChAlFZs2aRf/+\n/fnuu+/49ddfc/r06TPeH3Oyc66W37eNc27Uds5d3m83wTn3pN/3O+fcif71M/zn+drvU5js/Afh\nEwxDyZOR9XD7jlR6p8LfVx9M6d+lGuCadu7/M5LsvYOSNSMQq/Ueas5rwPNYbqs/fvxyeCAl9dry\n1RsMRUBkCGKzRiBW6iPUb+pYkzPgRwsmvX0lMDCQknpryYOPGIDm/W8QODvJH+M2BH6a+H1nAqMs\nJ/urCQ+1blrm0OopxcoeZCj5dCWyVa+A6r8eQ8yiQzLqKojJag1cmpWeVsdv07pZ5piKCCQvQ/PA\nqehZ49AztDzwLppfqyBwc1tqkSLv5ubmBlb+uYzhTzzEZbd0JSU1NaV4iZIjUXKskb9mzdDvY3vP\n4c8QC/c1knB/6WWVk/y9+2i+7Z8DUpxzM1GNsh2PeQAAIABJREFUWBuTlf4/jkKAtf/FVgDLZyNy\n2HGPpMLYy+HtmLsv3FI5O9tS2gAbzFiVbSlbnv6j0/Lxa89+MhiJ3hGMRP9Vm/D/hfCZ9Qz0kOjq\n/mEjS7/4vQ/VZd3kdr8ua75t2/C5nmePZqKHVqJ72Wgzewkt8Dcj17QjEKtWFT1A66CHx9eIGamC\niv83AoOcmjGvTzjm616O+BPKStZG4GGgH8Mb5DW1PvdP/ny8tbX+zV+H5T6rfMoYxgwqSckTcshJ\nbACpcBT14/vHmcBgJHqomYW+fKlbUcQo/Ql0KndErQkHHFn7/G9ff2Sy5WRXQ66A686+//WDgL/G\n9mpRHMnYZiDHz8fRd/g6YqLSELhpDZQue1iNpyvVO7WDf+/JrPS0Zn6beP3Zg8BEM3t9Nz/H4UiO\n+GQsHJrj8oxZRpvZuGT7eHDVDlkx9zBv2R6MRI/3x3osFg5NTtg+iBy8epnZVwmvV0Ag5Q//3t8S\nG+88mIG+rztj4dDCfGMojwB6ddS3apvv1LNwj6LfQRcz+zbJx7kPJQqy0Hey2PJ6A9ZDi88TEYhd\n7/+9HDmjTvDnb29qBBx3gwTdG0GfAGj5+uuv1zzjjDOsbt26dOjQgXr16lGhQoWUdu3aNTOzuFHA\ngwnj2ubcfrspKEMfj1Jmdgpi4V7yr90FdDKzBgiIF9ivrDB2LsxsLGJqqqJ57Pb9MIH8JmbH/TL5\nnaxSFY64vGjpA0ah+qNvyWtbsQI4yjnX0GRqNHbGKxlnAJMbXd/7FMRsnYFkri3Q4v9GxEp19sDz\nVaDu2IyL1wJLT+0y4DS/XWcETK5CQGMtAif9kKtgcQTg3snN2XJ3w+syO5xx1xBqN7/5eJS0Pwcl\n9saj3/Sz6J6d6I/3jE/c9QC6ZqWnrUSg5s5mmWMWIhD0EUoK9UDOx6uRWYdDz62+aC4/Yc3KFccv\nX7pkddHiJax8hYq51esdu2H29Gmj169d85OZnYQSh1eZ2Voz6w6sc76dSpISj2VmFjKzWmbWK/6i\nmV1tZvXM7O7Efcxso5m1MbVmON58PamZDTazzgn7p1m+xus7ikKAtf9FfpOL+GuFmbN9OIKRaHEk\nA9oA9Cl+zabhQBXnOC/bUg8fu+a8+5ALVnNgUDASvSgYie6zHcr3h/D69kzgQMTq/COGMKEu61B2\nvy4rmaZ7MNDZzOojGVrxJNsvRDKRCejBV81v51BRb7x/Tx0zu9EzByciQNICSDRiSKZRvx0ZPhyH\nsoVFAWpT+/CbuOnsfNsHgJW55AbXsz5uQJC/DmsL0BFjT2QC2y/7fvL365cvKoUYqDPAHXRiu0eq\nbVixdOyS7ya29K+fd2L7vhOcC5w67cV7Y1juxSjjejvKsF6DZGuzUHb1AWT7fQLw4Em3PHkFYhgf\nzEpPOxktusMI2PZGC+6Ru/MBvGlEL2BYLBz6wsnZLxP4tCCpoV9U3ow3GTHVGBKMRE9BjNsDsXBo\nRnxb59xVKMt7n+U14sVJ2toXLZaeS2SVgpFoFX9t5qN6sDX5xlAfsabfoIbHq/O975xz5yJmMwt4\nID7OJJ/lbGRi8SkCY4lNiD82szUmu/lV5Fmvb0SLq4nou3rDJxISQf0kYLBzLhN49Lfffqv2888/\nv+I/5ypgw++//353v379+jtZM8dZ4ILOHZdazmRr2fYIADObCJT1C7xJwONOFvQH5GPsCmP3Yziq\nAQogaem/0az8Xwuf4Bv244cvnmNm355+x8sl0G//G8QGvYMSO8OAm50ML0YCx3nDi5Ob3PzEJCQJ\n/hIlvBaitV9pNI+1srzeWB1XL5r7ItDirG4jv0LGQ/WQycOtCGxdgq7pLMTSbPSvd/z4odaTgDWV\nT7qwBbo/rkWgbDRiv95Fc/olCOCd7Jw7wSdxvkDzVAwlRK5G/bA2ISn2+/71lghkfe7HtAIl4HKA\nk9rf0PbOtte0zu1y+x0bfxg1jLVLF21zWXfw/30uCgHW/hf5TS6gEGDt0xGMREujBdoSEnrTcLX9\nwdX2RfFrNv4RC4deQgs+hybHC4GngpFo/b007P8X4an+CGIy7t4DICtel/U96pdVYwe77EyUARb7\nh2zrHZz/ffLc7NqhTH/T+DicmkzX9CxTOb99V6BBwmEud84FnKzhj0IPuXKIUchFD9cUgCu4YvEo\nRp3g5WU458r7Rfb8B3nwBaCmX2TnN+OoyfaLh3cqgpHoibnZWyp/++ajR6PsaymgXcPrI9/gAsU+\ne/rmaqhe4LLy1Y4desCRtduu/HX28ysXzOqIsq43ocVBLaTbH4FAU38kV7kMyGiWOeY0lGHOyEpP\nq+v364nm1gha5LxSUI3QDj5DScQQjY2FQ2Odc8UQizILZaC3CQ9IOqB+MelxxikYiZ6DisjTY+HQ\nD37bFMSqnIT6UC1KOM7J/tz9zWxU4viDkejJiMkZEQuHXoqFQzkJ+zmnPlt3A0+Y2UhLMMnw25Ty\n77dAdWHvJ7s+CTLIk4AlJiOX/LEp4Zil/Gd8BX138fqNlQmJhERQn46ssNOQ7PWZWbNmfTxz5swh\nwHlAlWHDhjVGQKoemluTJTFAdS+bEv6dOF9ss8Azs4fQfVgCmOqS1yIWxi6G/x09jX4LvwINnRwp\n96cYDxT9avD9PwZSiwQPqdv0LSS/fgc5BU5FBkELgUs8KHtp5cLvr8/ZsnloucOPbhNIKTIE/b6e\nR/fE8whsvgoEnXNVTS57P08d0PUs4LUiJUp3DKQUeRqxrxPQ8+VYBFpvQ0mnk5xz9T3T/MWW9atu\nRGDr4maZYwIImHVFCbqKfoyV/b4fIPb4Wefc70gZ0CcrPe2nrJ4XXf7p4zc+UaxM+RFoPh2Inmk1\n0X1aGSUUD0UJl5OB1EAg8GPx4sWftuwtKSNfHlTyqcf6lli2bNmlKSkpLf21rO3P96lzbiGQa2ar\nXL7aYeDHOOvknLvHqbfVNrXDzrmv/H7/6v1aCLD2v8hfgwWFAGufjWAkWg4tYmYDz8bCodyCto2F\nQ++gTHMOYl2WAncEI9G7g5Howf/FeP8/hpfRPoAWS/d5IPNPjpdrZsPQw6aXUy+gfxJhlNUbS8EN\nexPPvxz4DjEGV6EH3utOTbKnoodRGWCMf+0TxOLEY45/7QNkcb0RPTCvd85NRQ/DdQC96LWlAhU+\nAL70zMFdAEdxVJtRjDoxQOBVtm66HY+r+IcGF15Se9Osd5/53XKyp5scum4ue9jRXxxUvcHZX494\nYIblZJcBDnKBlK8btX3wzNzcnA+nDbyrOWoyfALKki5AzPAjqB9TDN1bXYDezTLH1EB1Bz2z0tOO\nRAuLCJLTZSJZz9DdBFdFUGPi2eg7SkVugUtR/6VkgMQhiU9VtgZXFyIWrnssHPrZb1vUH68SYq5W\nxI/hnGuJMss9Ta0H4mNywUj0agQiM2Lh0FYW6x6c90DZ8zssifGGy2sGvNpvk8xJ0DnnzkM1bl8j\nSWOJgq6Vk7FKP//feyyhJi0O6p1zlyccu6Fz7kp0H05EAG4R6iu2ZtOmTUV69uz5Rc+ePf8gzygA\nJI3anWjlz30qsMov8Kqb2UwzexiB8EKAtYfCzLagebs+YgpbOuea7t1R7Xz4e3vg8vnftszZvDF6\nXKtujciTyB2K5vDTkLrgYifXxE+BNeN7X1YMyD4n/FZRlESriOax4/w2LRH71dmpxvgF4IKPHmw1\nAyh+bs93avjjtkdMcBvEwOcgYPMceVLBwUCDrPS0w5G0r2udizqPRrLxC5A7Yfy9S9BcUwcxbs8i\nSfWLwAos94zc3JwpJcsf2vjMe185H82jL/kxXOm3PdGP9zTEkB3rnDvw6aefLv7ss88yZ84cOnXq\nRMOGDTcddNBBiVLj4ijxtxEo4XZQO4wSP00sX+0wagORX2b8r0QhwNr/IhmDtZpCq/Z9Ljwoehgt\nel/M78iVLGLh0AdoMspGC4Vf0SLx6WAkeplfsBXGLoZ/WPdBD5hubg8UTvsFYDfgSicnwO2yY/m1\n4mbW18wyzKy/mVUzszPN7FYza+Pfb2NmbxawbxszewTV20xG5hj3AcdlZGRMycjIOCIjIyNk6iFU\n38yGJAxlkqlXUE0zG+OP95Pf9iQz62ZmpX0T4T+/47tuXnrYwKR/Zx7zUqcx7dVcyz3Wv5f599Ed\nAZSZ/WG3L67i0vUrlixf/PVH1YGXnXNNwNU4sd0jh65dtmD8H7OnXoAWXkefed+rK4DA+MxLDS0M\nFiHW7nWUtX0IZXSXIPDVA3i6WeaYYoj9yfRNPu9D9+yvSNL3A/DSboIrh8DaeuD5rPQ0hySm2cDT\nBYCrgB/vYQhcrfeAqBViXu6NhUO/+W3LIGZ8I6qr2uBfT/Wf6SzgLjObmzCmEgjwNQDuiIVDP+U7\nf7wf1WKgm5n9me/9gAc13ZH1+wBL6K2VsF15lDhIQ8Ycb3oJ3iQv00ssNC+FXMqu9a+vYeuawXi0\nBm50zn2DagefR1LZFATepiOg9Q36jus4mU+0QgusPs65SX773YkVTuYcA8gzounqvMEGkn9/sJvH\nLowkYWZrEQPbDC3GOzj1i9svwuR0+eMnfa83oMZxV3aLNxp+Df2eRyAZ3SjgJj8nPI/lXvXnT1++\n4gKBaw6pe+owlLB6Dc0B41BvrN/R8+wCn3Qbnr1xXafc7C3PAm1OuC7zA1SPeyhKKsUbA7dC89sP\nwHVmth4BpVs/efS6icDaIxqdfwmaB65GTO4SJG2cgOzfLyZPaj0PAbFVQJdNq//8s8yhR00sWuqA\nm5A9/UrUoPd9tBbqiJJHuQh0vZ6bm/vH0UcfTceOHSlbtizvvvsulSpVchdeeGEk4XION7NTzKwm\nShJut3YYeNl/tq1qh0kuM/5XohBg7X+xFj2Q8r9WyGDtQxGMRA9FC7VYLBx6dWfAVTx8Rjkuj9iM\naPRn0OTxbDASbfgvDPn/ffj6iEeRBGiPuFOZ2UK0aD4cyHT/Qb+sfOff5MFTd+DM008//T0/pn/e\n/8cwjEewpIX7qxB4SRZVgRUYBfYz2lEEI9FKZnbhV0PCpZALVg7QocHVPWa4lJTUKf1urYUWsy1r\nXXDTqCLFS13w9YgHPrDc7PP9uNqiWoI7/f4NUE+zQWjB9kazzDFL8U2Fs9LTspGE5WkkN8tAC4ek\nLNNOxg3Awf74hiR/5ZC9+Ta1Oh5cdUVF8L3MbKMHaW1RtvfeWDi0zG8bN62YjRz7sv3rpZC08SDg\n3kSA5OekvmjB0z0WDq1IOLdzzp3vP/fLZjYo/xidHCvjjEJXM/s82Yd2zp2GruM81APrl/h7lldo\nfjlywmyOFj3PInOMWWZWNT5uSyg0N7P5/pq+g7Lz7cysj6mgvb4/7m2mWP7W7EXN35q9qP1bsxd9\nZGZTfEKhqZmFzaxq/uP7/yc9t4+3/AKvnqlNAD4hUs/UnPgq20PuY4WRFyab/97IcfV1lCA7cu+O\napfi5eyN69JWL/75zUPqNG3hAilj0Xy0ED3ji6IapcrOucZ+/v54+rCMM4GJx7W671ykVmhJ3tz2\nAkquDQCu9vfmh0DKuMyWNYBxB9c4oQ1aN9yM6goro7n5DQSMBiJ5eT0zmw58u2nN8jbo3r24WeaY\nVPKMNZaj52bclfUo8vp0TUFg7HeU6D980YzxWUDtui1uOwEpAWr7eWEeWque6D//FOCF3Nzco045\n5ZTRgUCAdu3accwxxzBt2rSfX3zxxQ+dc3HQtNO1w4glPC5hX9i+zPhfiUKAtf/FOqBkMBJN/O5W\nUwiw9pkIRqKVEVvyhpf97XJ4Z7DHEBPwKZIMTUMLxJuDkWiPYCR6yB4a8v9M+EVjX3TP9PQyg396\nzLVISjYbFbxX/6fH3I0xLOjevfujZ5555rn+MyXt/5PIiu0wHGfhuKCAd5diTC3gvWUI3PyTaL/4\n2wnzNyxfvA5lbNuWqXTU7Iq1m5w2fWjPH81ytwB1i5er8GGVky+6fPWiuYOX/TDlRrTg6IgWIFcg\nadoGlAF/GEkEv2yWOWYaAiLPZ6WnLUVs1SDEfvREGd4BuwuugpFoSyRRjMTCoc2IPasO9C6A8UlB\nYPBAINODq4D/LHWRdXpc/lcVMTIxM/ubXXPOHYISCL/68/wNjL3r4KPAmFg41O/vOlDtVxwtVEII\nlE1KMr6T0SJqOhA22R7n36asc+5elPXuZWbDkwFJv+2R6Ps4EzFlw00sc9JwzhV3sonvi76jW62A\nnmEAb89ZfCWSVI0FFvj/F8Z+GibH02cQyHoHtcwov3dHtXPhAWJs6oDbagHrz7h76F8IYH2M2KyR\niL0dAtzk8twBG34+8K5pQKOmXZ6fjtYCv6C5vQgCNE2AKHCzqUayH3DdjFcj7wO1mmWOKY7k560R\ncLoZXxuGLNQTGxC/CDTJSk87BMkBb2vUts8YxDSVQcqalkjmNw0lj75H9VpxCfqTwFHZm9aXBvqW\nPaxGa98suK8/d1HERNZB7Noc4LgqVapcGggEzt+8eTObNm2iZs2atGrVqgqqna2DwGNjt5O1wwiQ\nXuGv81a1w/lkxvlrh/douN1PzhXG3opgJDoSaB93fHLOtQAqmNnAvTuywghGojXQAm1QLBz6ZA8c\nrx7Kso9AC6Af0UKwOZqcxwBv+kVcYexkeLagC2I1epnqkPbEcZuiRfEg83av/1X06tWrMVpQJrJo\nq4Dzevbs+cUuH9BxJ/Atxth8rzuk278dY3mS/Q5HAGy3HNWCkWjjnC2bOn784JVFc3O23A+UBXf7\nOeE3/1y7dMHcz1+44zTgI3BHn5cxeg3Y8rEZFx+JJCs1kLxtI3owD0FStR4o+1r0rG4j+xUpUfoR\nIJqVnjYFLfTfQAuedJRxfeofgKszkV3+3bFw6E8ns4izEXhJ5rCXisBVSeTCtzkYiaaiRcsBqGdW\nXP4Xnw9eMLnZxY9RG8lV37QEEwnPgLXwfx6NhUNbNed1slfvjmQ/z+VnYJwMOdqhhUpfS2LR7rdr\ngn73nyAzkKTzka9/vBzNZcOBD7Z3nX092qmIuZoJDPZyqALj7TmLK/z0zfRfnwvfXezhN6Lk5uRy\n7+UXWIXDjjhj+sSPPt3evoWxb4dz7kIkR5uCGIv7LEmz630tnEyC+tc4+5ohR515ZdvPnrppxPq/\nFp2LEhaHInZoPWKvfzGzEc65s4CLz+35zruBlCIXj8u8ZERu9uY2CCjdi+aqPui+7wYMMbMpzrm2\nQPlmmWM+AjrPjj5/98LP33scgZxT0DzzFnmqmHhPqu8QU9gBKF+s7MHHWm72ys1rV4bRmiMLyQrP\nRnNlN5So/BUBng3+WItQnRYpxUqWx6zMOT3eKJuVnnYpYqpzkOTwEMRCrQsEAlXKlStXNDU1NbBm\nzRrKlCnDli1bcletWrXZzJagZ9ooxOQf6c8xAzHuw/21+xglXkr7es5xqO46B3gZ1WheigyOqiA2\nrw+aW15DkmqAq81srlcJDEDMH4i13yb5tL0oZLD2z0jWbLiQwdrLEYxE66Ib/tk9Aa4A/IKoF9Iq\nv40mjD6Ipr8N3fz9g5HoSX4xVRg7ET7j9RSaqDP9A3BPHHcSWrBe5Zxr5/5h/61djF/Ik0jEo6h/\nfXeiFslNNyqhB+OKbd4R+HqAvF4vuxRxY4vvRz+zPDdny3gElm499vK7v3GB1JTPB95VD9UTnH1y\np2e+doFApY8funq9H4+hefFHxIy8gMDI06hx6aG1Q7c8W6RE6Z7AlKz0tImoCPt91LOlB1ogJK2P\n2snxN0CApKcHV+cD5yPWpyBwdTcq4I6Dq6LoN1Qc6JUArpr6z/NoPnB1mh/7s/nAVVEE0s4A7koC\nrk5FTNho1JQ4P7iqipjI4sBtycCVc66Uc66r/8yPeEatIHBVB30XR/njJXUdTNi+CvotXYHA3eM7\nAlcACxevalytXgNrfHYzRjz5MMP6Rmh6wUU59zz7UqF8bz8P//uOszlzkWnRP3KG/S/CVAv0ytyP\nXjnfzKY17TLgMMQM/YU+yzS0wP8AuNA5VwnVO20al3lpMWD9uelvH4RYq3p+++YIGNyEgMvNXiI8\nAqjjZcmzaoduboFAxa3+vfqIfRqLElJ3+n/novVEI+CTM+4afGzdi7ssCBQpdjtipeugJFYWklFv\nQkDtBcQcTUa1WfciU45HSpavVDulaPFNC6aMvg09hwJIRXAWmlemmVntChUq3Nm5c+fcTp060bhx\nYxo1akTXrl03FSlSZBSaH99F8/RJZlbczI5CYO9My187zN/10a8jsFTCzDqiZGM5MzsfsaD3WF7t\n8GozO9Ffxyf9a08hB9XGCJgN2pXvHAoB1v4a+XthFQKsvRxegtMN6BsLh5LWJuxu+EL0MKLAv0WT\n8CNA9Vg49BBatFwHZPhmpoWxE+EXd8+iHkCZ/uG0J467ANVlHcl/WJfl3dJuQJnEVf7vG/zruxaO\n4siM4bck79YGfsCS9iGpgJ4rS3b5nIpL1i5buH7xtxPKI5lM69KHVFlUqf7pjb8acv9CLPdPoOmh\nx501uswhVS/67p0nx2RvXHcOWiCc7/e5CWVru6Lag7LA6WUPr/lg5SZpdwILP36o9ZtI1jkZPby7\no2zsU5bPjnxnIxiJVkfOVH1i4dBC59zpqDi9IEldKgJMqcCDHlyVRAmV9f44m/22af5zpZvZN/41\n55y7An3nYZNdc3wscYOdFFS79UfieZ1zNyGWLWxmWYlAxx/3QgRu3jCzx/wCMf/4G6D7ZxPKHM9K\ndl08COuEFlbDzKy35TPPSLJ9e+S+OglljpMeOzGCkWi5YCTa4dOvfr0h4Fzg8o63883kT5n33bdc\ndMMtgY7nndTfg8rC2L/jJZRkLorYiU6e6dzXYzxQbNrAu35yLnB25ZMvHoUSp8ORhO81lEx4G93r\nAAOw3NZ/zZ0xDLj6iMYXjEBs9PuoNnsOWgtWQC6W11qeK2zHP+dOHwqc3SxzzJ/oOdcSyQg7o6TS\nKsRoPYfkyTVQI/u7stLTJs58s+/RqcVK1m7Utk8MXes4CGmG6pyeQKBqOrJrvxMlt4YAzdYs/rmi\nWe6wTav/uqZE+UoX+dcvQOzVq8ARzrmTly5dOqtfv34bnnvuOWbOnMmyZcsABm7evDl/UqSek736\nTH/NdsXwZBDQ1ic9W7F1i4wRCX+f7P99LrKG/xo9I8o6GQvtdBQCrP0z8ptaFAKsvRi+n0y88WeB\ndQH/JGLh0C94xzqkv44ANwUj0baI2u+CKPNHg5FoG9/YuDB2EH5hOQCxHpFdnUC3c9y1aKH8I/9h\nXVbPnj1HIvnDeUAV//9dD2MjRscCQNQGxKAmi7rA9wXst90IRqIVLTf34hnDM8uirGhlcGed2O7R\n0st//mbqil++OwFYm1qs5Lz6l9555tqlC95cNGPcNWjB1R4tHG5F7lAt0ILiZ+C6QGrRXifd/Pj1\nQO6M4ZkvbFm/Kh1lQEeg+2oT8LiZ5eQf106O/VAk2ekXC4dmOeca43tpmdni/Nt7qVx3xLr1MbMt\nwUg07gr4K75fngc71yE3vnvMLG7PnooY7JORkcT8hLHUQfWbn6KEz6aE81ZAjooVEXD5Od+4yqFk\nTtyBcBuZq6+H6uDP/7TJBTOpxNZLdeJWyJ0swXo9ybbOOXcOyrYXAzqaWXRH30kwEi0WjESv8Ptt\nWbt+c9tAwF2/dtWKDRvWrsldv3aNrfzrzxtXLFv6DjDUOffy/lK/Uxjbhk+APIacNhei+e7qvTqo\nnQg/7kGrfptzefamDe/UvqD9OeiZXQUld0Bg6U/02U709/XEr4aGzwLG17mwUxqSysXnvQ7o/roB\nOfad7JyrbWoAPG/60PQLkDzu1pIHHT4QAaMVSG7bAtXLtkWM1FIkIVyJ3AonFC1V7pgz7xn2XPlq\n9S/x+zRBCasBiIH6GQG7iuiZ8BOS4m1Ac/idW9atWr960dypBx/d6EwXSN3o970LzX0TEEAeftll\nlxXp2LEjZ5xxBtnZ2QDtixYtWgwIJNQODwY6m1l99HzdlXXOWwjcpQFf5Ut6WZJ/B4CTEwwxDk+m\nQtheFAKs/TPySwQLbdr3UgQj0bPQJNcz3vjz34pYOLQIZbxDqCaiK7Ip7g2UjYVDo1BmqjwwIBiJ\nnl4oG9xxeJA1EK9Bd87tkXvJ1C9rCHrAZTrnztwTx91R9OzZ84+E/j+7F47TcQVkB42pGAVp0X9D\nRde7E+1/nzF2yYYVS+YDXwBd6l3SdWYgpUjgyyHh+uhhXOf0O1/OttycBZP7dT4J7ySIHp4Xo4d8\nFaTZH4MSH33OTX/7PODwRd983PePOdPuRYuJQUjOkotkd7sLrsqhh/1rsXBoiq+T6gpELMFBLx6+\niP1+5BD6sJllByPR8gj4fAv0j4VDlgCijkP1W0v9/mXIa57dLVE2F4xEz0fA7elYOPR2onupc+4E\nlGWeguSI6/KN6zgki1mIwFwyYBiX+RVHC50Zya6Jc+4g59z9iHV/xMz65T9fvu1rIBOO5v66PWtm\n23WhDEaigWAkeh4C1FWBO2Ph0KBYOLTmklqHjux47kkTD616VM81K5b36XTeyY3MrDfKrpcDPnfO\ndfS1mIWxn4XlNZA/FdX9nemca7Z3R7XjMLOZwNxPHrk2BTisyU2Pf42YklGIvXoFMcsvIcOLYojh\najJ1QNdpQIMz73v1BwTANqC1YG2UTLkCPcc6+7ljIHD+uMyWPwFrT73t+dMQg3QreiY1RBjgfeRI\n+DkCSkv88ReuX774qq+GhMcDLYqVPWgxktTfgRiogB/rR4hNPI884HUnYrpaAh2Wz/925pKZE48x\ny70XJcN+Qex+e+Bj59zBa9euzXn55ZeZOXMmS5YsYfTo0Sk5OTlnAXc451Kcc32RKuRV59xtiME6\nyDn3iVPj4JhzLtF2fSviwSeBYigR83K+r6ZVwt9T/L+z0HoK+Jux36UonFz2z8gPsApt2vdCBCPR\n5kiad38sHJr3X5zT2zTfh4o9L0E1XzM08Jp9AAAgAElEQVSBJ4KRaL1YOLQ8Fg49jiSElwEPBiPR\nqv/F2Pbn8CDrZSR1eGBPyvrM7DO0oG69F+qydjfOQ9KRrcNREsdjvtYqWSzAmLmrJwtGog2zN66r\nPTv6/KFowXx56YpV1h963NkNvny5+x9Y7nzgzPqX3/NRavFSx3zSt80KsI1oQbAI2ZJnI+e4M9CD\n/n7g+WaZY44GmqxZMj/y3VuPdQG2oALvu5CE7iErwO1uJ8ZdHJnaTIyFQ+97pjJeJ5WsZqkoqpda\n57fJ9m6gDwETYuHQYA+uivvtyqE+Uqv8/och+eNPSFa40Y8jNRiJdgQuAu6JhUNfJZwz4JxrjcDa\nw2b2Vj5JYKqTQ98dqBZrcP7r4Zwr6py7AQHSF83siWSAybNQzREI+wVvvV7Q9XNyHuyE2L8PEWv2\nU0Hb+8/qfKuKp4FzkJTykVg49DcgdM5dt3nTpvVffzah9+oVy9ORA9nZZrbQzC5B3/0twATnXGHb\ni/0wzGwlev5djuptrnHONdqrg9q5GJyzZeNFq36b83q5I2pemVK0+FsoafoJ0Bg9z49B6ofL/X02\nZPWiuW0tN+fFoiXL3pRavNTziCF/EYGCD1BvrJWIlbrEJ16G52Zv6ZyzZVM/4IpzerwZ79d2FmLv\ny6N6pEoIVH2J6m7bIVbwqb/mzWgBDGvU5oEyKHl1GQJW6xDjVRXZr1+P1qHjkcQ5Fdm7/wz0KlXh\niGZHNGz2Hc5dihofL/fbvFu0aNFJo0ePLrVkyRIOPvhgABYvXlykQoUKHRB58AuqPbsNPZcu99en\nCXCZqXHwS0jWHI+RwN3OuRkJCpLhiKHKyvedFHPOfe6PH3dE7AI0cs5965z7Hs0XuxSFAGv/jGQA\nq1RhNu6/i2AkegkCON1i4dCv/+W5Y+HQciRrOhZZn45Ai437gpFoy2Ak6mLh0Pcoi/4p0DsYid4U\njET3SI3R/9fwi86hqBliH+fcgXvw2L+gBWxlxGbtu4yzGgXHmznmj5rA5qQSQEcZYPB2wFfSCEai\nRczs5lnvPrsuN3vz20BxcGmNb3y46B9zpn218tcfqgOlyx529NRD659+wZwPB324ee2KU5AFey1k\n230i0snfgJILdwDRZpljAkCLnM0b06c8d2sbxPrE67OKI3ne7oKreA3VL8Bw59wRCGw9Z0ksxH02\nuieqe3jczHKCkeiRCFyNjoVDb/jtyqH6oxWIadroX6+L6qresQR7ds+g9UYg8y7PdJNwrAwk3exq\nanyaOKZD/fWqgsBQsnEfjQq/K6Jaq4L6XyVar99n27Fe96CvOZI3bQE6mNm47Zle+M9a3X/WdsAw\nNP9u8zs1s6EZGRk39+rVq3FGRkZ5M2tiZh8lvD8a/WYmo8ajz+0peXBh/HdhZr+h++d6vLOp/73u\ns+GZ4Sxv2LPszHuH5yKAMxvJ6z5BUr4o0NwnVT4Ccsf2alkCWH1299cqI4nzaX67a8jrjTUIaOH3\n+wAIjI9ceizwdkrR4h0DqUX7IbZrEpJaXoru77KIeZqOai/rIxlh6tQBXceVOviIP5pljumL1h1r\n/N/PIAOhi5ET6x3kNdv+E61PHgFYueD7n+pc1LldvZa3f+YCKbP9PgHgwI0bN7aqUqXK15UqVbLm\nzZuvrVWrVnaJEiXeWrx48TtmVgeZejzmmfBqZnYqYqKKA2N9nVQPVD8Wv86TzKyOmR1vZvEE+Kmo\ncXx+tUI/P0c0Nt+Y3cz+NLNWJhONOmZWCLD+R2Irkwv/Y1nPtg2IC2MPh8+eXoMy/PfGwqHdLeb/\nR+Et+nughVFXtNi8A0243YKRaKlYOJQbC4feR/bJRZDb4LmFssGCwxTDgYkIZB20B4+9Bi12fwSe\ncM4dtaeOvYfjcGAV9nddQGLUJrmzICjrOm836q9arlnysy397tNclE3tUueiTnMCKal8PeKB+sDX\nLqVIiSY39T1q3Z+/jV0wedQlqCD8UlSofB162N6GEg2tgTnn9hw9D2ifm70lY3zvy1qgh++DaBFS\nFjFABfZe2l74e+hWJC/sl5WeVgFJloYkqzPyjFRPtOh4woOrGijjOjQWDkX9dpXQgmQGqm+KNxA+\nCyVVHjOzDxPGUR0Vms9Edu7rE85ZGy2c5iEzi61cH/0x+yJ740h+SZ5ntlr7cY9E7Nc2vwnnXBG/\n3UNIxnmvmRWYdHLOHePHfBrQw8xe2J580H/OisFI9A4/ls+AzrFw6POCGrj7Btt/98FK1nDbzDaa\nWVxyXR3JBq/fTwwTCsOHTxoMRCBjMGoiX2mvDmrH8TpmDX8aOyQrpUixyw6oXGcEGv8rqM76dcRM\nvYFACsjw4ro/5nwxFGh19HnXv4WA2BRUKpCNXAZPR/NjJ7/fs8C1U/p3mQAcdG762zWQkUa8UXEQ\nGViMRyzNAOA0Lwf+BFi2etHcKxCYatksc0wpxJzdjiTNXyGp32iULKmPEjobkBrhWlTGck9Welr3\nTav/+r5UhSOPapY55kdEDnQA/ipTpsyXZubMzAGkpqYmGlw4tm007IBZCTVS9c2sQJmoc+4d9Kx4\nqqBt9nQUAqz9M5JJAgvrsP7l8Iuq9ojGvy8WDm3jDPZfhl9M9UTuP/cgyv1elPl+Ii4NjIVDq2Ph\nUD+0ADwfGWHs01m+vR1mNhL10ejjnDt4Dx43Xpc1GJlqnLGnjr3HwviVPJlE/iiGatWSRV1k47vT\nEYxEK+bm5Fzyzcg+ZRFIal6qYuUihzcM1v7ipfvWYrnfAyed0vnZnw3WT3q6Q32UIb0CsY03oof4\njajI+0TAzuo2clwgJeVO4MFxmS1PRQ/9DLRYOYgCGv7uQlyLgOgjWelp8ZqoUWY2Pv+GzrkS/txL\n8C6FCS0dnouFQx/77aojBmi0mQ0zM/OSu9YINHZLZJiCkejpyAlxUCwcGh4HG36fi1ACpr+ZDUnM\n2DrnSjrn7kQym/vN7L38zJGTRftjCHh0MbOJydglz6o9g2RCXWw71uvOufLOuTvQHPUW0N2S1Kgl\nRjASLe2NfJ5EdXM3x8KhD2LhUIH1cr169aowfvz4YVOnTi2Bb7g9bty4YWXKlOmWbHsz+wHNiw+h\neTTmP1dh7CdhZp8giWkaeY2I99n1kMmVc/j8T99IM8v95MR2j9RF4KgUki2vQ/K9P5FD4MmehZk0\nY3ivs4GsaqddfglSr7RDc+ctSOZ+EQI9JYGz/T02ds3in9sisNXuxHaPjkPrxQboWdQFJVGqobly\nAEpYFUXmQc2z0tNKIda4a6O2fSai+/FKJM2rh+beJ1FtVXm0VlpDniV7DeCpn8YPO7h8tWNXIin3\nd8DhRxxxxHVAG+dc3EU0tUqVKlf06tUr3u4jC7jF15bhTWrmABWccwOcc1/7P7P93/cnueYtPRv1\nZ77Xq+Z/bU9FIcDaPyO/RLCg1wpjD0UwEg2gjHUNoHssHNpuAfZ/Fd4hLIKyOT2AQCwc6o8m3geC\nkejZCdv+hHpKfAikByPRzsFIdJ99CO3tMLkWvQ885JyruIeP/SmqEbrGOXfDPlWX5WhMsvorAGMI\nxldJ39MD98tdPNuNv335wcoNK5Z8AfwBrlXjtg+6Jd99Omv1orkVgCpVmracWOqgwxtPfqbDMrA1\niEX7DBWHj0WStB/QYuDoxjc+PLRIidLdgWey0tNqIqYkjNyyKiG2Zrd7IgUj0QtR7UFmVnpaCgI5\nE73sbKtw6q/WC5l/POPBVUPyWjpM9ds18Md53sze968VRbVCx6PapF/9+QMedFyL6j8n5zvfvagZ\n6J1mNi3feGqhDO5G4Pb8AMdL9y5DzNoYf6226T3l8qzX7waGmtkDlsSK3m+b6pxriRZ3fwG3FATY\n4hGMRIsEI9GL0UKvFGKshsd7gm0vcnNzqzZo0GDz119/Hf8/3333XaBFixYFNtv2zPVQ9L3OBUY7\n5x4tlA3uV/EG+u6OQzLvsL+H9tUYC5Sa2v+2+cAptUMdPkT1TSPRvT0YzVmDgHaeBX8FOGVK/9s+\nB+qeE35rIZqrD0DKgnMQe9UBJT7aepnwSKCWB0mfHVD5mOv8+zcgQ6E1iMl9CiWhvkPX8lp/Xw8B\nuk4d0HUcsK58tfpxu/cgUgY8gZQym5BZxmeoRUYdBK42I/A7ActN+Wve19HPB941zAVSywAtFy9e\n/NzixYvdokWLGDhwIFu2bMHMcqZOndrUOfchAmsnAbOdc98gQ5zpiHm7Eq1/iiCGv4GZJdZi7bUo\nBFj7ZyQDU4UM1r8UvtbiblSDkB4Lh7YrZ/mvIxYObUGZ79WoF1ZJnxXvDlwRjEQ7+aajxMIhi4VD\n41C2azPwXDASbe4BZGHkCzMbhaQPffI5FO2JY/+CZJ3VgF770GLuOvTA3joch+O4tsC9jPcx5u7s\nSYKR6PGb168+9sfYS2WR5OTW2s1v+sWlFLGZb/Y9BlhQvNzBf9RsdsMp8yaMHLf+r0XHI0OLAFp0\nrwJKIFbte6B59bOufvLAKnW7Aa9mpaeVRXbDYVSwXRnoZQVYiu/kmE9F0sT0rPS0TYhB/o6te6oA\nAiEINM1HGn8LRqJNETvYO97Swcld8i4kWZzsX4vXVQUQ07PSn780MoSoAdzh2zfEz1cVuQSuRi6A\nSxPecx44hYGXfS1D/sbChyN54vEIfI1Nwmw5t2vW6w2QbPM44G7PphV4/b0E+3SUkT8OJbOe9XWn\n2w0/tibPPPNM+wMOOKBoyZIlWbx4MfPmzaNSpUpWo0aNb3Z0DDNbZWpK2hpl5D91zl1RKBvc98P/\nVvsjBqgkYozv2ldr00227QPXLJl/ZfbG9a9XbhK6GOfGIpA/HTFJPyCQ8j1whZeZD1uzeN6Nlpsz\nKKVIsVuKlj7weWQaMQIBnm/Q+rAKqt1q5+/1/kCHBVPffQ04vlnmmJJIFhhvVHwpmjsmIUDzPHC6\nl/SOA1atXjT3EvKkgmX8Nrcj051PEMh6FLHfT/nPsBwlf49F8/e8dX8sXLJ26YLU0+96+bMiJcse\nnpOTQ926dd3999/PkUceSZkyZTjttNNs7Nixd6C6z4Z+fAvN7Dh0bwbNrBZQ1cyOM7O6ZjZwT35H\n/zT2yR9eYewwkgGswl5Y/0J4YNIdZUcyY+HQbi/O/s3wkpknUA+d3sFItEwsHIo3vC0LPByMRCsm\nbL8uFg69gCa+05Ck8Ji9MPR9PszsPSQ/e9AXDu/JY8frsuYBTzrnqu3J4+9yOEoglmd+knfrI3ld\nsv3q4rhzZ08TN7b4/t1nt+Rmbx4KnFiqwpEVjmwSqvblS92ysdzvwB19Suf+RTesWPrlvI9eCSLm\n9RRUn1SbPHOL0cCNB1ap90j1s67uCozPSk9bh2oa0pFVcA0gw8x2yIBsZ8z1UWIiMys9LW40sxgY\nmASIlEbM8o/AAA+uzkWLmXAsHJrtt2uJCvTvN++2580y+qK6qkfiUkZviPEYYsPSfR1m/HxnI9bp\nNTN7LlH+6OU0vZEtc9f8gMgDkwvRwmgCqotalv/z+3rEuPX6w7Yd63XnXEXnXDdkczwEAdvft3N5\nCUai9fznawk8FQuHMmPh0MLt7ZMw/sYIXLZesWLFi4FA4Nrjjz9+8/Tp0zfPmDEjp3z58n13pW2B\nycjjXCR/ygBG+Zq2wtiHw9csPoTqQRegREz7fRUgm9m3wM8THrmmOFDutNtf/AUlOCYhNiqGWhdE\ngfP93DAWSBknw4s/zrxnWG3EGl2IXPJuQYDpBmT8U8c5d4KpN9aPc95/Ic4Md6p66mVvIOOiyojl\n6oyk13WQgdAAVOPdBDgUaJGVnnbG3PGvfImkgpNRW4d4/VhlVAPWD0kAayLWehhwFEqKlQKOzdm8\nYUyx0gduPuu+V08H/ipRosQXZkbFihVZuXIl69atG5yTk9MYmdB8jcBcPMk5CRjs1JD8cOfcm9u7\nzs65A5xzHRP+f9iO9tkTUQiw9s8oBFj/QQQj0RIoQ70eeCgWDv2Tmo1/PXwNRn+UUX8wGIke4Ou0\n4sXnjwcj0Ub59vkFAci3gHuDkegdvidPYSSEmX2AWIoH/UNuTx47x8xeRgvR3s650/fk8Xcxjgbm\nYyRz1juGgg0u6iKL4J2Ni1f9NqfEsu8nLwOmgbu+4fW9sxdNH/fTmiU/FwWOOf6a9G8DqUWLT3qm\nw1Eog3ox+p22QID3SuSc1aVo6QOfbHzjQ9cCs8dmXDwXLTJ6oozuMUC6r3vYrfD1jPeimqtfkNtW\nNjKiyA+uyiCw8z0efAUj0YsQi9Y9Fg7N96CgHTLLudvMFvh9j0X368h4HZY/fxOgD/C67/WU47cv\n6pzrjGrSulu+xsDOuRNRJnkmAnF/5nu/oh/r6UiGOKYA1ipuvf4zqrX6Ptl18uNphWox5qNmwZ/v\nQA54ZDASDaNM+CjEzO3Q6t+PqyECZdchidhtZvZ5RkbGyAMOOKDajBkzlvzwww+/TZ48eZuajB2F\nmW0xs7gV/GrgHefcvsQ0F0aS8Pd5LyR5+xjVB7XYq4PafryUm725xcqF348scUDF1kVKlnsV1TG9\njuok30L392vkGV70N8u9/s+504cCl9e/9M4oefLWooi9+hTNOc8BHZ1cTAcBzbLS05YC82s2a9MC\ngbGOaI4tgmqmnvavfYOSf3XNrD0CUbf//MnIVGC9lwr2RzLt6ijJ0d4f51lUG5uLzC/aISnf46hB\neipKCrcMpKSmHnXUUcf6Gixyc3NJSUlp45xbbXkmFg3M7BgAk6NfDwToPky4LgXFAf7z4PdfZGaX\n7fCb+YfhtjPvFcY+Gn7hPywWDv39A3HOXQWkmNkre29k/38iGImWQQu0+ajxZ+5eHtJOhzfjaIUm\nyh6xcOgP/3odVMQ9Dng1/2fyv6tWyJnodWBMLBzaLQvr/6/hmYLr0YJ9wb9w/GqIJZiMHOl2q/nt\n7g+AUsBBGNsyB44ngScxfknyXgYQw/5u0lhgBCPRCjnZm/tNfrZTYMPyxfcAV9cM3nDAYQ3OLTHh\nkWsOxHJ/rVCryYrjW4frTel/29drFs8riQq9J6Fs7jD0HfQH2gRSirx+bs93TkB2xGNytmy6D0nz\nTgJOQIzMmqSD2YnwzO/DwEtZ6WmfoSxvJcTKbJV0cSqs741YtsHNMseAgOCZ+HvROVcEZYUPRmYb\na/y+5/nP9bCpIWnivRxE/Z5+TDhXJcSiLUJAb0PCe0VRBrsx0NcbOSSO0yFwdz1yFHvHS5bIt11l\nVHtqqIZse+6AJ6LF1XxgUDIWLDGCkeiBaAF4MgLMUS933m74sTdAMr4SKPExORmIc84NAFaa3AJ3\nOxKuVy8kQesNbGMOUhj7Tji5tGYiNuUmJI2duHdHlTycesyVbpY5pozl5v44NuOikxBwaIlYqXhN\nVmvEUn/mEyubm2WOWQ8cnpWe9iUClc8h1vVOlKx5DJm4/Glmg51z5wMtcYHTm/V6dzrQPSs97Sn0\nuz4YKV42IROfV/2xXkdS7DYogbvJBVIWH3v5PYsOqdv0xqz0tCP8e11Q+5om/s8R/pg5CFi1Q6Dq\nTmRA82izzDEfTXjoquhhFQ8qumHDhtT169dToUIFrrvuulUPPPDAH1u2bMlFNaObkPFGLQQ4cxAb\ndghQzMxqOOfa+GtWDEnvXzWzXs65kShBNwcxgP2AMWZWz9e29QcaoaTZHWb2sT/WRUhuWh3Nkffs\nyvdayGDtn7ERSPW1QfEoZLD2UAQj0QOQnfP3yOVrvwFX8Hed1Ui8QUMwEj3Uvx7vjXUM0Mv3z0nc\nb0MsHBqM6s1OAJ4ORqLH/aeD38fD1EvnJeQAuMflfGY2H2XyqyEnrP/6nj4E1S4ki9uR7CZZZKP7\nZWfixt+++GDDhuWLY8BhJQ8+okaVky8+4svB3QNY7uzU4qXKNLiqe/UFU0ZPWrN4Xi3yGgifhH7T\nl6AHfkucm3Buz3eOAg749Mn2o3O2bLoX1RE1Rg/M8D8EV2XQonqUB1dtkGPeNi6Evm7qAWT0EQdX\nN6LM8r0eXJVEC5Yi8bF5JuZ6lK2+NwFcFUd9thoBd+YDV02QjHAskhEmgqvKaDFTFrFN+cFVeZQ8\nCiHW66384MrlWa/3QSxAgdbrXm7TEwG658zswe2Bq2AkWjwYiV6NFjkbgFti4dCoHYErf52OQ2D3\nJiQN7Wzqd5MMXAXQb+bF7R13Z8IUWUg2+B66Lq8552r802MXxr8TZvYzeeYL/YGbnHP19+6oCozX\ngMZzPhw0zgUCLQ+p2/Q1JLsbQoLRhf/7Ridn0qHA6ZP73ToNqHluz9F/obrqmqgeqhV5vbFeBs71\noDMGGJZbAiWrOiOji8oIZM1HTPIt/hjV0G++GkrmDAAWWG5Os0PqNn0cuL1Z5phpqA7resQkX4iM\nLo5GiquSiEksjebD+xCrnpbV86LcnC2bKV2mTKBDhw6cffbZlCtXjuzs7KLZ2dklkMQQNJ8F/b/P\nQqCnIpJHJpZunIiAaAPgcqfm0/cB8zwLdne+a98JwNT36ypgiAdd+GO0QvL4Vk69/nY6CgHWfhhe\nCpZfJpjU5MJ5W8vC2LkIRqIHo6zPJODlgvqs7A8RC4dGo4Von2AkWsW/thLVpcwFngxGotvUFcTC\nod/RAmwo0CUYid4bjEQr5N/ufzVMlsAvoIbB1Xe0/W4cP16XNR/1y/pv6rLUIDiTZGY5jhpAowJ7\nXBm9MXborBmMRBtsWrOi8U9jhzhgNLibGl7Xa9Ov095fsHbpL5vB1Tq5w9N/bVz91/w5HwxsihpM\nVkIP/t+QFPFr9LBedF7G6C1A3a+GhgdvWL64GyrAPgY9xHtYkr5NOxvBSLQYulem+XvpMgR2tqnl\ncs4dgBbdU4FhzTLHxPtk1UbNcFd6YNMH2TE/ZGabvWznPlTzcFe8TikYiVZCNVHr/P7L/XlSfGb1\nZuTw97ekzwOQC/w5RgOPJtZI+ffPQPKfH5HL4DaA2eVZr8ebDye1XnfOFXfOXUtevVhnM5uR8H5V\n59zflv7BSDQlGImeP31Yz2+Xzf68AdA1Kz2tUiwcWruj78IvjB9E7mhRZK7xaUEMknOujnPu5/Ll\ny3+XkZGxK9LVgs4/GcDM1plZBIH8VCQb7FZQIiT/NSiM/zZ83dErCJz0A+51zlXZu6PaNvx9OnzB\n5FEtzHJjx7XqFq81rYMkejX838ege+1KP7cNX7t0/o2Wm/NCICXllhLlDx2IWOExKEm6Gs035yEG\nrDOS6Q0DDhj/wBWfA1a+2rHVkLX74YjxqoBY6xw0j/2ISiWuQWvPb4Au8z5+NeZfb4lqpJqiOa+8\nP9aBwAX+ODcgueN5iMEqARyN5Z5aqmKVpvPmL9w8dvxH2ZWqVNtwyRWtNnz77bc9zWyBmZ1iMrGo\nbWYZ/pKNNDX/rYeeWYkx1sz+8nP026i58PbiVH89MLPZKJlX07833mR8sxElEHfpt1MIsPaxcLK/\njTrnvnHOfeeca+WcO8c5N8M5N9M595J/KK8dm3HRTJfXo+dI9PDBOZfhnHvBOZcFDPUP5b5+/2+d\nc7f67Ro65z5xzn3lnIu5PeyStr+FZ3oeBj6IhUMj92dwFY9YOBRD2ave8d5XsXAoJxYODUGZqB7B\nSPTC/M2HPQs2Ff2mfgWeCkaiV8TdCP/Xw8w+Q1KMXs65Pd5TzNdlvYRAbm/n3GnJtvP3+l3bO5Zz\nroVT08gdRUX0IPzbbjth36YoY5jkBJyO45wdHTwYiaZabm6HH8Y8l5ubvfkF4Joa51yzKpBShNkf\nDDwSKFqzWZvvi5U9uMLkZzsehmoIzkCA6lDEduT6P6XP6fHmLOcCzeZ8OOi5v+bOuA8xFZWRHO9+\ny9c4d1ciGImmICZ3MSqmbo6ks9swYgnAaaKZDW+WOSa+b0UkC1zr8hz6JqPeVLnOuQMRaNhEAhj0\nrPGjKNP8TJzZcXlmFdWQWcWchDGUQbWU5yMHwa0cAD27dh/KxvYys1fNNzFO2CbRen2IZ6K2sV73\nQO1UxApURMDq7fzHS7iWLhiJnohA22knXNur+YzhmffEwqFlfswFhnOurnPuAbTIy0LA6pNkcsbE\nyMjIOLZnz54Vu3Tpkka+RsO7k3Q0s1Py/X8OYhx7o8XlB8655l5KWBj7UJhZDLEpl6BnYU+3BxvI\n78EYC5T+7KmbFgDHH39NxiQERqJIqjbK//0eYqOORHNEsbEZF5cAFp3WdeAJyBnwKtR8uSNivS5C\njoQbkV36AmBdzqb17YFnSh50eOPU4qX+QAzYySgJczWaa2ci5mgBYo4ORmAjMO/jV0N+25bNMscc\ngOquuvr93vT//gk9V8KI2XrD/zkWga/Kq3//8Ye7X3jjoeObXxr4eOKnxb79bVnqzJ/mNQMKMpXa\nnpNz/nXbjtZx27tnE51Wc1BSZaejEGDte3E+sMgj9npIhzsYaOUpzFS06F0LgcTvbz1bf/kNgYvN\n7Gokp6gGHG9mxwLDneoAngEuM1lgvoTkLf+T4Rmeh1AR+Tb9bPbniIVDn6CJr6evw4q//jlaTJ0L\n3OUlSfn33RwLh15FboQ1gWeDkWjj/2bk+3aY2RT0cOnp9qDDmEvoieVrBsKoCWNbt3uWwy1QJnRH\nUQuYnY+liu+7PYOLJjs5jotXLJxVbtnsqd8DG0oedFijqk0vOeTLIT2KYLkLylQ6an2VppfU+Wpo\nj99zNm/8Az3oP0SA6XPEXs0Ejm/a5flYStHirX/7KuuJBZNH3Yke2Aei33J3M1uxk2PaJnyyoQMq\nFn86Kz3tNKT5D1u+nlB+ofYg8LGZjfSsVw8SXEedek89hGonXjMz81n0vkia84SZbfFA5GKU3X0k\nFg6NSWgeXB/Jnb5BDNrqhDHUR7/DJSSwYAnvn4Tm+iUImP2U733n8qzXDYGYpLV0Xn7YGwG1x8zs\nsfzXZKvtU1JLTBt0z7ef9G3z/oSHr6k14eHWD2Slpw1yzjVyzj0ElHBqDDo8X3LxJ+fcW0iW+hHQ\nwcw+Nl+T6Jz7xTn3sHNumv9Tw/VqEx4AACAASURBVL9eoUiRIu89//zzw1944YUSCxcuLAeU+Oij\nj4YVK1ZsaDzpWMBna+OcG+2c+9A5N8dJ9hh/b63/u6VzbpwHUhWRU2QbxFwOBv5wana6o6L7wvhv\nYxiwDDHQUSS/LrV3h7R1+N/2oA3Ll7TO3rT+1Qo1G7XCBd5Ec/C7/u9RaC4aieYoQ4nStn/OnT4M\naNmwzQNjEcO/CvgDMTSvIbDVD927OahOqV5Wetrhy36YUrJ8teMaIQng6QiIfYrKTl5Ec29xxFKd\ngFQOTwNXZ6WnOcQSdm2WOWY6mqPjTZMNJa2z0fycjZ4nhyDQNh9YXKly1fuPqVPj3rNaXh5o0a5j\n4JfZs4o0OO3sM51z5ZwcQnHOldnJ5Mh5Tk3NS/hrNontl9BMRJJCnHNxR8U5BWy7S1EIsPa9mImy\nEw/7rHVVYL6ZxfX3Q9ANsDZftmwdktHE490EGcu5yCo4G8A/EGuhm3CskwVmD1SQ+D8XntnpDbzo\nGZ//d+HBVF+gezASbZDw+mIEsjYhl8GkGuNYOLQkFg71RhNsu2Akmh6v7fofj2WI3XnPOTfXOZfl\nnCvhnKvuF2pfOec+jQMw59xgp35E+P/HF25nOuc+ds69iuYAnHN3OMmL3kUSjeqIMevlF4Dj0H0c\nP1Z759wXfoH6lnOupF84XwQ86hey1ZNt5w+x0J8rfry/961O9Vsa0nCLc256wvtHO+e+Auqmkjq4\noAWvc+6tQErqjM+ebD/w29cfqYTZYHCdTrgmY+PCqe8tWrds4ZpASpEjGt/4cKlFM8Z9s2L+zCOR\n/PkLlHAahcwtxgAXNriqx/BSBx/efsUvs574fvTTnVAWt4jf5v7tLfh3Mq7017pPVnra8ci4oaeZ\nbVWb5qQe6IMkKa8HI9F4U+HVeNdRvzhIRyYUY/1+J6Bk1lAzG2lm5pnh25Bj3V1xFz0Pfi5D9+gT\n8e39e6lOEr27gGfN7EUz25IwvlLOuTuQNKePmb2cpG7sYLa2Xn/Okliv+2O1Q2ByCgJqBUrfgpFo\npcY3PnyT5WQfdWDVui+ecdfgQzavW7lg87pViU5e9wEbfF1Ea/Rdr0PyxokICN1iZuMtudnLajM7\nESWPnvSv9TvyyCMXtW3bNueKK67g3XffjZ8rB9XlxZOOBUWy+o2/w8zeQUC1E2IIepocFX9E8qcv\n/Gfo4Zyrt53zFMZ/GP6eeRIt8ssCs4Buu8Nm/pthZt8ACz568MrSQMrZ97+2CkntfkFz0jwkU1uC\nAMxpXtY2ffrQ9LOBdw866rjryGOvBiLm7nM0p9ZEc3x7JK07C3hr8/rVn6cWK1EutXjpEqjOtQv6\nPRdBgOhdlKT/AgGWNmg+/h64dd7Hr36IQFlLxJjNQfNSENVBOv96CYQ72iEm7j3g8xV/LO1yXZNj\nSlx9fA1GPPUIl93SlUAgkFPxiCNjwDP+OfkjYiJ7o+RGQfEZAtRfA2+Z2ZeeiZ/kpAp7NN/2zwEp\nzrmZCIi2sX/QiD4xCgHWPhYeSDVEi6w+yPkkWawlEDDyvsNctgZYiQ9Jx7Y0qQNmWZ79ZX0za/aP\nP8B+Fr73Sk8kxdknHYb2VPjGpg8ituqkhNc3x8Khp4F3kClGgTbhsXDoK6Tj/h54LBiJXuOz9v/L\ncSRKUExF99mlqEYr3iDxLvIas24vTkQAoY6T/XRbxA6dhGyo30H3+a1oXrgELRrj8baZNTY1YvwB\nuNHU8+hdZAXewMzmJdvO778UY1b8YPF9AwTunse8Wl/ZV7OAVU7NYwHalqf8SGBTDjk5JF/wPgU8\ncV7G6BEH124yefPaFUcDwepnXZXjUv6PvTOPs7F8//j7PjP2fYkoS/FNtGhRKVppTr/OpL2U6pt2\npZIo5AzmUNGqTYskKqnQMqe+ZygttGlDKiGUkD3L7DPX74/PfXIaYwuh5nq9vJrOeZb7ec7z3Pf1\nua7P9bmS7MeJI+sANY6+cuDPBTkbVs96/ZGWqD4wF0VNY/46XwY6HXDSRc/Wad66y4YVi56YNuLO\nK5DjkI2A4CYy5NtrwUj0DOR0DMhMS22CQM9AK1ar5CRvfi/wtpmNC0aiVRFoWgg8FAuHCpxz7ZGj\nkm5m0/x+ZyLazCBTLR/BSLQWmuvLAXHqXLyXVhg9A93N7JuE89f152+CpMm/LDa+o9DvkEXJQhfO\nORdCv888NiO97rdrh+iAFVB2K2MzgIdgJFolGIleAzxYkJO1BPjlpw9eedjLyr/AZuohnGi2pyDK\n0MHAaDN7Y3O0Q29jEv57gnPuOqDDwoULz3r22WeTx4wZQ25uLrm5uTjnkpKSkhKDjpuzbanfuBmp\nN+aaWXwMKQgc10fO3z7Iydta/Uep/U3mgw+D0Pv0CwIEtxQLVO8JNgIrOn/V/JljkstWuKxCjX1H\nIUDzHJqrn+XPghcVUfb0tKmP3TgNaNy+3xt5wG+IBTCBjc2Er0Jz6r7AV2bWAHgYK5p46Hm3XXla\nn5enn3zHC8PROnYkqmW9AQX2H0PBh4Go7cvFaN6qOG/ySyloLjk3JT2jJvIzvkTPfy8E9H5DIG8W\nmks+RUDxjvqNm9w0etrswv4jX6Fazdo0PawlzrmknKysH8ysNRIOyvB/X0oCI8PMFni2V9yWmVnI\nzJqZ2YCE7S41s0PNrGfiPmaWY2ZXeh/4SPOtLsxspJl1Tdg/1cze354fshRg7WHm1Mg0yyS3fj96\nwBu7jWpFlyOFmPXJ5SouR2AMpAgVcKL+FbdM4IZ4tMaJyz8b2Mc5d7z/rIxTcfO/xoKR6NHo5b8v\nFg59vrvH83eYVxLsD9wUjERPKfbdROTQXR6MRK8rplKZuF1+LBx6DTmP9YBhwUj0hOJ1XP8im29m\nYxEVog4CRCdQcoPELdnnJhVB0MI0wVRUvx45e22A1SjqF0Yc9jcT9j/UZ8tmooVwc+/zpts5ygCj\ncGxSY9eKVnXYyFMfDnR2ojFevIpVI9ACDH92eI/3f7cPlCk3/MMHOt/188evtwaSK9TYN6Vxm/Nr\nfDWqX3msaPl+RwcXV9u/Wf1Pht1SE+xLlJUrRI7/iXhaTK2mRz3/n/ZXdM7LWjtq6iM3dEARzd8Q\noO1jW5EF35r5XlOXAP0y01Jr4+cGS6h1gj/AzT3AG2b2ugdI96Ki9Ccz01Jxzl3kj9XLzGY75wI+\nA9QBKfJ97895MFL8+xTRAnP8OZoikLoY6J0IHJ36pD2AKDwDzGxNwncVnOqougJDzexJU4F24vgb\nonqwk/34xiRmvhK2a4pqwc5EghqP2mbq2oKRaNlgJHoeoiuVAW78+sUBb7H1egjnnEtDtVjvIMD4\nJqo7TCvpXInHchKAuQ2plOUCG4qKipp06dLl0i5dumTffvvtv5crVy77559/fiM7O3tbGg1vS/3G\nfijQUddtpOw6FFBp6Z3Wg1G0vwdQ3+0CMZxS234z1U8OQODgPQSIL9+tgypmZrYYePeL53ofC3x3\n4m3DGyMgUgdYgcDRL+gZ+wq41L+XYzYs+/mqosLCpwJJSddXrd90BApOTfH77IPmjCsQZfhaH8R5\nBjg9My11PfBlucrV4993QjWoXyCA9zQKPu2L1rRuKKg/FLgiMy21iI1UwRkIYF2NAN0a5KP+hOa0\n81AGrDzQdv733/bsctox2U+m3cHqZUspKihg0Q/ffvn7yhWJiYIx/v58CFR1Ehbao60UYO15dhjw\nuXfM7kKR8c7IWZuJJvYngXWNWnd4AxjqnPsIOSSFlMwzHY7oPzOcc9PRC5mHVLEG+8++QU7hv8KC\nkegJaGEeGAuHpu/u8fydFguH5qJn60ofsU/87id0X+qibFbtEg4R33ZFLBy6D9WGdALSN0cx/Idb\nLoBJXnsSimSvtxIaJCIOegD+6K2TCGiKZ503ZwsQwOqMInnxbUciwYHDkBOxSU3dFrY7EFiMsUkz\n7RRSjkc1WCDayP+hQukvDTuCjcpKic5o/O/ASd1HTKlav+mHQBDchCM7pW1Y+MmEFRtWLFpVvto+\nVZqfdWOD6S/fvSQ/a+1vKGA0AznM+yAHol3FWvtlHH1F+jmF+XkZ79976QmImjkXOUp3mdlvW7hf\nW7VgJNocBQwGZqalJiFa32OesvOHOQkB3YOygG95tb/BwHuxcGiUr0e4AQHknmb2q5Pkbx9Eselh\nZkv8OU9H8/tjsXDo1Vg4ZD5jdAYKgjxnZsPjWRwn1b5uKILbz2d4EoUsDkWOUTJy9v/IePnvy7qN\n0uvvsRnpdadah5tQZj/mxzyn+Hb+GlwwEj0VrUnNUQZumFcrBWgYD+IhwDnF/72fc66vH+t0pIr4\nDcqCxoOLR5V0Tv/elEGOYX/kJL9nZs/78Xbt16/fy0CjSZMm3QQ0WrBgwbYq+ZVUv5F47mSUSbgU\nZX+7+69iQJeEAGdZNI8+6P8e7Zy72ZU2Kd7t5t+/QYjm+QLQxmeW9yR7GWg96/VH3gNCjU+8YDwS\nVRmLarDUpkLBtlOdc41RgKLqpAFnVwQWtr7h4TaIbns1YlBci4QnjkTA6FPgvz5AMxrompe1diRw\nfEp6RiUU6LgRrRet0Dz/NMrqf4Z8ypf8OdoA32ampd4z87X7j0bvzgigJZrTH0HgLE7VPBf1wfoB\nKDj88MO73HLTjUnXXHkFt9zWnR/eeomyhXlHV6pUKbFObqvBj+JZp91tpY2G91LzxdB1Y+HQ0/HP\natSoMSIYDE5o3rz5p/369duWaN2/0oKRaLxZ7AAPKP6V5muoBgJvxcKh14t951BmoAPwoKcXbulY\nySjSfTFSMXo5Fg5l7ZKB70HmF7aMON3ASdGvMboPD5rZPd4hPNzMpnunsoqZ3emcOwdlqZxz7hTk\nyKb64xyFFrY4f/0zFGl1/vPjUD3BtyjCeD4qGG6BslxvA7+a2ZXOuUcRHeQ5f+wVm2yHTQDqYwwr\ndn2PDmDAkWmkXYixJP6ZP9/VhqUCDzvcRFTnea9z7jIkynNWpdr7fVi5buOay77/5HnMftv38JMv\nbHLKpSunPnJDGZwLnNR9xJo1v3y/YsYrg/f1p5yBHOvvEfCrkFy+8oLT+rzcxIoKZ0/sf3Zt5Fx/\n6u9HHysm6rC95oMC9wAPZaal/oIA02hTz7PEe1EfOWZjzex/wUi0IapjeCUWDr3t1Nz3dkSDudvM\nNjiJYKShyO3jZlbg35WrkaMT8W0R8EDsRgTE7k28Lp9N6onoNU8nZqX8ea9A2b7HzWyTbLwHX12R\nU/SUlawOGEB1UJeiGqgXrYR6rIT71hJRjvJRS4tZid/7d+Ntf6wTkJrYXf6z75CzdiIC61+hmqv7\nUBAxHwlbfFFsfCeg6Pc1iPrUHL0Tl5jZXF9T9rj/PBkpO97gnOuPgh73b+56nOTvz0S1LU3xTUr9\nd+vNrLLPqlU3s+4eLE1DzuJsNJee5cezHDmZNfz1jkJz6RoUkJpkpc7XbjWnGtPr0DN3B+rh9tnu\nHdVG86Cv7ekD3pzpXKBhZlrqchRAjws2LEf09JmoLr83eu57tup8T1rNAw4bvH7Zzz0/fuzGNEQr\nPAFJrM9C80UvlH0agubbwcD7KekZa4GO8ya/dPu8yS89iBhTgxGl0tD8ew+a59JQVu07lGV7Lals\n+etqHtjyqJVzv15RVJDX0I9vOXAaGxsZt0WgqzpQq2zZslndu3dPLleuXNU33niDRYsWkZWVZYWF\nhV/n5OQc7ZxbitRtVyGgV2Rmjf0cMxq9s6DA4cf+/t2B1ogi4B0z6+UzyY+j4F0WcK2phm2XWCnA\n2kstGIm2A1rGwqEHAQYMGNCxsLBwtHMuJxAIJAFX+SheqSVYMBI9E0WCwrFwaNHuHs/uNp+hGogm\n0U2k6YOR6OHIaXwbOZJbnDB8k+YrkfM4Enj/nyB3vznbDMCqjJzKF1BWKh/17Uj39LI3UBbrXZRp\nqFwcYPljxQUKAIab2cP+87vQArmQjWpNa/z/X+P/OxMBuSudc21QtD8XZa1TkEOxcTvsGWADxp+A\n9HHuuNBiFr+4iEXzkeLoPCdVunFf8VWLIznyGeASh5uHIvtn+mu7JCU9Y9W6ZT+/8NlT3Q4vys/L\ncoGkfWv95+iVWSsWTctauXjdIefc+nutpkeV+fCBzjWxokXIcWiOaCyHAItcUnJS+7QJSUDWxP4d\n8jGrgxrfXoGkzUtsfrut5ul99wGjM9NSv0aORIaZvZW4nZPM+iAEOiZ6YZw0JIzzvqfa9EUOwENm\nlu/U1DOMVMvGmZn55t53ImflgVg4tCHh+H1QVu4J80XWHpyfgwDtk6b2AInjOghlUX5C8u/FJeQr\noUxnKwSsNqcO2Bxl3rL8dgu2cM8a+WPWR8Bh6tbecU9LvAT9ruORw7NNheQeQLZH92ENyqKOBVrZ\nFmruxs9esg8Kdiw4r1m9rQYcPcBqVVIE3GcOnzazvxw0cs4djpzahihr96CpJrLUdpM5585G8+FT\naE6MFKcE7y7zNOyh5arWHntyj5Gd1y//5YmPH+1yM6IH347mrdtQbdR/EWV5sl83VqWkZ2QBzTLT\nUt9CdYO9ELhPQ0GUOYhqeBnKStUD7kkqW+Hmdn1f7Qr8kJmWOh3VU52NsuMzUaBgH3/MSv5Yq5HE\ne1MgUKFG3f3adnvmi0np502xwoKX/L7DEK17kB/zj6htxc3Ouc8rVqxYq1y5ci47O5s77riDyZMn\nF0ybNu3+rKys3h5gbUCU8Noo+9UIrTVFZpbjVMc5xsxaOfUDDAPtzSzLOVfTzFY5595FwjlznJq1\n32Nmp+3En+1PVgqw9lLz9QLBWDiUPmDAgH2Qs1QhYZNsoFFpJmujBSPRC5CqTd9YOLRDlKJ/knlQ\nFEE1JJs0V/ZO6J1ognswFg6t2/QomxzzYOSw5QJP/RszhT5a1h85rFO2svmOnusURAEZ1r9//9l4\nx3KH339HJeBATMqG/lw9gGqGvQl0wAg75xZQzOFNSc/oOf+jV0+aO2nUM7hAu+O7DK3726wpOT99\nMDanVtOj3JGd0ip/9NA1ublrVyxAC3Z5lMloDXwG7sB2aeN+DSSVqf7uwAt+LcrPPQgB/SuRZPom\nTXK3x4KRaCV81DYzLfUdFJX9xDYKF8SvtwEKQowys3e9ME4vJIzzmc+aDEDvz7OmlOQxqEZhWPy3\nD0aiB6IMzvvAi7FwqMgfvy2SXH4eiSzEVQJrIAeqPHB/Yo2Zp6pdguazp8zso2JjdihifR3K9o0q\nKRvlVI97JarnGwFstnmvnwc6ITGWsahf4JZEKOL3riOiCo1HoiA5W9onYd8qCLCnogzROPO1ayU9\nb4k2fvaSjv568hBF76rzmtXbYsBxKwBri+fbVvMUwvPR7xJAVK/RxYFxqf095t+T6xDofQtlkO+M\n03h3tzkJCt14ap+xY8qUr3TOpAHnZhQV5gfRPJiKV71DAOZONP6ywOMVa+/Xp+0tT/UCRmSmpZ6M\nMkxLUZZ6MKLq9UBBvLlm9rKTKmn9lPSM5/z3PTPTUq9AQZymCBgtYSPIqQP8B1EOxyFK7W3AAynp\nGS1+++7jRdNfvvt2REkegYBcXURVjKBs7zLAatasWa1Lly41n3nmmTL169e3MmXKDJ02bVpvU0P2\npSjAkebvy4eI0j3fj+kIVCJzkJlVdM49APxgZs8k3MvKKJOWCKDLJdD3d7qV1mDtvbYeRcpBzlTx\n2ok8//m/3nydwOUoRX1nKbj6s/l6iT4ounxjCU2HV/rvfwUeDkaiTTc9yibH/AFNypNRbdYNwUj0\nX1V/4KPTacB1zrmTd/G53gfS2rRpEykqKlpkkgT/U4PVzZqjJo4HN/NtJRL6XznnJqDs0VBETRxS\n0k7BSPSw7FVLTpv/0avzgXKN25xXF+cKf/rglbJlKlSp2fLi3pVnvf7I8ty1K5ajBToXRVTbIABy\nxMk9R/2YlFy2wftDLptXlJ97GKox6Izqj3YUXJVFGacZH9x/ZQaqN5qJah/+MKd+VQOBkR5ctULg\naogHVw1RJHkSouHgnOuA6HjpCeDqRORQPBcLh0bHwqEiJ5n161D0OWxmmQngqpW/x7ORyEUiuDoA\n1fYcgDKgxcFVXHq9E6IaDisOrvy5z0HOyUoU1f2wJHAVjEQr+vnzUdRb5/pYOPTWlsCVc24/59zt\nCLTOB64xNSMuLrhxhXNuhlPLgNHOuUbOuQ+dc7+g56E/oox2Bz5yzq1zzi3x92yIc+5759zIhOOt\nr1yt+iM9zk15qX/niyrMmfF1tbTLz6/Qpd1xL+3f5D+X+W3+zzm3zDmX5ZzLds794p/rBUgA5jWn\nXlYvOtktKFs32amVQpJTu4VvnXMznXO3be4+FDczyzezl1HW4DPEpnjBOXe6d/ZL7W80/7w/gzLK\nrVFN0QCnxty73Ux1lL9MvueS6kBuu/A4x0a/vRDR7X5DwkBfAJ1MPQDHZq349eqiwsIngetrHHDY\nKASsvvf7Hc3G3lhPAmc55/b3nzXJTEtt6P++yQWSxiO67QGonv8EYBHyp95CYhtzENh6GdXPHgg8\nUrFmvTNcILkAZc66ILpeDGWjl+Az4MDR55577v2BQCD52muvzW7evHnBggULjgG+cGp0DyXXYN3m\nr78lytLHa5od0DJhX/x9W2Ml10bvEisFWHuvrWMjwFoAm6h/lfWf/6vNg4Vr0YTSKxYO7WiPnH+k\n+axUvBda92AkmlTs+4JYODQc0cAGBCPRM7amGhgLh4pi4dD/0MTqgCeCkWjKv0lt0KQKGAaucs7t\nMioCQP/+/de2b9/+uEAgUNY7CBWAET7DvSU76FIubenUJyvx310ITPwBqM3sXDM73Efy2yDRDsys\ncTy6H4xEkwvzc2/+MTbCFeZmv1KxVv1LG7c9r9L0MYMqAO6oK9LXrJo/Y9mS6e9VRopsc9BieTAC\n5Ke1vuHhKeWq1Dh66qM3Tsvf8HsbpCTYGTXZnc8OWDASDSCHfc2nT3Ybkbt2RW+kbDU8EWB4IBNB\nWanJHiR1Q3VTM/zifTfKDk1A6+n1KKvU08xmByPRQDASvQKfdYuFQ1P8sfdByoN1UE+pn/znZZzU\nBm8ChpjZi7axuW6SkzrhQEQzjVhCQ2UPBhKl12+1YvLsfruWqP7hKD/O50vKKgUj0WRPqX4SRaxv\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KwFFb1F6iBwKV6xH9eyWqx9oH1UJeXqf58S/kZ69j9YJvO6O62BPRPH0uaqj9HRLOyEPZ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\na3r66acbD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VCw+9pAifR5CCGyJPvu8VJPSncAc4QQ982hzIoHAymoHwHg32Dr8T/BvUVj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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "%config InlineBackend.figure_format = 'png'\n", "if VIS_AVAILABLE:\n", " # Plotting settings\n", " show_bar_plot = False # Change setting to plot distribution of object sizes in the HDF5 file\n", " plot_single_file = True # Plot all files or a single example file\n", " output_filenames = [fm['output_filename'] for fi, fm in per_file_meta.items()] \n", " \n", " # Select the files to plot\n", " if plot_single_file:\n", " for fi in output_filenames:\n", " if fi.endswith('20080624_R1.nwb'):\n", " filenames =[fi,]\n", " break\n", " else:\n", " filenames = output_filenames\n", " \n", " # Create the plots for all files\n", " for filename in filenames:\n", " file_hierarchy = HierarchyDescription.from_hdf5(filename) \n", " file_graph = NXGraphHierarchyDescription(file_hierarchy) \n", " fig = file_graph.draw(show_plot=False,\n", " figsize=(12,16),\n", " label_offset=(0.0, 0.0065),\n", " label_font_size=10)\n", " plot_title = filename + \" \\n \" + \"#Datasets=%i, #Attributes=%i, #Groups=%i, #Links=%i\" % (len(file_hierarchy['datasets']), len(file_hierarchy['attributes']), len(file_hierarchy['groups']), len(file_hierarchy['links']))\n", " plt.title(plot_title)\n", " plt.show()\n", " \n", " # Show a sorted bar plot with the sizes of all datasets in the file\n", " if show_bar_plot:\n", " d = {i['name']: np.prod(i['size']) for i in file_hierarchy['datasets']}\n", " l = [w for w in sorted(d, key=d.get, reverse=True)]\n", " s = [d[w] for w in l] \n", " p = np.arange(len(l)) \n", " fig,ax = plt.subplots(figsize=(16,7))\n", " ax.set_title(filename)\n", " ax.bar(p, s, width=1, color='r')\n", " ax.set_xticks(p+1) \n", " ax.set_xticklabels(l) \n", " ax.set_yscale(\"log\", nonposy='clip')\n", " fig.autofmt_xdate(bottom=0.2, rotation=90, ha='right')\n", " plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] } ], "metadata": { "anaconda-cloud": {}, "kernelspec": { "display_name": "Python [conda env:py35]", "language": "python", "name": "conda-env-py35-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.5.4" } }, "nbformat": 4, "nbformat_minor": 1 } pynwb-2.8.2/docs/notebooks/read-Allen-Brain-Oservatory.ipynb0000644000000000000000000156074313615410400020770 0ustar00{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Prerequisites\n", "This tutorial requires installing the [pynwb](http://pynwb.readthedocs.io/en/latest/getting_started.html#installation) and the [allensdk](http://alleninstitute.github.io/AllenSDK/install.html)\n", "!pip install -q allensdk\n", "!pip install -q pynwb" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import warnings\n", "\n", "import pandas as pd\n", "import numpy as np\n", "%matplotlib inline\n", "import matplotlib as mpl\n", "mpl.style.use('seaborn-notebook')\n", "from matplotlib import pyplot as plt\n", "\n", "from allensdk.core.brain_observatory_cache import BrainObservatoryCache\n", "import allensdk.brain_observatory.stimulus_info as si\n", "import pynwb" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": true }, "outputs": [], "source": [ "brain_observatory_cache_manifest_file = 'boc/manifest.json'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Quick Start" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": true }, "outputs": [], "source": [ "ophys_experiment_id = 570014520\n", "boc = BrainObservatoryCache(manifest_file=brain_observatory_cache_manifest_file)\n", "exp = boc.get_ophys_experiment_data(ophys_experiment_id)\n", "legacy_map = pynwb.legacy.get_type_map()\n", "io2 = pynwb.NWBHDF5IO(exp.nwb_file, extensions=legacy_map, mode='r')\n", "with warnings.catch_warnings(record=True) as w:\n", " nwb_data = io2.read() " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Using allensdk to access the Brain Observatory:\n", "This notebook documents the use of [pynwb](http://pynwb.readthedocs.io/en/latest/). The [allensdk](http://alleninstitute.github.io/AllenSDK/) provides functionality to download and cache Neurodata Without Borders (nwb) files associated with experiments from the [Brain Observatory](http://observatory.brain-map.org/visualcoding/).\n", "\n", "To begin, we use the allensdk to download the Brain Observatory experiment containers. The experiment container describes a set of experiments performed with the same targeted area, imaging depth, and Cre line. \n", "\n", "\n", "if you find an experiment in the Brain Observatory using the interactive website: [http://observatory.brain-map.org/visualcoding/search/overview](http://observatory.brain-map.org/visualcoding/search/overview), you can just set the container id manually. For example, container `580051757` is summarized at a glance [here](http://observatory.brain-map.org/visualcoding/search/experiment?id=580051757); to get data for this container we would input the container id directly:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " acquisition_age_days cre_line donor_name experiment_container_id \\\n", "0 159 Nr5a1-Cre 279430 569811199 \n", "1 157 Nr5a1-Cre 279430 569811199 \n", "2 160 Nr5a1-Cre 279430 569811199 \n", "\n", " fail_eye_tracking id imaging_depth reporter_line \\\n", "0 False 570014520 300 Ai93(TITL-GCaMP6f) \n", "1 True 569811201 300 Ai93(TITL-GCaMP6f) \n", "2 True 570087662 300 Ai93(TITL-GCaMP6f) \n", "\n", " session_type specimen_name targeted_structure \n", "0 three_session_B Nr5a1-Cre;Camk2a-tTA;Ai93-279430 VISp \n", "1 three_session_A Nr5a1-Cre;Camk2a-tTA;Ai93-279430 VISp \n", "2 three_session_C2 Nr5a1-Cre;Camk2a-tTA;Ai93-279430 VISp " ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "boc = BrainObservatoryCache(manifest_file=brain_observatory_cache_manifest_file)\n", "ophys_experiment_list = boc.get_ophys_experiments(experiment_container_ids=[569811199])\n", "pd.DataFrame(ophys_experiment_list)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Each of these three \"ophys experiments\" corresponds to a single 2-photon microscopy recording session. In each container, the particular visual stimulus that was presented is indicated by the `session_type`. Each `session_type` contains several different stimulus sets; for more information, take a look at the [whitepaper](http://help.brain-map.org/display/observatory/Data+-+Visual+Coding).\n", "\n", "Lets use pynwb to load the data from `three_session_B`. If this is the first time through this notebook this might take a minute to download these files, and will require approximately 300Mb of total disk space for the three nwb files: " ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Getting nwb file for ophys experiment: 570014520\n", " nwb data stored in: /Users/nicholasc/pynwb/docs/notebooks/boc/ophys_experiment_data/570014520.nwb\n" ] } ], "source": [ "print('Getting nwb file for ophys experiment: %s' % 570014520)\n", "nwb_file_name = boc.get_ophys_experiment_data(570014520).nwb_file\n", "print(' nwb data stored in: %s' % nwb_file_name)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Reading legacy nwb files with pynwb:\n", "Now that we have downloaded the nwb files using the `BrainObservatoryCache`, we can use pynwb to load the data and take a peek inside. Because this file was created from [version 1.0 of the NWB Schema](https://github.com/NeurodataWithoutBorders/specification/blob/master/version_1.0.6/NWB_file_format_specification_1.0.6.pdf>), we have to use a object called a type map to help the [NWB 2.0 schema](http://nwb-schema.readthedocs.io/en/latest/format.html) interpret the data in the \"legacy\" file. A lot has changed in the transition from NWB 1.0 to 2.0, including a more modular software architecture, a simplified (and extended) specification language, a mechanism for easy creation of custom schema extensions ([Click here for more information](http://www.nwb.org/2017/09/06/what-is-new-in-nwbn-v2-0/))." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": true }, "outputs": [], "source": [ "legacy_map = pynwb.legacy.get_type_map()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now we can create a reader object, and load the data:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": true }, "outputs": [], "source": [ "nwbio = pynwb.NWBHDF5IO(nwb_file_name, extensions=legacy_map, mode='r')\n", " \n", "# If nwb_version < 2.0, some warnings will be thrown; this is expected behavior\n", "with warnings.catch_warnings(record=True) as w: \n", " nwb_data = nwbio.read()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Lets take a peek inside one of the nwb file objects and see how to access some of its data: " ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Allen Institute for Brain Science\n", "Brain Observatory Visual Coding Experiment 570014520; NWB-1.0.5; Fri May 19 08:23:57 2017\n", "2-photon recording of visual areas in head-fixed mouse with visual stimulus\n", "Thu Feb 16 16:00:07 2017\n", "570014520\n" ] } ], "source": [ "print(nwb_data.institution)\n", "print(nwb_data.identifier)\n", "print(nwb_data.session_description)\n", "print(nwb_data.session_start_time)\n", "print(nwb_data.session_id)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can query the stimuli that were presented during the session:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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0natural_movie_one_stimulus
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" ], "text/plain": [ " 0\n", "0 natural_movie_one_stimulus\n", "1 natural_scenes_stimulus\n", "2 static_gratings_stimulus\n", "3 spontaneous_stimulus" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.DataFrame( [stimulus.description for stimulus in nwb_data.stimulus])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The `natural_movie_one_stimulus` is an example of an [ImageSeries](http://pynwb.readthedocs.io/en/latest/pynwb.image.html#pynwb.image.IndexSeries>). An ImageSeries stores the indices-to-image-frames relationships inside an associated `index_timeseries`. This allows the static image template stack to be stored somewhere else, and the images in the stack to be referenced out-of-order. The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed. " ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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datatimestamps
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" ], "text/plain": [ " data timestamps\n", "0 0 2346.39460\n", "1 1 2346.42786\n", "2 2 2346.46112\n", "3 3 2346.49437\n", "4 4 2346.52763" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "natural_movie_one_stimulus = nwb_data.get_stimulus('natural_movie_one_stimulus')\n", "stim_table = pd.DataFrame({'data':natural_movie_one_stimulus.data.value, \n", " 'timestamps':natural_movie_one_stimulus.timestamps.value})\n", "stim_table.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Lets use the allensdk to plot one of these image templates from one of the natural movies that was shown during this session. The template is has an original shape of 304x608 pixels, however this source image is stretched to fit on a 1200x1920 monitor, and warped so that scene appears flat from the perspective of the viewer, whose eye is close to the screen. For more information about the Brain Observatory Stimulus, check out the [stimulus whitepaper](http://help.brain-map.org/download/attachments/10616846/VisualCoding_VisualStimuli.pdf)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "image/png": 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SUkrbEfFKAI+PiPnGS/yzyED3ryKCxgv7/SYRccuU0r83/z+BvOzjOsv60833xLybUjrT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\nNtDLx93PXC/Ib3pVHewxzOk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NKikVCgq0xwGAwIX1fgCGFBAVOYEGPXhevrdZ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\nqF2ODs5T19faPo3sdOUxisbpH5UJXWDMQ6cqy4DhOaS8XQK9pTYoD2g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79u3bcBwL71Sm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MUUAPR1Az6zAv4jDOxQHAoUY1GFjSijDXkq40qoz1LJPNL7WDpJ0/NEmSfDlEbG6/+syGmvBBN8\nrxRerzyVYFAp28PDw8HJ95UAgMwCOkToNWOtHa61cUjL5RzLj3pU4wWpWKEMTc9tE6eXLCvtb2BC\nmai3y+gxT//5vEQDjHwWMQNso+c2yXFrgINUTtt2u23n5+dts9m06+vrgzeRWJGbNTMIpAx+l7WX\nd1iPmRnz+j92h3N2HsAkQXH1mTZOIW/mmp0a18dlzfVfjFuDTfdhskW//fbb8J3+hEXzBi7rHLdR\nOkaAPf7YYJVHRpm58iayCpQ8Pz+39Xo9rPvkTEuAn4HqEvD3q6QaE+kUWMZAWPZnRrEqMFilV9md\nnt2YC14qwGc8YFDfc3gr5r13n39PsDeHCZy6P9uut/nDzy61v5UsfX4JuFwqi2eTFdiS+ytxWMhA\nkO+t1e+TNTNXsQ0oG4xKrg0j1NfaYfiY6xjC1uqdgb0QcU+yvZZ6pJ5kbguXZ46HYqMxpQwqIOiw\nDYvnE0DZyLV22MdzgU41vpwe7ZBOiJkfr9/Ko11cV5hgjlghHSteg2T3v8dJr60ps+vQ824rBVvd\nh3J06Nfhd9o7Q5PuBzsnDoMDgjJcm0szcu7yH6OX89hgspoLpMfaQd5Vu9vt2uXl5XDWoeewz4Wj\nrrlrlXA+R4wg3l1JqNJOAGFHzsrjGJjs77ElD5XuMLhKB2O/3x+sU/bc82f6trV2cD3P1GOjRYIF\n2LXdbjes7yPUDmNo5h/Wzg4g+fBclpt+9nz1fGIMuh/9n/an3a27lujPn8H+Wd9aH1SM1JQk85YM\nn8dHOgH+7DQy7Sqf6rde2XrPWzfC+FpX8n+OfeJe7q+cyAoQWnqAcg6bWEVDqrwq27k0AvjeMta3\nU/Imd2rOZKxYLCQ7pjIy/l6F/vJ7BQiTYXh4eDgwCAAZnjmmM1PZTcnce12eKuTo9vVflm2KkfOf\nJ/fHjx8PNtBUYI/7c83Qe0vVNwZtiL3w1g5fwcWfAe1+/7IGKRkKK1grJp5LEJrg12XP/pkbjqjm\niFmj1trBcofe7tRk3x4fHwdGBfBBW7T24hHzu42c03Q41GWqyl6Jj2ZifnJo8c3NzdAvpAsoAJix\nU5Tn+Ts5OTk46qcKlZ6fn7fLy8thrFNml6UKK9kAVw4aYwzJewzccFh4C08adbOUpGN2iLkJeMMY\n8xv3eQxcXl4O1z9+/Ng+f/7cLi4uBvaNvvbyCByFZE09r9znqYvv7+8HJti7wx8eHgbAv91u27dv\n39pff/3Vbm5u2na7PQD0PwPQjYmByBhrlTJWzgpYVUwfv/XWzuZ9mUfmMwX65tyf88flT2JiTLId\nxxi+OW3u/KZ0zlxGLUmT95BjIoI9yYjVMXPjKABIZlOZzgE5NqitHTaQmZYe82Yxm+cQlVlAh40Y\nxL5mJdsDoNXE6w2qY8PAY5JAyJOzBwLTi0HBu/2tYFMxGfhZ4VeAymH8Xnmnxs3YWsxqHNj4ZNiT\ntBw+sgJ7fn5+ZTjT+852dJ0qUJ7PpILqOS+pdLLuHuMwntkOvtf5VvXx+kgYRYx+5ZDxB7AgT8qV\nzF/Vdi5rtiV957WA2Z6wQ7zKzIdHAyx4b7WP+EkG5ezsrK3X66F92eHK+IMZNNijTTPUVYG/NI42\nmN50AQD0ZpOKaeG/2T7W5OVuW9fReg42zZuGLi8v22q1GnbEc2RSAkjmCuVKpwoG1nWpwJvD3ZQJ\n0Pfnn3+2//N//k/7n//5n3Z3dze0Req4nynJYs+Ras4veXaMRXp6ehqOyYGxzRBpplfZrTHQ17Nf\ntnm+P50bP5u6rnIa81rlLPdkzKntpZnl7LW1wXZGUNKGVp/fW+aA1ZwTS8rzZgDYEzNwU2ID5zAR\nxi87JZVu5plGkXtPTn6EPzgIlz9YE5RiGtE57TEl2V5zKfG5aVOPBHB8N3iCZeB7KgHyxRg6VGYW\n0DutHRLm8xTruKT+DrPk8gAEYNLaC5Cw4YHtwFgxJqqjKwwWs9/cPs6755wwvjB8S5gMG1fy89jM\neYahr9omr6eRcH1Q0t5xnG3A7w5NmgF2WBbmx/lVjGKyb5vN5mD9psucGzXYAMRmAe4BLCUoM7DZ\nbrft5ORkMLB85vggwpK0m50Ks3b+LYEgYIrrnoMcmUPYs7WXkB9AlvLyGeCX6+6cv/srgcPp6ekA\n+AxorUOoG2PQO6HpVzOv3AMgJ/90JGBW6a9v3761m5ub9uXLl/b169d2d3fXTk5+7DImTcb2XJkC\nEpUsnZ9jeVcyBsLy+QqEpoOffb0kj9bq47hSLywBIGPEg/uu5yAynnp19/9qLPTK0QPBVf0yXTsu\nqVfnRvyW3rs0rWMB6ZvOAUQ59GjW3iSomIBMIxkg7uP5MW8J9oLFznm/PVunnTspK8DJwLSxNKBa\nIm8NA/Mb5Z8DuAweqD8KFqCSO19zHRL/KZfZAvJwnm6vY8Bf9VtVR7NIAI5884E3+pCWnQ4bVMpq\npTLGRGe4qFdut0uvHr3nXU/KkUey9NL29QzhUGafjZnh3NZeAB7Muu91Ob2+C6O62+0OgCYggn7x\nhhDefcxGDsoH8Dk7Oxs2ZsAAmnminOwGh4lPJs0HfntMM54vLy/b+fn5wQYWLxdwqDTDd3w3g0fb\nIwaBrbV2e3vbNpvNQd8kALRD5nxcN8aQjSmgmj/EG0PsdBOyBTTSl950AzgHIPMZEGXQ7zllBvDx\n8bF9/fq1ffnypX379q3d3t6+eu2hHfv3NKTvIZU+zs+V9Ng3L2FJXVJd67FEXJ8D/t4CZKbYvJTe\nNY+1CkguAeVT96azm89al89Jb44sZQrnsn9vkTcDwF4BKkNWdWqGtxAbFYdrnXfFBKXRwkihPPyM\nPfPWXhR7hm3HPADn2/vtvcPAmddYqCL7JxlCrztCyWMYbUwqcOQ/g0BAxM+QHhhOBZrrwWAa6Gv3\nuZUL9YApBFAgyQZaiVuJeSznMgee7Sm5ykHKfvN8sGMypsirceK5lwCZsKjb2MCQctGuAAMDKFgi\nKzO3QzL+lPPp6eng0F9AD2l7zS6bQMwAOryIs+cQKWOZjSasK7y8vGzr9bp9+PChff78+aCtrS8y\nPOqxkCxfgjza2/3qdZTJLBtwVqHpFDMpZuvMlhro39/fH7DhqfuYS14qY/Bn4Ec9WGPtfk0HjTHL\nswb53Gdnbq5OWRK6rdrtZ7F/rdVMTVUvM7UGhK29kBzWz1U+OefG7k390lofFPbSSNCEpE7sMXt8\nngsa50rihtZexqAd4KpsVf494P6r5D3zXHwQdHo7S1nAsclpUOf8rEArbwuAZcOV7B3lIURJmKK1\nNoSEqYuNDGVKFjBB4ZxOScD8FiZsqZKbYpUM6qq1Dz4sNteJeW2gmVVP+qzHFBNo1pA2dv9XINj9\n/v37j5fGs06Ko0UoY2vtYCmA6wnoI+RkZdFbI+oxMcbitfYyhub2kZkdhy6TYXL6vfloo1KxfDbS\nMG8GsDbq/gxbxBwiVNnay/tuV6vVQZi+tZedoYCyrLM3oriPDGxwXHyIMn9EAk5OXt4mcnFx0U5O\nfoR4d7vdsKZut9u16+vr1lprv/3223DMCUedWC9QNo+Hyngm40odXA/qwnxZrVYHz+KMkBdn7TE+\nDfYcbocVpd43Nzdts9m0u7u7Azbz/v7+oOzeMEIbm1VNoJt/+/3LrvqKnaxsCH3AmkzC4HZscM4N\ncCmvdfUYMfEzpOdkT903dZ20zIxxUoUdIqdjsDMXoFTgb6xsbvcEUK57hnyre44Ff3PDvx4nFfkz\n13Zzr2XJGFtKAI313d8GANOwEQZK9JyDcAroJAtow9ra4ZEHCRBtsPjsMJXDuihJFAkKGANxeno6\nsBlm7RhEGW6rWMKlckwY+FjxoEqAQP0x4F7k31objIhBIIcl83y1UWRMGS4FwDlOPC4SGCbzx25R\nys1zNiYoKRtlxlDVhuSX4I9r2cZmNpaKjWe1KcdsoNsjy8486Al1ATDlGHdfmDFxXQFXzElAxvn5\n+QEb6DZjE0OW1XXrgVrEBglmu2JSABfe9GX2crVatcfHx+Fg40+fPh2skUsQPtWW9Asy1v6sycv6\nVUbLDrAPkgYQ+z26jP+7u7thvSFjnfZIQOV+ot8S+LuMqZ9yfNq55hr6mD4jje12O5QDXUwaOGh2\nPrO9jtHHVejxGJnLImYEw7rNtq7S+0QpKufPLOpbZQwcellFzk0z2kmY9PLJ9q8A3VgZnX4vvzHw\nVzGXY/n/SifjZ+V/9CYQpGIzep08BgoSCFlJVsDPz0w1hNlAwlIofx8e7RCoN0BkGfNg2f1+P4DC\n3sR77zDwW4V+sOJxGW3AW3sJSXgzw36/Pzi1nz5y6M8A4T3XAVqqcWAAyNliu91u6CezK2ZS7Gln\nmblvqsxWHGYkbKB7c2CMNcyF/skCcp/ToL4ulzeT9MphFijHbSpGAwDSTGeM+3HIErjBADJXDXKd\nh8Gmy2+dAMjIUKLDlqSDo+Mw6WazaavVqq3X6wGgkGb2BVKxqC4f48rzyGvlzAImyDRo8nziOY+r\nDJvmUgizejzvNnTbuZ/Qcdxn4GKHPRkpAxX3qcfHfr8fnDLKAmD1Gk23j8dGAinP7/cCQnNkSqfN\nZdgSoORSAuxYZU88PpbUPXWy+3VMB1s/jK2l43uvvKk3x57xmEWqfOZGyaaAngG1+2auvOcYfO/x\n/OZj1efS376/18FeVG7lmYCrFwpOAOBrTCQDP4BK7v5NI10NECaHQVK1FiglQc2xQCgn61JJRU15\nnS5KO3/DyLT28t5Qe+kOD4+xN8dKtoc9Z/ICqLMGbLvdDr/x2qrW2sEhwwl4PYb8Z5liHBjvNs6s\nd6r6YA7oZSxXh+9mO+/3+wOm3myOGZ3W6nd5VuxK9d1p5fwFUCZLSJ4YMxhA7y53+WzYmGsOC1qy\nTQBEPjTaoSHGi5myu7u7dnFx0TabzUG7eE6kZPsbqCWA4/csC2kn01uxRdmvzt8RjP1+366uroZz\nPTliJXdmt/ZyRI1Bb479bNsEHZQRZpdnibgkECdfQvEeswbw5E1bOg3rgbnOY8pbGcBjnq/6rrXD\nzXdu/x74I6231rvSS1PPVnpnrC0S8I3Z2srpruzJUuD3qxi8pflMge5j0uzJIgCYitZGJFH8mCRl\nnAAuDUUF+pCKDfCaQLN7GRp2WNOetr3lXJCd5bFxcsgry+ZyVXWYg+zHgOCxIDBDh/b6AA8Gggbw\n9KMXgNPWMKmVcnbbjNXdTBT39e5P44rSMFhq7SVcZtbl4uLigP2r2tdtPJfBdBo9j7XqtwrgJgNl\nsGVGpWL1xsBp5pHKh3w99im/65WhQadlVtmAA/DqjRlcd142Cq4zaWZde5EB1iF6t/Butxv6E2B+\nd3fXbm9vB+egtcPjNtz+zBHahHZx+xi8VODEc8K/MW5Z75dAmbQtzLnT09O2Wq2GuUm5aeeTk5PB\nQbJOMmtn1jHL6vvNzHlMcJ0lNugHM59+hrnpI2Qc0vaYt+6p9OqcyJBlru1KSV0016Fv7UWPeL0t\nadoBou95xmNgbrneKj1gmdG5fKb3v3qmioCMrfWrro2BP4+JqX4bS28OQPuVMlffV7IIAOJFt9bf\n+t57zkIDunGrcKuVj5VrigdhxYSY8UDx8ffhw4cBrLT2Ag7NcvXEADPrm2WnbJWyOha85cQ6Jh3q\nULFAaeAzfxs+DpiFleE8NUJ+qfTSUNjYVyB3rG7JPNBvGD8YhepYGMpIfXPCJyM2R3oAsQJYPc87\nPWDOpEvmL3cDZh3cdhXDMFY2G9xKHNJMxs95M1Y8ZsgTgJOvYmutHbCyDjO63h67tJVBl/Or5p3n\nuIEhstvt2h9//HEA/quwrDctuAzuB9rGYzVBVhp2QNvHjx8HQJrrMjO0TD52Tg0gaWc2wdG+1X3Z\n9oC0DF0b9CbYzX6xc20949C18/T99Dv329FzXZeCuWPA35J0sk1cb8Cfx3e+dcWOT67PrsowFQIf\n+z0dfKRHXoy1QQWsew7xXBDeu+eYPkwbWkmGf5fY2WOWfc2xdT1CIT9PydEh4EyKrkkAACAASURB\nVCrU4UHeewawliCJweYB6clNiMYH046FF3PwOi2DADNc/HZycjLsFswGfw9FMUZpm5Gz9EBQet1c\nmyvJ9qCcyJOyOH97rhgAzhbDCBFO65VlDCQlYE7HoPedNPmfGyDoT/qfex4eHoadlz7KIlmtzGdK\nzKh6nGf7Im7jBHJsZkkjwfhN1jzTTqDke/mfDJ7L5TFAnQw8bLDtGCSjlWU7OfmxYYTDmgFFLNUg\nTJmhaB/tYqDC2APc5dxOQ8P6VQOUx8fHtt1uByPsTUNmY53u7e3tgX7zGECqDTluc9rIYMr3wKR5\njLjcqQfY4OEd2p4b9BkbZjy+uMcgy6DW6wk9p5hX7n+L0/D6W6/Fph284Yx+cPlzmY+Z3x5Z0JO5\n4CMl52sCYIv1vp0TjwGfL1mF/80GTtUnbSDP2xbmWO3ZmbkRKuqW19Pp930921r1Rw9Q9u6vZIrB\ne09bv1Q8nnq/LQF4U3I0AOwxC54Irb2uUI9V6xlVOjxDgNXAdlmen58PaHXuQQER+uC4Aq+l4vrj\n4+MADBCHwlLh9CZJb1Ih2SbVxJyTVrb5HMl7DaIS8LXWBmaP8BL9c3d3N6yVwpiwkcSGr5fvmNC2\nsEFeI+Z70tvCMLX2YnwJtzh8xB95JJhKIFiN4QR5Y8qD9p0b3qD8AOycbxWw4jcrsypcSHlbe717\nv/J4nR5taFBY1SvLmwDbxwql0bOOMYhxfzgk2trLWmKAm+vhvvc8A+QSIvW6tYx6JJPPjlu3XTKd\ntLd/p87+3QdXZz9VSy3yz/ry+fm5bbfbAaxR/qenp2E3cNW2hMLNKlqve4mMPxtMG9QawLhOBq7e\n1EH7cAxPay/ndvp4GzuK6Tz9KuOdbUP+Y5Jzy/rF6z7H1v9V+i4ly5Fzs3JKfW+V3pjtyTZIVmop\ncHlPoGNdMtf29Ppxie2amw91zT4dA4LvIW8CgNUAQ5Gmp50eQMWOtPaa4nSIqcf0+TlLPmcPF5bh\n9PR0YAJZUI6nzWLlsYnWAx7JovTKmJLrQXiONpsjNsaV5ESoQCBCPbyIHWDFMTCr1apdXV0NGy2e\nnp7a+fl5u7+/HxZzVyxVhpmXCG2Z6y2TZUbhYZzIL9cCehmAw1xjrNmU5H2u75TXW3nRm83m1btA\nOdw4mSEDgSVlbO3wOBDKjXgMu30rXeA0uJbgMEEgrBC/2bGjv8yW2GHxb/v9y65V6yWzRsx3r5Nr\nrQ0AECN8dXX1yulzu+QZhtkeCQD5n2uPYeNSf7gfiVx4DLgOBmb39/dDWNsA0U6O+99LJ5yf5xT9\nQF4JOL17HhDOGLCTDbPncXB+fj6c0fif//mf7T//8z/bZrNpDw8Pbbvdtr/++qvd3t4OIDQBCeU4\n1kBO6aGcs3PmV0+sexlbBn1j6/8YG705d2z9xsQ2yHnbgUoQ6HzfE8xNpVvNvd7zeX9Khn/n2uDW\n6vDv1LKyXnmmwOuxfbsIABqMkSmDoQIslooJ9PO+JwHPsZWzkuMzHcDaPyaYQ5awTH57xFQY+D09\nzinGMAd4tm11jyUHkxnW3r02fj4DkJ176/W6rdfrAzbg4uJi+J5t577p1TUBc7ZLz6s0S0t+AEDK\nk7uUAQh89hslDKjHAOGcMWBvOxWmgavTYzyaraTubGDxm03Sy08WrVcugDr3Ox2X2WvzDKpSWZJG\nblLxu7ovLi4OQKCNntvdYV3q69Cv+9qbViiP7/P7oJ+fn4d5T7lYc3d29uMw6z/++ONVhMHtyHhK\no1zNJYeOc60d7WO9CPNrIMc5fr6Oswow4jcD9DTWBvq5dhKpWEaPwR675xDuxcXFAO4J95+fnw+v\n2fMSAMbx4+Nj+/LlS7u5uWm73a7993//9/DWFtqJMWg5BgSm/ZrL5L0HqDHTzXyas/4vy+zxv6Tu\nY85/JR5DPecPWQL8eo5wL52KOHC/jdm8asxUabxV5oC9pTJWrmPKfBQD2DNSNHzlnaRUwDGfcegP\nA82CeIwlKNuDJBkLX3OoD0PB+hNYQSacD0zNciUjYAOzlD6fkjnPzk27MtLk4f8GAT4EF+PLdcK8\nMIAYKQwUbZhrg6bq0hsL+XnK8fBvvPIKQ+kDwR8fHwe2AsML0MmyLRW3XQJa/zcDk3UDBBlQ2yCf\nn58P9eFZM26V55phRuZjjxVMcGlJY+W8KWMl1W92DsyA+AzBDBm6nTCW3vWf9WTdGyw1580ZkAEA\n/9f/+l9DuTB8Xv5AyNSSbZh91lp79a5d50E9AHLue66Z4aMMZrwT8KfDlHNqDAASLUlAkvMQEAfI\nW6/Xw2f+88cB24Ags4wA2o8fP7bNZtP++uuvYX4Cns06AYAo+1TUxmWm3u/pxE9JAhIvgUg20Ixz\nby3vVNRnqYyRHJUT9F75pC6ogN5YGSux7pvbPkvrNpd17EkPN2T6c7DVElm8C3gOsDMYrNiqqcr4\nWStGe/J8BgwmQ1cxV6SHknPohwnnIxN4PygAsScGouTfA4PJalUCuJojruucgZdsiZ+r2F0E4+/X\ng11cXBxM2Kurq8FDB1iZmSA8NCUeFwng7d0nI90Dt7noGWMHoNhsNq8WnSerx5iYGwLIOdDzYn3N\n4zcZG8putrC1wwOv880A2Q5Zdo8DOz7Z74THmRvVmAMgeiG/AQV9D/BCHFLMNZ2ep8k6cai329tl\nwlhWjIXrt1qtBqfA7UJdnp+f2//+3//74LdkW6gD5XZe7udkz5gX1ToyxMCPZzabzTB+AXrOn/9j\nc4324q0jPQeetmAHemsv5wQaAMLwffr0aWD6zO5dXFyUAMfXDK69ZGSz2QxsH+DSTqXHdT5bEQxz\n2KQpOdYIV+M0QWAyw/zh5I2lfaxUdmFM5ty3hEEdYwvH2EG+V/ZsDqAamyM9e8I8zagAzySJMiZT\n6zh75X4vefNB0FMsXspbEWxlNL0t3kbaHQBIsyJGEVnxeD2YPXCMa7I2WbafKXPA49x0kDmT3saA\n9gYAYtifnp7aer1um82mff/+vV1eXraHh4d2fn4+GCpYlreW26A+61NJtlm1Ds1sDso4GS2LHZEx\nSYXvslYsbE/Z5Q5SABv3MHbNkGTds7zVeDL4JW0DjF579BSZwR/t67WW+effPFczHbOdvTL1xEaX\n+gFMzcJ+//69bTabYbNEAs5krNxefDawc528/jRZQPInDYdn2QTB/aRdjRuP4xzP6EO/di770+F4\nhyoN3BgvADPem8wyEW+qcZrUx2s+vdvbztNutxs27ZHPdrs96G8zl9n+/zRJ9o82po/47nlsp6Yn\nBnGVbqnmxxKwskSWMHdzQ6VjDvOYmAyaAwrHAKfLmro8IxFTshT8zZF0PqdkMQNYedH+vefJHitj\nDGHmmSFCDK49QkAgbFZ65NyHMWJ9DUwBgjHNUPQYSOtNwrfee8z9SILBXvndpmbSUO5sClmv10PI\nChYg1+0cI8kE0ucGVUsAcq53oz4GIHy24SIPG/Mcd2NjnzzHlgrkHKrW4jFe6Y9kgLg3v2cb5rjJ\nI1eqepJGhrPNImVIjs8OzQK6/Jf3527TdOAQK+BqDGA8OVSZPs11wAbcfs1h6pxkTxnj9EEaEwPL\nitX0mspkr3ydtqBObBpxvZkTHresewRwAdIuLy8PgIclHSBYKDNVADzYKRxD8vJ5jQ7ZE3q3A+7+\nZU32/f39AeD1bngDybQ5U06h5RhbtST9njj0zfc819PArxf+zXJVOsj6uxLPvTEdOocsqBjW6vsY\n65f9OXbvmEzVJfOYM4aswy1z7G+PVTxG3mON4Zt2AVefpzrJnneG2TL9uV5MBcAAB8l4ICj/1g5f\nueP1gLCB3gwy1h4VVfxeKP9YgHdMPplntS6jtReFhWFarVbDYm7AnxeAs9j+Lc6BgUga2Z7XWQFD\nXzOYSOYMsFeFlpJx8OeK+ck+PKYdPGfMAlGPLEcllaJP5i2dnQrsOo3v37+31Wp1cFanlWQ1jqiH\n28d1ARCwmYHDxnOdmtvFeRpUYVi/f/9+cL4nQIXrgEDy9dEmbnfLbrcbjoEZE48XM3d2ZtzutGUC\nT0CsD4XmPgMtAweDQdqD0GyCvApYVyHbPDrLSygyhJn97d2sueHq6enH+YXb7XY4xoa+494Eyf9O\nMsYA5h99YbZ1St4CTqcc6LH27oG/3jNzwd9Yvr3rU0D3WGdhLCpUyZLIRE+WAr0lc2IxA+jPc425\n7zEAnCtTzA5KJe8Zo71R8Pa0UHQOd8AAsqvV3lUOIq9/GivDHKaqtw6wevbvAIe+xoQC6KG8vOuP\nV2457DbWBmNjBIOQLFNr/ZPte95kGj76MUEGCrq11+urnL7LlMyy2UqUvkHAMXMjmUzazkCMawZE\n1CPBtNOtmLx0asyUug4JJLjPbWdwYGAA08O1/f5l57Hbtiek6bZxuff7/WBMDfwBMt5xXYE1yoWM\njWUzzAbDjLF0ENPQf/jw4WCdImHBCtQxpuhrAwiPu9PT08ExMzNqQOe68ZvvT0PovN2ubn87LWZ4\n2SjmUPd2ux02uSTza/Dnv3+65BxNu+P29VihPXvRhbm6/71sRGX/en2wtF+qdJak27P3rb0AqbcA\n5KVt+JY2XwL8qj6ZI29aA0hmaQyz0jb6WchjJy75JJPjvB0iqEK0KBSUPhPRaXz48GEAgBUzUlHB\nY3T7rwJrxwhGcg5ANUi2YKDyzxsUctxUeU0BoYp1y89O23nYEPl3GysMruuY+Zi5cb/meO+VjfHm\n9rBjVQGEniSrkPkZ/LjdzZhX92KU3Z5zwaqBDOFeG/JkrMjPQMBG3/pjjnJM1jEBXK5hg2FzGzIO\neJ52BcBxjx2EfN794/SdP3rH5+aRz/X19YGOqhxDr/00WHx+fh42sjl0nOyvXzXnfnt+fj44qifL\nz/NOMxk/xgkbwmBVOSUAZpfyeswlEOc3A4W3GPRj7M9bwKbb3eypWdXWXphs6pm6s5IxuzKlz5Ex\nndxzoiuZAuXHAMMpSba5tfcJ1ae8B6v3nvIWPPXmXcAJ/uYUgoE8dV/FMtrQVmWxwUyw5898xxhg\nAFLZ4KECAnth4Ar0MUmODQMnWJwCj+8BLsfSqH5LNsAhIC8ET7biPdYvzCl3Fab1MzaULluui2Ij\nEIAtwV/KlDL2WtqcN04vwY+ZPRtqG+bKKanmzRygTxl7QMZ1aq0dGDIOqE7W3PXxgcAwQtYPZkcB\nXb35n+LfYZh4awhLPVarVTs5ORlATmutnZ+fD8CjSq8Cxm6bBH9cMxi2c2QQ4HV1Hz58aNfX1+0/\n/uM/hqUWd3d3B2+34TNthB7b7Xbt+/fvbbvdDnrMbc84thPgdzKT5n6/HxhIAKqZ/dy8QLtRTvrZ\noXR0axX69z385k1AXqdpG8L/f5JhHpOcd8mmco17pyJg71Fvp9NzpLlvKp2pe3r6eA7ATZ2Z8+5n\ngL4swxxhjlGeHg6ocMJcIOf7jqn3UQxgNfHmyJgHY08nr7d2yO5lQ9pg05hWbKRThbwMEKxsuN8H\nrj4+PrbLy8uD56v65OD8J7N+ldjbpOzJRhloYLgAyGY1crG42Z/38OARwFivPtX9OeaS4aO8BoE2\nNDlx05C5jr7fHj1isMM9Ln8+T5o+ExMgC4ubbGCVZ9VW1Xi1ks3wHteTRfSasWwTAFQubs/wXoJZ\n6lbpgJQEuoxJMy/0c2tt2ChRjYcE5e6DZJPdXm4zs+NefwegOj09bev1uq1Wq3Z5edlWq1X79OnT\nwAA+Pz+33W43ADqfs0l/ELH4888/2263a/f39wd6jFdfUj8A3/Pzy5IYt5edjevr6/b777+33377\nra3X62GseKMOeQK0YfxoI+tZH2/DePXmGNJm3HsJgMHsrwZ/b9VXY46D2WB/N1P+ljJ7zlbzvOfM\nWl9O1X8JJpgLYFKHTzGU7ympw+eKdZLXWI/db/Z/qjwVYJ4Dvi2LGcBjB/+Y1+5C9zyPVMD+nQFa\nKQCvF0NSWcMA8h9l487wa5aSZUTBV4YpgafzrJiaOVKl954gs+eNGGgnADTjVx1pYAXGs73BO6bQ\nsx+RscmZSwPIaww0ZvoIxtZMcKUgcpLm3ElGbowRIW3+fOxRL+zRA7Xur8oQVcDP9TJLkeuSqIfD\nWF4TSrvRHoARA+hse7NalS5we2abmWkkH4O/09PTQT/YWWGThdPOsrn9c7wa8CWLw3q709OXTRy8\ns/iPP/5onz9/bldXV+3y8rKt1+vhN8SvYTPwau0llPuvf/2rff36dSgjwIwNFXbudrtd22w27V//\n+tfwdo7VatV+++23dn193T5+/Dgckm5HhNdl0h52dA2uW3tZiwnLSNn95/rlW28M9nrrMo/VfT8L\nNPTySp3j+ZjrzxMA9mRp3SvHaM79c8DFse05hiuW1O+9+zPtUaUj58jciNfUfa5fRUItxWhvPgdw\nKSqunrNCSnFlrICqTsBjNIuRQKkyjhgCQkzpabIDkVAwZ2eNgTeHmJMdsYxN7t5GkDF5KxC0gqpA\ne7Kt5GdlVS1Sz+9Ve+RYmhoPrbXSEFdS/VaBoEoMRhAfl+Jx1MvP383mzRWH7AyqKoVE2gCnsTQx\npt4A4D6lXskgJMipwBvp+bB2v4Yt2UazPBbGlZ/Nuvpzz5k0cKXc7Fan/uxc93EctJXbzW2e/VCF\n8Gxs3X7WDxcXF+3y8rJ9+vSpXV5elsbZIXMEZpq0/vrrryFPwN9ms2nb7faArXSY++zsbMj/8+fP\nrbUfc32327XVanUQKbm7u3u1KcSh9dZe2FTv7vXcrwAgutbOtkGf14ams/jvJO5/O1S0J+Ode+0k\nVTLWBpVzmL/NYVArsFHdM6c/nNZb2FTbqTnlWypzwN+Stn+v8vRspJ30uXJ0CLi143bE2JhUILDK\na04+ZtqSdbPSs1eMkq/CwGYD9/v9wTs38crNLFkp99i5Mbq2N8HzLSRmQn6VZNkrBtYKDAPKdb8e\nKl9MX7FjY5Jt6LV0ZqN691d18/+87npOiccReSej53r7njExcPDZbclsJ7PAtTEgTZs5rWQeTk7q\nI1wsyfYZJJFWMmSAhmw3C2MfJjlBVbKPKZ7PlfNIKDPL7rWrDmOnUzPVJi6HmSycVbO++aq/asw5\nTbNiAC0Or3bdAVw+QsW7adF1BmNPTz+OYuFwZ/cF7XN1ddWur6/b1dXVwRtF6CvK4Pq31g7WVPvV\nkXa22bji+eO24fOvlvcAGOlAec20gXWOs6q+Y+vGxsgS7n8Pe7IUiGfovic93Zy/uxytvT7/dK5M\ngcgkqqo8KhLA91URwjGx/q7Au79PtVclb9oEMgbYlk6UY9Fy0tg0kkMQGVfnXr9NAWYrw8D+Yx1N\ngjLqnWwlaY61GUpvDHDkxMcgV8+8h9dhUJqbFZy+jbEBg9c0OTxspWeg7jFzrIJFkfWY4SlGzu3N\n5wRXVdrUoweyKvDnMpm5SUbMebfWDgyF2zTTdv5TYwL2z32TbF6O9Z7BMHBMVo/rvFUDYTOB51kv\nVO48WD/nuleKEmBh5sg7/n2wsUGfncDWXq/P6bU95e3pQIAa+sRl3W63Qx88Pz8fvFXD4W9A0na7\nbXd3dwfv2356ehrexuNdyjCdFdCknSg3ABLQyIaS/f4lbM+awE+fPrXPnz8PaXNsDTqA/nx4eDjY\nmAIYZWewWT6XrQJ/b2GNLMfomvcCgIC7PDPR+nGK/ZtyQFLHvVUqgPQWfW3p6Vf/PiVTabxV0Kdj\n42/st4qgqJ7pOe89h3CKvBiTRQCQiTpmAFqrka8V+RTC7okNWmUoqzwSBPKb2UKuJfhLpsYvZjf4\nsYHrlXmsXqnUMAC9dq7SGntm6aSoQp49SW8WJsghNINAMw3ptRgQtbaMyp5TxhTyqX6rvCmPm2TM\n/LvT5vcEiVNt67K5fR12A4QAfucyIlUbOw/XxU5A1T6tje9uM3DgXs8d/++lUSlCr51L8Os1ZXbA\nYMpI0xsyPn78OAAuL/lw/W2ozdL0wtapp2iPfH8vcnt7OwCum5ubdnV11dbr9bDxDMBIOHez2Qxv\nyUB/AZRg0fb7/RDatY7x2kHETOHd3d0A0Pb7/QAy7+/vB+DCZhVA9Onpj00sv/32W/v06dPAHJIm\nzjMbRfxWD4d30yAapKZeniO9e381ALROsU7ynE6HzWHilGqTwVskbWo6glMM2dw8Wht3Io9N0+W3\nwzRle6vPvTLNcap70gOHaUd6eY89m8tu5spRDKBZIa7zfYxp6RnAymhmGj8L2aN8WnthvKxQXWeU\nJq+PykFWsYCu31jHeFNIDtp8LjeiUIa5ebU2H4Ckx9NjZPjssIX/m7Xieg+w2GD3ylzVr2JFe/dm\netX9FQhM1rOSMSCWfVspr2QOW3sxEiggAxDGZ9Wm6RQ4TQBetWShNycr4GfmzxuAyMP1MUOY4Mp5\nLDEy6WB5iUZ1X84RymLHBeAKY2eW1s9muf0b+VHPBGlmhk9PT9uff/55cMQKbOTz8/PBu7QdHqW+\nqTf4HYCbbCMhXsR63ePp69evByAN0EibXV1dDX1+fn7erq+vBwC6Xq/bycnJq/V+bEYxG+qyW6cY\nlNJ3PUNajZn3YOzeUwzovKwhIyZm/6Z0+ZKlCJXkcpC8/h7AL9P8mUwd6Vds/BJnwNGpytkfy3uO\npPNNnmP3V7aIz5W9mpJFANBgqWK1KuXq3+Y0/tQgqxB4FabyNQyPG7maVAZ+Vs589joasw82wtn4\nY+jedWaQVnH+MTZwjiyZuOkBjjFnfK7CFhiy1l7ebuD1LekNp/KfUuYVOOwxrT1g2Fr/iBh+S6PO\n5zREXOuVe8pJ8nqsKhTKsymMce9ipw6cvTYHBFKfah5ZqhBIFSJ2WXO3KnUBnJCG+z6dHK8FNAM3\nppAr5tfrej03PTaTTbRT6LR79bUBN4tqpzLXsJ2cvBy1BPAjTTNm1mls3IC55P6qnZ0moIxxl2t6\nzdBzjEx1L+wqeVxeXrYPHz603W43tLMBIMDV6xVJtwLYnjdeklPZkn8a0BuTdJRzfSn3eJz/Cnmv\n0Po/RdKutDZ/nMxhDvP3Xui2kh6Yc4Qzf8v/FePpOTRHFgNAJvUYe9P73UCHwmZDWdG6ckbwVcX9\nmd8IV1flsWJBUXvdjxUTCttvBUFB+lkUbLJxc+j5HnCZEx47RqbYVq+TQnoDO70PDEKub8k/hy0N\nqLKP59ZnadicfHvPYGQTkFSTn7CemdOxvHOC2/HI/wm4t9vtsNEGhslptfayBtbt63qZtaav3BZj\nCtBKysClmlN8Z944XOpdyn5TTDKgTivHz9gYSaXKeKNtzEaawTQYIWzsDQmI2UuP/8rpsz4x8EHO\nzs7aw8PDAUPOvazpQwdRXjZifP/+fVgTSd3SKWMe0q8GU5Zk++1EOGxNGSkHbxKh/Wiz1torBjBD\nuXYisyw+vzDXLf5qeY98PX5bOzw43eNw7hhv7XAcVvm9h/xTAfYUszfG/o09awySjmYSCgm67MhW\naVcOo5/1/0yT5/O3TH+uvPkcwDHqMn+bQ5tWbGCGnDMPjIY9b+dPWgYJDrkiNlg2vglMUGJmJcYG\nRRrGSnrMaZbX+eWET+VyrDDIq7JmPzHQz87ODs5Uu7i4GN4EYeOau9yq9T5j48xl+BXieprt9e8G\nJwn+kRxrPJcTPtkWjKnz/PLlS1utVsOZaj7CpbWXHelVO3LdC+oNLlzWivUy8DPQYHy6vwENXj7h\nnaZ5lmI1JlKR+nNvrBuMVnOSelegmPs8Xr1mz/c5ZJp5tXYIXD2uc34Z0LEpgjIlcDZwYPMMR1O5\nPc0secdtOhW9sme50XsGGz7Qer1eD+cWwiLSRkRNHFbPPkFvZL973KRT/u8oBnY+MJ82YD75ek/f\nZd+NAcF/gvzsPusRFMfkn2ArnRXuqbDGMfn18vf31Be+L/XcXFnMAOYC64pZc9jD1/h8rAH3miOX\nyXlXXhMTK/M24DOwQdnZCNtrtiJEIZk17IXbMIqUKcXehYGGwZ7LX13PQfoWmQPYe56Kw05eG8af\nFR6G0hM4J/PU2oi31DGdgSovQIX7d2nIJFmiBEqtHbJirb28FsvHZTw9PQ1httVq1S4uLgbnx0al\n5zFmKC1DkQ6FZpjb7ZZiduf5+eVNKmaEYHTcfpTZu135feosw+q3rE/ebz329evXoR1hVltrB5sU\n0AUJAitQmuCqYg0TaLb2epMaANt/9JX1KwAL9tBjwMsB7u/vD9bckWcFuC0G/ewkPjs7a5eXl8Oh\n0avVql1dXR2sRXR/+w/dSvnSaU/W1OB7bG3tr5D3CJFWDKBZwAoA9hxi2xKnl/m9Rd4TtL13iDkj\nA+RxTJnTnlVz1vMynZX3Ghv8HwN47u/K6fypDKBlbEJWwLDHSFQU6LHSy8ONlr97YTOvQ8IwW+lW\nINAhwtYO1xilQet521yrPBiDQANDPmdoEukNyLmDw+CgUs6+h3xTEbEO8P7+/pWyz7Utb+n3MVA9\nVzxuEoQ4VJ2OxHt4eVn3aoOP105xz4cPH4az2gwAW2sDO7NarQ7GiJWZwYXz9nhKADhH0cFYmmV0\nGJX5Rts9Pj4esOlVm8AyouBgm3POpBNBW9jwut680WK3273aeGEGrgpfItZ1Bn1uW7Oh3gRDJAF9\nYfCe88NRAAMoLz3xWkvSw2HwKy3tnPf0EWmkfmbHNK+p413BDnE7dO51rTak9HcP/Hm95N8d/n0P\nMcNnwFetZ7VDka+gnDsP/3+Qnj6oZA4zXOmVvO5+qNacjrF+UzJn2UoV4vV8yc+9Os2RN50DWAHA\nanAmG5iFHQOSZjJyAXIFSGwAzFaiaJPpMVNhJX1/f/+K4uXPBsFGyAbTjJHbhnLm9R4YSJlioKbo\n/yUbImDlxpRNhpLcvz78mfcEV4uaewZoqbKn79JbmitWuj0Wl/FiWcpMjE3aqs4Ye4fBMAwY/IpJ\nubi4aP/1X/91EF5jfnpjQvbJmLNUjZFqfFBW2sfrGq1HAEHMt96aU4C3G2cz7gAAIABJREFUGXr3\nV5aptTZsQmrtMNzsuqEjOPaF8wC5hw0YGYp0X+W8pq7ZNm4PxBspAFfsRqYdc9cv9wL8Ly4uBt1k\nhs915Bw+gGCWnbIwVgh/X11dtf3+xyvjACK8Mu7Tp0/t6uqqnZ6eHqzRM3BL8GeH0jrVyxbcvgaS\nYyTCP10SYCTIMKvcc+SXOslvJVOQXwG6lwA9ZGm5UndN2YYca8nMYSemiJ3qM+IIHvo7n8mQc+rq\nTPunMYCtTRu7anIa/M0xlgn65oY/LWYX9vv90FH27tPIp7Le7XZDXg8PD0O4w+HKy8vLYQE7wm9V\nHhVrkWsce+HhNMqk5e9T7dtbH1WVA6VUeR9u4wxT8efXVnnNyxgD2mNC58oYSz0X+HqcVhML4F/J\nEuM0BvrN8pK3lY0NuMNIOa5odzN7PEf/pGJhnBo4JvPg8T2mtNO4ub5mrGD1DBDMWgKsCAnf398f\nsNSUm/taa+36+vrVukbqvN//CGn+93//94Gn73WqOKdeg2ddlkyAAUqCsGwjgx/KlTt1AWJ+E4eX\nVfi92+QPUCQdmOPb29v29evXdnt72+7v7wfd5rxYz8eyAvQdAN3rNykL/ebfDdwqMJz1dh0camfz\nhx3uan69RV/MlSXp9wCc55KdkzTyPRbY9yNviXr8apnSFXOlii621te9S/N0ej1W0XrY4G1J/mbw\nKmaPZ623c2mP7yN/j60pefO7gC29SZITtGIBLbmY1d/HjGUKAwJWKBG9f3cjO2zjSevz/8wosIA+\nwxvHDPaxCV2td/AzbtceEzjFtlb3Gxikd5ITxAAwjZzXAlb3/2zp5ZFAvfdMBQqRJYrY4yOVea5h\nsXKgva0UYAfNWiUT7XYnDQPDSoFVTkIqcIfkegx/eqjJXhu0Mo+Yr64z6TMeE2Ak+3ZycjIc1ZRO\niNfres0i/x05QNJBdDssYeI9H2D6YMq9do/fPn78OLwbmPMBAWi0ldf2sWaOfn18fGz39/fD2zlW\nq9UAAA38eQfy5eVlW6/XA/j7+PHjq1B4gjIcZLN9Zn3tHDKGAJB2Tsze7/f7gxAy/VXZjl8BAOdK\n2pi0Ca0dOm1mXZNhWrqe75+8/q+1t5WnsltTwG9MxupmR6433hK49YiNlArAVX/p+I894/so41xZ\nDACrEC/iibgkLNYLeyUwS9avAm7ZQAYYVTjG37PhOPYFT5q0MSS8/shhKStV8nSHJtioGDUrwbH2\noswVMJnjmaRUfWbGMPMwYLGiRvHThslqJICZ6zgsqUN6VT9bxpRQVY8xL94G05Pc76Y1S4YxTVBC\nuJqwopWPxyljlX7J/kKyDl7mkM4a9zsNgJiBI6wbgIjy5DzZ7/fDRhjPNwCbw8uUYbPZDJsfWILw\n9PQ0vD4tw7o5/t0O2b+9OVF9d73cbwA6Nk8YALpfr66u2tXV1bDzm2fOz88P1iO7XRlz37//OHiZ\nMbBerw8AIAB0vV4Pbx7JN3zAIt7d3bW7u7u22Wza7e1t22w2Qx4Z7nW/pGNKnnYMU+cZ0DoEXMmv\nAH9pcI8NQ1sHeg5WnyvdNffa/08yxcAtfRaZWtqUjnqGYvNaTxLMZZqJWTLq4nSq35JwWkJGLAaA\ncwfbGFCcIwY3CQJbe1HOfM8jJdIz9Hq2DJW1dvhe4KxHNRlZk+WwlI1TL8yc7ZKdlfWd0069zwyS\nirnr5Z/SA4WtHTKoZmH8l55R5eVY+Sf9nuWdEgMSA5O3SDKtP0MqJoM2MEtE2I+woJWIx5XX95ll\nMAtInQACLkfFQOTaNe7PEEXlOSPUx0L9OE8u8+I5r4GkDnZAkk3ebrft7OxsWP/GvAcAErb0vPUm\nMObiFPCYAoDVdfI0Y/n9+/f28ePHg/p4/TRhWtbgua2SyUQA/uzgXa/XAysI6OYMP9g/wB9j7fv3\nH69v22w2Q8iX9wUD9Jx/nvfo+nvDA+3hEL7TAHhWQPLvkGSvp2SMPcp5meHAtDlp5KfkvUDhz2YB\nx9KfQyJNRY+OxSDpSCXTliC9AoL5ucfkZZSM+9NG+nvFPFLWnwoAyfwt4G4us1OxiQZ+6TnaU8+G\nMhXfKztpGsDghWZn7Ha7dnl5OShtl9neydIBioJN4OT083qvP8YGwlhY1/fY4E5Jgr8sE4rOrBPP\nUbdK0Y8xhGPXqvCL7zNwGluHmeOw5ygslcqx6LUzRhzD//nz5wNmjXGLAYUtS+ZpihWtDDPitsTx\n4TtAqTKS6ZjkWlAAICD39PR0CCkChkgT0OR6YEx7Tp3nh9kpg5aqvgaBb5WMBLgNDfDsqFJ+jnlh\nw4Xby07WycnJELFAAPeEw9kVzrExfg8yDCOgkGcAyzwHcHZIuAqlexkCZcn1qrlW0uPXDO+UHv2n\nyFRkKQ23ASBi3fTvKFMO0BLbPyYmHd5Dct5YnyVQ41q1DyFBmZ+vvpsNT+doLPyb6bfWXw7Xk0UA\nEFq+tcP1BrnQPtmnt0oantYOD7s1IKQMCQTHBp9/Yx0KIV/S9U7Ls7OzwYvmGA4r7jnAb269U7yW\nJuuaz1QMnH/rCWn3aPYM85Gew1BmAB0e7A1O52VA2JMxJyK9tjFhnOa6L7O3GOaqvHNkyuFJYFCl\nf3JyMrAyl5eX7erq6uDtD+ThsKYXzhvkeO4gBrde91nNjVRK6c32HBckw9EGItSJ98WSJ6DAkmvI\nEqgBgl3+PFSYTWIed2b0zcD1ZO5yFztSlDXXNbsfkc1mM7Tv4+NjW6/Xg+PpZRj7/X54dRtpkR7t\nxLzgv5lX/jssC+i7u7trNzc3Q+iX8DrrAQ3UfNCz28cOF3VMxt+gP0PL/44AEPF8yfV/Zn8yJN5L\n52fLmJ2ckrwvCZGeLFk2RnpL8UWP7Bi7L0P0XOs51ZVTX4V6uebjgPy87UICwx7gzKjjlCwGgBhK\nAFFKFtIGxJ01ZRS5pycoi7Hw8Fi61WBMwGPl1AOAXogOYMTgeo1UduZYvlVd83OGkXtMklmwuRN4\n7qQyi2fQh+LGMLT2svbHE8CD1qEwj41eWaYG+ZIwcHpcAGyzWZmfw+AGR0ulmtAJwMkPJbFardr1\n9XVbr9cHAJA2hKFhrVceH5Mbe1wfg6Gco4DHbNNUilV7Ox3WltHugA/Cm/Qb4wjgY+fCZSM0mhtd\nLi4uht3CeaAzf/RdMtYZ9hmTOc6By4uDyeecC6mfvn792na7Xbu7uxsOXV6v1wdLApwu/WujQ7tU\nuoJrjB0D88fHx3Zzc9O+fPnSvnz50r5+/dq+ffs27CZmnlfnPDr9ZE8MCvnuPkG/+viZClj8O4BC\npGJ5HP7N65ZKt/jae2wAqWyEnZa3tP97Ar+pvI8BeZm253zVL8kEpsOcZch5l+lYd1X5Zt+8l4Pw\n7ucAWgyAKpnDBi0Bgdx7bNjGlHI+b6PsBcqwgB8/fjxgK/znwcT3qQmd18fWwGQe9vDN7ByrJMby\nNVDzdxu73FTQAwhLFMqSdTi9cWQDz25HT2R7aj2WNfNy+cjXocgsl+uMA1GJmW9CdtfX1+309HQI\n1ZEuzMzDw0P7888/293d3QD8MNKAcc/PHttl1oidur5Oe42Fl329cnicDs4C98DIUf4EpmdnZwM7\n6rZ4eHhoHz9+bLvd7qDufo7fnJ6POmHzyJhUu4Z79et5+Z6zPEv+MGq8AvDy8rJ9/vy5XV1dtcvL\nywPw69CqoyBux8rIk08yobvdrn379u0AAN7e3rbtdjswrDh63gSSYyOBLXONz17H+P379/b169d2\nc3PTttvtEH52u/1dwG8s37HfEiy4vypmaI59WOLU99KqgIrrUqXv3/7OfugBU8tbnPLWXrN/FRs4\n1g9ZxnweBzhfGsEzCSzH6jbWZz150zEwU52finFuwZZ2WoalAT65kJtB4/uyDhjHLIcVFSyIwxN5\nnw37W5hO31MxllNKx4q2YjWm8rbC9nP8lmyFf6tAqwFhlY/z6oHeOWV2+RJ0V897QuIBpiJYAlLT\n2PXGWq6byvr7OTNssF4oEHYBPz09tY8fPw7rxu7u7obPtIkZ6lRmKWbG6DvqBdNUsYdVe1gqUFwp\nvPyde9wPtMF6vT44RBkGyYCI/+mEuNyAdvdjr21aqx3hbAPaiT6mD/3Wjrzf6xUBgRzVAsMLCFyv\n14NzQH0csv/+/furcwNdVkCb+/Ds7KxtNpv27du3dnNz0zabTdtut+3u7u5V6NfgzQCPvgZMUncD\n/IwaOLoy5mwtDXe9lxwLesaAROqniu15i/3sgZR0RJA5DNvfCf6YH28BwUivfVM/uo0StI+lS1rW\nbQb/LLtwWnPrlaTDUnnXcwCnZGzAHNuJvdCA2S+nn2DIoDCVHwMN5c1/0sL7zVP6AYUeNNlRcwGY\nJQ3fVOcbSDgNA8M0sP7s9ugpBNJymbIsOeCT5XFbJDNW5dlj9PKesfBvL6RLOayQs05mV+Z4wXO8\n6MqrrhwLFAb3+bw42vPh4WFo3/V63bbbbXcdFWOqV0b3vdmlk5OXncPePJV1qQSQgJLLdYsoxAq4\nuVyk7zU0GRZljrKb1ePQdUqGN0OZY8p1bO65nasQKFIxdg6F2wF9evrxpiJ0Ee1+fn5+0EYOBdNG\n1RtRcr6RB0e+bLfbIRRrkFbt9k0HprWXSBDl9pFFZv9y5+9+vz/oA9f1GGP3HjI217Md/L1i+KrN\nH1Oggvv8f0rGmPmfLVO68S0g8hhAPPUMv9vOZ78l+1eJsYIjYAZ66dAvlfeYB4sA4NjAfKs3MOVt\npDjMa8Dna763tZfF/Ka50/PvGbOqPCg1FBZGhrzo/DEDUdG+c9ohwV+PIcx80mvuUdnJeKXRRWhb\n/+4Bnte8ALoHOsaAZ7JyYzKXrUvvrsc+jYHcKUkwOqWUMn2vf3PfPD09DefIXVxctNZeABEHAF9e\nXg67RhmfGXrK9iBPh6WzDlX77vf74cD0FPJhziAANN4bDaMJAACQ2NGwAaVOBqr5pgXqRT9Xx95U\nfVCtaVsi6CY7XEQZzJ5ad3GvlxEwZ3huv98PO34JZVN3l/3k5GTYWe3n3ccG4MmCsuuXXdk8k+cn\nek7kmLCOaO1lqYEdHe8oJuSb8z5B+t8FapZIskBJJKRjkCQDaaRTmt/fKsn+LX3uWCDC+G3tbWcH\nzwV5SwkX64yqv5IVTJbPfVeVM52AuTLXtk3JIgBYIVUK8Xd4ZGPrlSwVU8G9Vlz8Zi+zBz54lnAF\nITaHhzFOBkMJvpKdsxI3c2jWkrIkk5nlNZiy4U8l4ro57yyX29dGMxU/Cp51ZrBQDie6jBnypT49\nUIuMKQyvP80JZnYwvbyse7YBzIyZsKqc1fUxo0Vf5Font4vDbMmI+Rn3D6/3QtG4D6y8K2XihcoJ\nvLLNzNYZ3FV1TgCI80ToOpUiaWT4xf3Hq81cFhgqP5OhG3Yk81y2qdfgzZVe+Ne/0Q/ekEObul9g\nNQFvfnVaLhx329M+bK7hgGeHmwyuzbp5vDm8y2/Wkdb/+ef6M28Y43bCPW4MONm4M8as/ZNkjMRI\n1scHtOdO9pzHnofIGGP0VlBIvj1An/nYZllsf8byst3oSRXNmwv65orBncE66dN/BnbZt9zb66u0\nvT0iZI78cgBYeRzJGFmSpVoqCZDG7kOqncAGAQATyl4xAKnoEjAaOHrhswGBFR2fmVQ9QGjjkBOq\nAgdmCbie7FSGYypAa8NKmV2GKlxclSPZORtfnxmXbW1j3QOwSydJ1bZj49flnpIeY3SM9NLiulmX\n/EuhDzwmUGT7/X5wTnqAvSpDa4dz2+vKMGAun9myHiuE04SQFgDAwMxgDxDBMzZAhA43m80wnvyK\nNOdfgXnaIFkmM49zFW6OIadpEGoQZ2fF85wwvt/mYjaweodwMtUeL36DEb9hwAGFtOXp6emwzs+h\n2myLdFJ7TrN1snWoy4LzzBrDHJep3/7pkowRQj9UICM3Cv1smcon9fWc500UTN2Xv485o/T/W9om\nQZf7yKxfArfKwe4xe2OfKzs4VzzX3kMWM4DVGWL+nsoOWQoQafzKK0jGo3qO+wy6PMAS/LjDzZh5\nzczFxcUr79XGx8bWys1skY3tHIBLOTPM4jqmUTcAsHJFKiBnZiQ/99p3DFRl3+ern/w/WaSqflW5\nq3aqpALUKR6/c0HgzxaPnexnjDGhUu53+WhbgB//x8Ce0+kpe48LxjXzYAwY+LrHKKDDhvLq6moI\nbTtcZpBkh4d2MmgBRPjw4mxPM6qenz4fsLX+etolYr1DXtap2eZua8Ae+SYLSDtxsLTbxYwGZTDY\nNejiz22bTKDDxCkG1/7dgIcxad1GPt4E4vcLGygi1XKfv1OStcaxsNNiZ9jjPUEgknYqP6cc49DO\nqQ918v8xYfx4PPTuy2fsxOS96RhPSY+tc/0MvPltimG1fs16+PvYPXNlDpFW6d05sggAcmBrgouq\nkHPA3hRAHPMsfM8chojwL4MnQzIIYWC84Tx81u/HPDk5GU7U3+12B8wiSpf7qCN5GARW4pDtlCRQ\nQGECfl3PNL4ur8tso5v95AlqwGT2wmnDPvkdoDBHlQeVYmM0Jj3mxc9nfRz+97VK+RmgLmUhpurH\n+LdzYUn2z6yMHY3M5+zsbGhrDKzHI8/7+BQzZsmI9YCix15Kdch26pBU6oA472x1GdNQenkHm2AA\nfz6mxAxW/mWfVmHOSo9VrKSlB5RyjZAZdzMo9OH5+fnwnY0uDgkDBD0fHWqsmCjyu7+/PzhyhTwB\nhLlOsHKuAZ8VCGT3cq//SNPgzyygw84/2/nqAZYpw5oEQ97vdeHuq7zutOaOp18hSaLMJS/43Lu/\nNz8qyTb1fTmm+L0HAMeeq8rjPukBO673AP1U/SxZ1zHwl3p6riwCgN5pmBmlwai85973/Dw2sOZM\nCCtSvtMRnpwVm2bFZpaDc+IqI3h/fz+8G5NQFme18ZYQyokiJl3qnR4HBrEHFBPQOdSTRi1Bn70z\nvjNoYULIsxdKTYNVTQJ76DAADw8PB8xOsql8PkZ6YJ56pbdNPga11IPnKmPwMxmH7C/3M4bQIDDL\nk/Po+fnlbRb0Wc6L7GODsfzcAxBmi8a8Z5fRYzfrwrt7WQPHa8qsYN1vBqE+N9DApfqrgG7WbYx9\n9zwgX0DSVCjPxjTZI34HiAH0DBR8rIvPdbSY/SNUbKfh8fGx3d3dtdvb23Z3d/dq161DwtYtKWab\nq3rSf5Vd4LPZPxhbOz3pxPWYojEZY6Pc9m8V92GKdWNenwNGlsoccLNUjmmn1DHVnKrmgYW6mEEe\nk2zTJW3rZxL8VTIVDu7dj1T1/dnLHRaHgPHCx4zPHMNkpV0BiHyuBxDd6DnpUgE7BOLfLV5z5U0h\nXoD/+Ph48LJ0gyYAIOFizt9yGun1UZYEKAacvdAo/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bxW4fPuz8drSWMf0zTP\n6hi1puboHn3S4fSYPHgde6RcqS+c7k6isxCd0QKsLHAFjgYPz2yM9Jm0QPGKzOyRQsj3V389HNNO\nWp+t1C9OG7l+98y2aA8a+ICy4KhJhprRVbHR2XBJ+021n2iQjgj5arWyi4uLjTrHAUZQjgC8A/if\n3t/fd7+z6Rik0lMitSPFZA1KFQgd/Op4yQ4oV8iLmXXLeCBvSlxgmgUpRR54fb6fP39+WuppuVx2\n5O/q6qqL+mWCzO8DzwflD1G3vHWbR/C4TPg3j6Qw8cQ17LbB75sVR56waHsFqUc5YRu6p6enT3UL\n5Ts1Mart/xUR6eCy8EyX2mdGaSuifjeFbZDrEijJK0HKQsblW3qvVmSx5F0wsfN8c3nM8Pp3fC5F\nbxOwh9wDlhSAkowcaghiqmCivA1RGWs7K6+i9XGKVlODZ+7VGQSOpz6zSSZSCxie6REKF+eTK26U\nN9zXg5p4c4EKpWXKxCFFutnkzcRCgUFPyxPAbyUNmAkzvnNHwQOOEj8PXqfoTQQicl0L5BHEDSQD\n6hCIri56zE70t7e3n5RbrlswyZptvj+e6DDReH5+7nzrzKwLTuClO7AgMsqBnftBZlCeeB710UJe\nsXDz6elpt98vE0CogGryxTOYfZhLUR+woDL7/qGMvXoZRX/q+2DfNH6HUV3m9NnEjYkit3mkq2ql\nDtyc/zEUnDHA+Y0IHatVfUySQ03hLcnfGESyhKylRB/81wlv33youhu9Y0DJPZO6SOlT9wxV/9De\ngb7lXh0F3AfezDKFmlnLECUs9T13HIjMAn06qBzZ9GZ2OYXQ+11nDkPzhXQiYsX3YBVAzVJATk3k\n965EtaU6oEQyUsgiZUUHsChvGNh0YFRyjj8e0CNy5xF7VnlU6fU6x5o6Uguo8QhWeHt7s8vLyw21\nCYsbA4h4hWL0xx9/bJBm7DRh9uGGAUIEtZB9397f3zsCyAoazMenp6d2fX29YbLk8jo9Pe0IIk9m\nuCNnQsP3YUKEdf3UjA3VUIMB9H3ydbz9G+9comsncjr6fiOTWqpugMxrW4ciid+0XWOQe3193VgS\nhu/vOenvCnQyi3eJ5/bUPrM8oWG0aJ+t2vgUBDAqG56U4Zy+E1ZWbdnCo31BRAYVPOHldqD+skoO\nPRKoViodK2pEo2oCyC+4T2NkcpSq5CUVaQj563NtqdrI5RTdpw9BjF5s7bNEhEXP4f+5e+QUQVRe\nHUS0Tmn9QgPkDpTTxDEdHHMqICP1bKngmxSg+vSBkjI1k+syGxxEg2MwlynJQzqR0qgmOj7G15rV\nq/UcmYvrMfib/Y4Avb6+NrNNvzDcAyZYmGdvbm4+ES8QQPiCPj092Y8fP+zt7c3u7++7c3mHDfaD\nWywWHQE8OzvrFrJ/f3/vduGAWoUyRpSvdtr8/jzzO54jKkeu1/hdA2B4sWWUIf54GR0QD96JAgOS\nlgMTFH5n6pupExdOB3USS9BwuSD/+t7Yh3Xf4E0eUiTFIz2RVSG6H35Pleec1T+vDFqJR7k0lPx5\nfagnQqREEHaZYFKnPt3cH/F5LJiYfRZm+kzYq03A+uC7NiMz619JamZfuXv0MS1H99OZcu7+6u/j\npVVCElN5Mts0T3kTBz2ugyTMeHwNlBEmphi0lCT2MZ8D3tIyERn0fATxfN4xfh6Fp7qo+sn/+Vyv\njKM6i/ORd32GVP5YYeZO6+TkpIvgZiIG4L3xe0fHh60AcQxr6HEHDKKANF9eXrpzUE4gY2Yf7gZQ\nDbFEi26Px6QF5YO6dHl5aZeXl3Z7e9uZgtkU+/j4uGEq1XfBZh8GAsJOT0/t8vJyg3Rp2UZBHDxQ\nvL6+2sPDg/38+dPu7++74BfcHz6MCCTBPbFWIBNGkD5ue9Fkhoko1Fz4IDIB9MxeeNdQaoe01zFR\nK0bw+areelB1GemVWstS5+wamfb6NR7fIjXQ63/N0ste8e/qw6rBXtyOcUxdvNQNiO/BbZbP4f5H\nVT5V+3RMZiKo9ytFUx/AQ8RUBDjF7lFRhxI2/q3Eb8yDlwdV+KLv3uCg5JYboNmmHyEPnKoy1xJ1\nryNKwSOBKAsdPDV/ShiieyIIhAd/nOepoBxsEw3gKDeQQDZBes/smef1d8+/id+xdoY640VZsu8b\nygvEHB0kAiw0vyBNj4+PXbQvq4L6/FyGyNtisbAfP35093h7e+sIJ8CKmi6NFE2Q1a2A/RjxH75z\nrIxxhDuuwx/IGwgX74yC5zo/P++iia+uruz09LQj1PiMbeP4neWICJM4BLaAULL5V83hZh9uIM/P\nzxv1gE3k2qZKlKApkJqE6btHm+e84xyu3zzhU0vAtlA6iUXeU+MGyig3tqgFJVcGPHlAH8GEjPNe\n0udzH80TIqj+nD7yp+SSJ0fc7+E3Vfjw2TPxcnoeEeTvoxHAsSsiNyBP9WDMfWbDjTjKa8vnqr0u\nla8hyDVwrsS5jiI6lmvQrEjlnjGlXjI8gqG/sdnZUwS8AcED1CFco7NTNgN7JjNPgWAy6Pkd6fNG\nA7AHHpTxBz89pMEzWiawnu8j+7OpKR8qIjpMBF/o+1mv150SpeZFLkN9B7xXNoIzzMx+/vy5EQCC\n6xAFDPOqLpmC8uGyBFnEZwwQPIGBKvfw8NAFiEQBHEwEoXCyK4CZde/ky5cvG9HMKCuULeeH64zX\nxvg9guxhf1/kgf/MPi9RgTSgAHqm8n2AF0TD7YXP8ZTACLkJbg5qYUndOxozcFzrce6eHjy1Lzfh\n1HyziJED132kw0TWU/5UlNC8c9r8py4QnhroqX5K/DwRxftcgtEIYN8ordTAn0KJqlV6fmtE+S8t\nS6/S8PHoey4/0cwulQ+PoGvaUCO99NCw0Nnrb5wGH+eGWZKv1gOHEiQ2EUOZ4/O8pTrQkXidpPed\nn4lN36z4sNoD5UQ7CCYerPiliLiqcfpsHI3K6aufGXBxcbGhMELhAhFCmfAWg8gDkwaUJcgbiLfW\nJSaaKC+YSX/9+tWRQlYWF4uPNQk5sAO7Uzw9PXXHeHmY19fXjef2fF+5TuA8LIGjQQ945qenJ7u/\nv+9UTIX2B7gG6hvOQR0AQUQZI39KIjwS4tUNNl9hz2H8PT4+bqxDyIo155nN76wCe5j7pD8iR9G4\nySSbzzcr9zfOTeSj+3p51Pt6/a1npld1qwV0sqzH9Dfu97mfiqBth+8LpV3JnxI/JmPRRNlT+nDc\nG9f7uEHkxJQUmhHAqPJPhdS9aonW0ONm/SOBPXD+2f+t9KWnGjyQmy15fgZQSvgeOojk1EDOEx9n\n5UFVCL6OG6oqf0PeQW4m66l6jMgkzKRKTcRM8DwgLSY0UIf0D2XPAQy8Gwab5pA3BpvhmExxfjlP\nrJp50atsvjSzbvmT9Xrd+Q0yiQIB45kz1ohDJ48FlL33gPNeXl46RerXr1/28PDQXYet0/CeoMzh\n/icnH8u6YKcKJoy8pyueGYEdTHZA8JAmL+jslSu3GTwr8qr1g/0jQcKw9h8Hb/BuHHAjWCwWXfTt\n3d2d/fz5097f3zuyrj6ArJIo+YMCiD8or0zsvD7EM/vmJvNzVgWjSa8H7odBMtT0CSXbA+8dzERQ\n+1Uur9Z+lqpWtUSNwKEqO+ctlT7GCO9cJX+eSZnvHwlN+qd5VnJYAhUIImEhh2ofwFI1K6cWznE2\n10qpGws51SgFj2zpzJMroM4sPTLH71h/5+PauHi2mSJSTOZURSmRvVuQQM0zkPOVwzm5fYoZXpvh\ncuSGjoH79PTUvnz5srGzBAiHBifc3NxsrGmny5Oo2qcmPH5vOrtmkrBcLu3r168biykzGYTCBULH\n1zP503zAHApi8fj4aGafF0NmgPjBLw2+ZlBfeAkVfgeomyhL/Mf9EFTx8PDwibh672+5XNrLy0u3\nJzGTSwDlz7+zqZzXOeSBd7FYbGyhBwIIgECo+8Dp6WlXPr9+/drw/QNxQ/1lUo9zVI1mMzD7IqoC\nyBM0NYvliASb/reF1FjHEy+2dvBzcltQVyedCEekoFQhnBuGjJGo8ykyxv19jn94Vg60JbPPWyHy\n/UuREmt48ow6g3ORP9SnlBUJn/tMjKpaESs+EbhD95wiAa3ofTEnIjnVzLTPfbSymKX9LD3zrHZI\nXkfIKoanbAAss0eNw+sA1+v1hn8Z54+vZR8O73lyiOpuRASjAWmIYoHnhyrAgz4rgPC3Yh8qJVY8\nQIHse47EvIMGTMvszK8+efyMIEC8iDHvqsHEUVUtgP3oQNCgKuG5kRcc04g5zhfMqBzgwB259kNM\nbKDkcZCGp2Dh2UGSuE7jNy43VuBAjtUEBDJ8dXVlZr+jkaFmYo0/9a1DneC19PAesZzNz58/7fr6\n2q6urmy5XG74GoIoYls6s4/t9nhQ4oGKVWdE+3LQB5t4tey8gS41UKYmiyn0GSN04uVB/ShRNiVC\nAj97rXqWM222gPcMmrbX3krSLSGv0WRArUGa35zPMpM5Tl9NyTinFdH28qQCjLYPVjJ5/GXhBOeW\nTJ48VJuAU6QO50TfSxpuzQNEg2ufRjAnIjkmlAh4v5lt+jnwb2y2ys062BSm6QNa7jxLTuU/dZzN\nItF9cvCUQy6DUkSdSEQcuYNkgsF1HQPry8uLLRaLjd0eQNKQbmS+4FmkZwLBgI60Tk4+9ijmsuF0\ncB6eAcRPCSBUYR70QRRwDOUGAsNLleDZ8R2kQ0mt2YcCCHLCCmDqfSEP/H5YjY4GcyaL/DtMr6yo\ncTAIk0AFm5k5OOXp6WnDBMsKHJ6To5P5WuRD15Rkv0q8Ywc2H1IAACAASURBVNQPJnFchvr8/D65\nnKMJHepC1D9Ek8RSDJ385catqM/y+qHoeu5TzT4G/VS9GAslee5D/vrkweMXHg/hcc2DqoKs8rP6\nxtenrDu5vOc+K5TQcd7MbKONMNlD3vtMJMwaLAOTeqihhZd7mBIyUIroXodCJpV4AOpzqJ1drqwj\nIseytc7sU74WJff0kCNtUUejeeNOoZQIamfJ12HgZoWPTaXqaMyDBRSwnz9/2pcvX7q0QSrMPqJa\nzTbJGpe1+hzhXhp9i995oGKSz2YtNhtjvT4mT0xWUUYgaLgPyMr9/X23SwSUw5eXF7u/v+9IKu93\ny+8QihgTE3xerVafTLYoJ+QBgOk217ZZyWM/WW4HKCcOGlHCyCQf5QwyzYOCrsnIih9IJ/9fLBad\nMos6xhHSi8ViY/s99mXkwQekmxcjx3/+7C2BwZ9RDlHZKqkvsUINRd/xI7pO+011azHbLN9UPlqb\nfj1XDr13pC5p/seAZ+kpIah8ridasQVKz+f7Kon36l5NfYlEF8/9yptspvxk8aw17aM3AezTSBjo\n9Dxz0tQzHrMjmWTgmZX86O+MSAmOzlWzMM/CStKI8qImgNL3px1eNMtU8ucRQ0bUUDm/OC/qXEAQ\nocTA7Aez5j///GOnp7+3LYOJ8Pb2tjPzMQFkZ3wdkNfr9QYx0AEc+WTfQTa1s5oIsyvIhi7X8v7+\n3u3M4SlG6Oienp46HzVWmd7f3+3u7s6enp66PHFQCyY0IIysQOIcfQ4lZaxU4hyvb1KTKMoUpArv\nTusLgkbYVYIDbrCNHcoNz8KkFuSNo3AR5KJ+lrzIszeoLRYLu7297RaJPj097dwt2J8NdY/N87zs\nC/IPkqiI+oox+rqp+0/tA7g+ot4zUeYyjQbuVqSvtCy8Z1All1E7XpeSNz4XfRL6mJLxOqXAsrLM\n50UEUNNM3ZcnyFG+vOujSRBP/tEPcF+kVroazlJFAPuoH6XpASjg1tFKU4JfBDfq2oZS0mBT56R+\n8xqRdlZeo89VrtJOhokf39NLRxun9zmq/DmfkCjPXkP3ol9r7uMhpZBC8WHnfR4w+Ny//vrLzs7O\n7MePH/Z///d/dn19bRcXF120qZlt7JLBAxETK/ZhYzLD5I3NhRxBi++np6f248cPOz39vcsFSBXa\nA4geq3b8TEgTpluQGyzKDPLx+Phoi8XCbm5u7OLiwq6vrzfSQ3u7urrqSAxHQgOPj49dQAneSfTH\ndYA7YPhPcj3k/g3+fHgnl5eXXb6Xy2W3RA0riDDzgjg8PDx0BJ/VN5iBNQiEffJwLoD6zWb509NT\ne3197ZaKwZZ4KDMMUNjaDX8cgOLd61ChYgZPuPgYE0DU35Igl759jiJHcFqS6Br1zmxzhQROo/Re\nmibXYw648iwj3phSIoYoseTnSUEn50wIWXlHPeH/fYWzah9AVMycVB2hlEiwSawG21DMUogqQU0+\no3O9mUZpelHFzPnsleTLO8cjd6i4JfdTE5p+RzqpjiKqT9F9U2lxB62NvQV4cAYB5PsxQOJgegVB\nAOlAef3zzz8b1+FdQ6VhU652JihvLIbMf7wmHpMEXMPLquA+ubbAs1p0xlg3D88KCwIWY2YCxh2n\nTmh08goyiUEB57JPnM7Q0VFfXFy49YR9ZHVxaQ6W0TUTEeWMd39yctKpbN4+v8iHR+g5nwouHx5E\nXl5eukAglA2Ooa4hXTU3Q53sMxDNrd9uBa8t8eCOcmTyNyVUpEhB+6CxST63i5p84vzUcY/UqZDg\nuTmV9PE54uiJK2wB4rphtlmHeKzzhJpaTG4CbjlItkrfq1jezK1vfjwVsCaf3kzGg9fR1KQbpZ1K\nJ1cBSwh/7WQCg6jZZpAFK0zaeFMRXd67BgED9B165mFunLXqq6Zl9tEB5tQANrWhUwAhgPnz5ORk\nwxyoxIGVJy8/bCK9vr7ulELedgnEBYoUyoGjYLmz8/zvGHw+lFCUy2q1sm/fvnVq2vX1dRcsweob\n5x3PwtHIi8WiMzPDrMpBFR6pZIUL9UDrh/rRnp+fd/mD6RcR0theDkSR/fbOz887H0js8oEoYCZ8\ni8ViwySMd+uZlfgdqE8RlEiQeXYhANlF/tjszAE6+vyHCn0H/F37HFbgAVXM54JI2RwKndSzOl2b\nRmQRYnhjE1uUciQyynvJ+VxmkZsJv3udgHr3wPk15VVtAq41/eYqh9dReIUxBnh2Hylh0YDuScF6\nDg9CfE8PpY2oVCXLpVlLlKO0OHDEK6OUCbzGPMuDMM8MdSDWho/yVxUt9Uy4riZwBCSr5D3mygGf\nmfypTwqXKxMS7xl5kPfMCjyT9J6Z88P34MGKAypAAFDuUCY5LU0/8n9UEoiyWC6XdnNzY7e3t3Z9\nfW1fvnyxy8vLTglkn0M2cbKpGmXw9PRkd3d39vj42C0aDZOmztS5LLnuqcINsg3iC8LHeUCeoNIi\nWhoBL9hl5P39vVvuBwohky3kAcf0j9VBBg88bHHhOoJ6AXIJEovygUmed/6IIrL3GV695sFYyZ9H\nDiOgX8mdl8OcSKQHj/igjnL/EJE0Pi+nFnp1XBXAHDRPY8Ajoton8bm1bgGjr6aZy4w34Ezl/1fy\nwksqRDRL8STkHDAz52tadaRaWbRylahXCvXVYGjZabpsyo3O0bRwXSR/Q4HS5wORKlFJ8Q40Opah\nM+DcTDX1XJHCy6qQlhVfgwhVzhuTFdyfI0gBPUfTVoUoqos6Q/V8A7mD9iZQCpQ/m06hvr69vdn1\n9bXd3t7at2/f7I8//rDb21u7ubnpiCAPBkwA+RnX63Wnet3f39v379/t8fHR7u7uOhLHAwXUNZQv\nCB5HX8OPDoQI75HPYeUVhBbPjHORZ/YB5ehpDpxZLD4Wg8Z/VngjqLkJ5cKBCrgnAlY4AARBJ5w3\n9mUqwdyJSQ4lar6ew+SP31HfshijDFP1Rl04WggYfF/U+2iiz/2I1y+W3MebdJeO1a38L3P54mOY\nCKgvo/b9NdjecuoFqFGIUogKpcQ8OQSoyH3IZaQa5gbiFHjQ6+vfoPBUx+i9qUwdnafKGqCKS0S6\neUZXai730uGIUYVGN6bec2lH6s0omUR55cXl7T0rD8iaD2+Q5nuA/CH4hP36GHgXnL7u/oHyVHMs\n/0eeOF1+D/D3e319tcXit0/g1dWV3d7e2h9//GF//vmnff36tYuA5jx5agGXIXYaubu7s+/fv9vl\n5WVnCuXBGUuzQPkCgbu4uOhMpAiigHlUTcnwl3t+fu6u5WAfJnYI5mAiphHTyB8rcEwsVPVVcBlx\nXeG9fVerlV1eXnb7N+M+vOUbL/8yptlyrP56TGhdVx9N7ptz5caTWx0btP3we/csFFH/mzM3esdq\nx6SoDzf7mAh51hE+pv1Jad2oJYil+S4FX69jHJc/OISKGhF3qc3brAmgWf5FlTxsTg7uG9Ecpat+\naBFqZx18bo1DbEl6fRERAvzXz56Uz9CKnSKY3EFpR+GRpZyJVhXSVL1QclhjAjazDRKM+3kzWZhQ\nVQ1jE5ISYiWVEQnivDBwDY6D6GDgxznIs0fIoWqx+sURfal6x4MPypSfGYon1gI8OzvrVD/seXx1\ndfXJF9GbPPFzwKx8dnZm//rXvz6Z6aB2/fjxw75//95FyJ6fn3cRvovFovPrg28hFl6GSge/TCxt\nY2YbBBDm3oeHhw3fRDXp8kChyiCTMCawqjQx8eDPniKFACPeLYZVQs7XIZl/eaBWdZnfDXwmEUgF\nos6qOav9Sny0fUXkCPc2+2xNUwIaKZMeWrpk5axjOl5o36h/+C01LtbkvY/1bgpwufA77OseMEsC\n6Jnepu5QcpU9RQ4w6CEdHGNwh8v31HNqZmFzQERk2OneOzeVjplvvvauiX6P7pUq30ihROfL17LC\nk0OkcGIAwDmYRICMap7QuXtkVQma2ec2lDLbA0y4YPYDqYKvHXzX+FoEOzC5wvOBQGB9Q9yXSY3X\nNriMYYrF8i2r1cru7+/tn3/+sW/fvtmff/7ZmYp1kICvIg+ivF3a2dmZffv2za6vrzfK4eXlxe7u\n7rq2zfv/8vOiTG5ubrrnRCfNEdsg1CCxINfr9dp+/fplP3/+tB8/fnQKG6sC/NlT31Tx1b4EZczk\nBe8Yv3M9gUlZTdOcByZ/rFjUAvnia3lCUIMpzMvcVjmKHL+xeov6oEFbKgbgfenzMgHwyrZkvGTV\nkYWKEuWRJ2J9UEKs1E9WRQPPdcjLK2MX3Aw0j9pe9TduhyqIlGKWBJChBKIlUIheRxNV9hInee/3\nEiXTIy2Kob4imnaUryGEO1IAS68tKYvUgMCdpxLOKK+p52AwIdNzvffvvafoXC0v/azlouTRS4s7\nSwzY+D1lzkXe8bwgfUwsmABB1eD8sCLCEa44zgQWfxycoQvksq+cmdn9/X0XtPHr1y/7559/OpPw\nn3/+2SlyMCchQATbqjFp5WhaXqoFnSuUPpDHxWJhV1dXtlqtPpFtpA0i9+vXr0/PhOflnT5AiKEO\n3t3d2d3dXRcIwgqbLiKMd6MEEff1VD1vgGEFCGXDyqL2dZwuSB/KVc2R3uSCf1PSqfmc6yDObc3s\nc/Qvk38z+1RPIiLn9YEp8lcKTF6VbJaWLxOPUuT6Ye9cLtPU5N5zndlV5NRXrgOe5cabNKQwWwI4\n5ov07OeRSmKWJnZ8TkQwosGW86LpRUjlswY5YlZKuPW5SjonHvC9GW7qOrPNMisxtbeC57+mxxUR\niSzNczRopu6rnSSu8Uhiyb3R2bMPppq3mCDx0iH8zlgpQro6cIJoQI3zBlceYOEjZ2b269cvOzn5\nHU37119/2bdv3+zm5qbzHcR6gQgUQVQx8gUg3bu7uy744eLiwsysixAGmcSeu0yOOA08pzqxc1Q6\nqzFQiLD0C8yuTLphPkTdhzq5Xq87cstLwmggj4KVP33/XDZwR+DniOqNknyuCyBESvrmMHj3zYM3\nQS0hVaVqWuuy6Uv+GDwWpa5PEbScaFLz3JFI0Afaz3rpbwMtn9Gsx0LQUxZCC9WvpIB4gOGZrc6c\no/zprFjPicpNZ3klzxv5bvRFKtAhlwezzwOBPmv0e2kD986ZSglIETuvUyt9J2O2oahMI+USiMo0\n1bkzEXt5edkYVGAOBYlgsxfyo6SItxaDMgbFT8n/er3u9g0GcQIJ42AI7KQBEog1A+EzCDMtv0/2\nueOFmtnsz2SXiS2eF+3+6urKvn37tmE+BzkDYeV7w08MyuHDw8Mn9QizfFZoeYF+VuSGrKig5cKm\nzghaV1TFYQKMZ2BlYwghaYG+bVMnKKz+AWwOxrvh6GneE5mVviFlwX2TjmNDA3X02bzfa/tGTk8V\nbrPP6iW3yZp7lJi7a6/Ra0vP9xb594JBWPlvFWRVvQ4gKulYYLNsSjnLpTEU/BK9SFSz9NpznE5L\nBTBHEmueXWfkpeA8RGYK/QyUyPVjKHqlk5eUaRnpeJ+976m8TImSiUWqo47cDjBoMRGDGRPEycw2\nBjrkZ7FYbPiboWODszwGSM67mj08EwjaGs59fn7uCCBIGpZ9OTs7s6enp0415H2QEYjBW8eBROIY\ndjdhEof7MmE8Ozuz9/ePtfywnh8vPI1y4L11QRZ1UMAzMlFS30pGqcqEe3DdV/XYG5RT4Amw1wZB\n/jivuc9zg+bfI7AaNAPVFvUT7xR1xTPfe4Q5hynM5+oPDZTk0atLECXUBUTvCVIbubJEqDV39wke\nYZReH+Up9Sw5Ep5DtQI4lrktIkJ9BsvaQuGKqpUjR2B49sGEkGcoqecY+qxReiXPXetLUluW+O6p\ngCWmpCiPTAQ8xaGkrFP5j84fs/7n8tICuehb77658zn6c7lcbphuQRrYXw15QAAEmz3NNme+WO6F\ngzWYzHDQDO7F29KxcsekEKZRKHJQBhHM8v7+bo+Pj92OG7zwNfZTZuWcLQGsZJl9qKFvb292eXnZ\nLZoMggwyiLIEKeBt3rx3ofXw/Px8YyeWIao5K7NIB4pdTZ2Enxvyrj6irAKifrBCOHXg31Dou+Jn\n9hQ/RLF7/qcnJydde4lIUkl7TimqauGqtbjl+om+/Rer72b+GKATIVZM+ZxUXkrchyJiG4HTTI1R\nqfvxderPW3JdDaoIYI3vUg1UKse9zPpVolpVTQlgaUHqrJb/D3VMja6plaFz59TkLSeLK+nlY145\nRSipYymFzussagevnHJbms+pwSYkHryB3LZypWXEnRIGNu0fvHaEJVJA8HAeuzbwdm5mH+XMO42s\n1+susAPn4j8IoLdvMQDCyQsnc5AHFDre23a5XNrr62uXvi42zWWIvEMNxIDGeyKjHEEA1dyDdNm/\nkMklmx3x3Ig45gGxT//Tsm4r8cMzgqziuTGY7xr5iyah/NxoI1hGx+yjfbC/JsDb7iFNTp8nVFGe\npihDVrw91TOHFMFSiwGD2xcTLm1bmq62sYgElpqIvfOUsHuuAN69uLxS91fT8BBMSgBrJM5SslCa\nXs01pTMhj/Do4FuaH65Q0YyHz2vVuIeqTCXvTvOeSyeXp1w6UR0tqbueouvdu7U6NxTa6UR12HP2\n1+v42Tz1QTtQJnCRggM1COZWLC3CqgdH62owCYIbOG/w5UPaTHpADFlZWSw+ghqwyweWWQERxICL\nrc7YnAtV7ufPnxsR0DANAygPEDMM7lj3jYk5yB37hWmZalv3JsxcxiDjZh/1GESyL/r2qdwXqoWE\n+0o1aZt99neeW5tjaP03+2yJQsAS3A5YkeadW7DoNq+fyaZ0/o46VQIVOqK2nhv/vPfq9fGsbHL6\nHrzxjPuSKB+qAGo+ShS+1FhaSw6j31LXqFIYqbZ6PGUhKMWoQSA10qd3L77nmD4M3n1LEKmUNeXk\nmUdL8tVihp5TuKZIGx0RX6fp9FHukDZQ+pw5cukpmoqp6moKnjrAJrYITBBTz8d+euv1emP3CY+g\nnJ6e2sXFRadQsd8dfJ+wfh6I1fX1dfe7RhiD5OGYEkA9lydO7Iv1v//7v3Z/f98tuAzihcEaSsti\nsegWaQbBWq/XXR6YhPJaf3jmt7e3bss0lBdIJ8qN99fFDhu8zzOg75DJIn4HUYDK2qdfyx3j+3vQ\naHDOAyub7NLhAWW5a+Dn4okH+81ijUdMNthPlZcj4glSiUmwBFDRtW5ERDAiVfpuWaHuk1e2LCB9\n3JMXojdLK4BenjS4gn/zntWrl0PLPlJK+bhOhCJSWCs0KaqXgfFuUqPslWKI+QIYeyBOqV81506l\nco6VBpuiStPm66Jza822SIs7qhbPGCmBNe96THizWE/xSZmMPLCZhWfZcGBn/z0QQhAmvh6fQfax\nGwKWaOGB7uzszK6uruzk5MSurq42joNs4RosPYPvZh/1ismHmqXZ5/Dk5MR+/fplV1dXHSF7enqy\nHz9+bGy7BgUP5b1YLLpt0R4fHzfygnSZGLJfnqo4SJv31uUgEDaF4Xqk4ZmDhih9Wte1DeHeJfeo\ncaVBvRqqVG4DuhYjq908IUCA1MvLy8Zi4mYfE2G8y5eXl24yhHqPpYgAJQx9rEKRQqvPxf62tWlH\n7zMiXkrWWOXjPgl5Tql+nhhQmvfSPA8Bv7eUeui9W68vr3WfaLIO4BgDnsrMfdPYNrhRDVFE9ZrU\ntaWVtAVB6uvrWPJuo9ljNEjVEPKS/Hn34vvNBUy6kDfuBLijqF28VWfJSJvXmGNzqdnHIMhqIgd/\ngOh8/fp1Q/3jgQ7X475QKvCH6/DHUaoggDxoRbNrM+u2joNz/s+fPzui+Pj4uOG8v1gsOpKIgf3y\n8tKurq46sx2rNfBDxPIuUHxYpQTBZH9E3gOYF4vGIIiBFcQJbcVbNgNm7Jz5X989/vNnHnCP+A1t\nb2afVRu8LyyXhLUzoRDj7+HhoQsS4voNn1asP8m+vOo7xoQhNXmFCwXS4gkGtx0m5dwGtQ8srRee\nz5vmTV0g2BzMfYsuxRYB6amlYApo31NiJvb8CEugZuEcZrsQ9D6iRYXzfAz73odVuCEYyzwTVWQ4\n1IOgsMmrtLENQeSvMkaHkjO9YUDu6/eYKp+IMGAAAuFgnzV0QK+vrxv3Vif31WplV1dXdnp6al+/\nfjWzD5UB5Il32cDAiahd9rlbr9cbARyswHizZB5Qbm9v7fr62v71r391+frnn386E/R///d/29PT\n0waBwvItZmbfv3+3xWLRDc7n5+f29evXbp1BqIAoGyzYjEASEEkQQCh/iA6OFMAoAhQkEmnWWmeU\n8HllN7RNeekziUJ5RQFLc1MIWaEyS/cPPKlhn9DlctkFiDw8PGyYfqEEoo7B55QVRkAnAh5BQv15\neXmx6+vrT0o9/BOZKKkPIqcZmVJZSeRnTkGJJ6CmXl5hgJ8zAqvjUOTHhJZFjQpq9rmdeedFfoI1\n7WP2BLBGBZzbzHRu+dkneAoFHzfbj/IvmdlG55WQUu1EWDHzOhgQl+vra3t6etowbSEfvLwLQ5fA\nwKBmZt2+u5eXl5+ULgxyDw8PnV8dFLL39/eNQRFq4Pn5eUdOQQTVlAIVkc23UGaWy6Xd3NzY//zP\n/3SKIj/Dz58/N8y2uM/19bX9x3/8R0cseaDm54GKyoofm4KxDA37APKAjPeqgzFHlKo5CBOmVJ/K\ndSZqV541I0oL53vt1ZucePWGicZco4NrJ3+sJJt9rOMI1wZMKtQvloOOUB+ihYQBz2JycnJiT09P\n9vDwsEGeMLFWpQzHtX4oSeP7KUHMTR540ua1Ga77bJFQa4OCfZPN8iQ0hz7jCt+/5Ho9v5TUwX2g\nFDtLAFOOm3NBrrNjlFaqSH7vgxbK3bbKPArfb4Vt+I8Ogea3VJFkEyLnjQmFHoe5FuSPl2dhPzle\n24+vx6D3999/d2vjXV9f283NjV1fX38yBSOfOA5TLPJgZhsBIch3FFwAxQYKDAjccrnsiJPZ5oAE\nkgvzLT7z7iXr9bpT7X78+GHn5+d2eXn5ae9hEED4+/HCzyCFrKwibY8A8kCJ52YlllHTb/Dg7vU5\nuQGJr4kCQTx4JsyagbMFau/jqTBAauxiBVAnKKqwQxGHss6kTU3AHjgfeB+ol9yPMvFjMqjKIJ/P\nbg81/RqrpnwfT2nUes6ENAX2r1NfwSEoqSM51S/13kqVdtQZtjKgfy3BLNYB9JAyc+D3XUDKnOKd\nV5pmq/cwNJ2h76HP9XoNdyS7gNbm4hpTt+cP6CkE6Jw0EMRscxs0mK44KphJDPKH70yefv36ZU9P\nT/b4+Gj39/f2/fv3Tl3EPXiA/PPPP7vfEOHK22hdXV11ah4TM96FhNUAkERWHcx+m3jv7+/t4eGh\nC0hBnpE2++thxq3bekG5MfuIiMUfOmrk6+XlZWOnEOSdl6xh8ucRQX6naj7yBqPIsZz7F44S5Xrr\n1RnGer3uSIGeU6PieYPkmG29j8KYM9V55ItJIJcdjvPC22hn5+fnXVtglwuAlfho8WjvO+6P76zA\nM9Hi87geYLLm+RJGZcGTAlX++E/P1brPZcf3i0hWyv8wh6ETgwglkcYp9Vt9B0czAbdSnkrvdcT8\nMaROlKqjR9QhIpjRAKAdBs+08Tu/I+10dVcPLGMB5QqkEATRzDoFDIQJy2OcnZ3Zw8NDZwZD9Ozl\n5aWtViv7+vVrR/TgQM8mWJiUWUl4eXmxh4eHDVKKvHi+Q0zGoAqen5931/CABCKMLbyY6DLxNNs0\nr2E9ODwf+/2BtPJyNWYfEx32OUNesNxLDbx2xyZiVXr4fnqt1w8oSeXjqQE45SQ/13GhZrAvUa14\nAsaTKrwHKMN8/9xE0KvrTOaUuIFwMunSa8w+Fq1G24vqiGc+BvFjlZFXBuD88L1zqnKkynJwztju\nBF491zIpUW85z574wZ95tYESzN4EfMQRR5RBfW/0WNR5cPCMd54G17B5Dp2/rlf38vJil5eXn5ZR\n4QWRHx8fu3ty0ALuhd9xzt9//21fvnyxL1++dOZi+EXd3d3Zr1+/7MePH/af//mf9u9//7sjf8/P\nz/bw8NARLvy9vb1t5NHMOsUN6h7UTZBMJmUgd0wOeV2/9/f3zleL3wvIMUcE414cKazgQYwVPzbj\n8yDvkThFNICqMsqE2rNApCw1HKHNkZ1430p4eMDbdSgxA3mD7x4HJeAzvyeQPjX/YmKlim+qzPSd\nwczM9zLb3KubyZ4G5YDQPT4+bvQJSvL0GlY2eXUAqORwm4A/MMCBWGoeZkSKGuqV52c6BrjNqD+f\n1yYi1JLVIwE8YifQQj084rO/FuApgdFsWX1xAA0y4Y6UO3IA18JUijTW63VnNoXCxSYlnuEy4cT9\nsAjz4+Oj/fz5025ubuzi4sIuLy/t69evdnt7a6+vr/br1y/7/v27/dd//Zd9+fKlCwbhusaDMZtx\nQQSxMwjvEIIgDY7Y5ehGHoTQwTOJ8gZmVkd10eeUKdF7xxwBzed5719JHL9zXu5DAwE0CpmjMfX9\ne3lXog11FS4CXK+YNO0LGTQrUzE1gAM+r2YfJIhVtqhumfmBPNoOonyabUbZqsqsJldv4sjnsSLM\nPo9MlMw+zOJwK8FvPPHhdldCgnWtxrHqFMhe6h2zS4Y3sfbOL/U5VJ/OHGZrAj6aBecH790rYeiD\nbfsh7gOid6PgstYOxxs0uMPl39HJsd8PiBZMwkwM0dlD6cLv7BOHnTcwqMGsCpULJOnh4cFeXl7s\n5OSkW8D55eWli47866+/7Pv37/bvf//bbm9vN8y+ukQK1DeQvfV67RJAjazl35i8If+qoHmmIJQj\nk0v2tUR/y+XIhIxJAVRIVQBTCgyrL/wOdQDD70oucY2XN5Q3p4N3yWopgnrY5y0irlOQwKmIpk6s\nvAmK2efdMKDKwccS4Haqkd86EfTqBYPJEupI5FfG71/rDZNHjeblyYWagPlZdJmXHGlNkSgvIKQ1\nlIRyOzcr3x855QaRSqN2iaSdUAB3eYD3lJkhqCXhomW7pgAAIABJREFUqXNbBCPs8rvZJoaSZkap\niUB9d7zZaoliiOAMXpAWhA7EQp8P98J52A0E53IABQBSxG0IBAVbaYE83N/fdwPI+fm53d3d2V9/\n/WW3t7fdQs9QnJgIIg3eigt+hfivBA0KIJ8HAgtl6+TkY+mY6N2gbJX8MTnQGT0PoihTRGXzb0oc\nOD02v6mJN6U88v3ZV1Dv4wUO4Tub0WEuPz39vTuMpsXPYBarXS0xNH1v8Nb3x78zIedJQwood2/5\nF8/3jc2zDN4th69VEhcFdaQCTvC75pPVcA3mYJJUYhbltLXMtBy0Lk4xbrW8Ry2xK8WsCaCaKnYR\n3Hm1RIv0plR0dw27Xi4lBFMVBzX1eUvAsN9gRE6UaGJgw8B/cXHxaWkTkDA2rULVw4AAooioWKhn\nd3d3dnd3193n4uKi297t+vrarq6u7Nu3b11Er/pOcZAKlL+Hh4eN/Xg5iAUKIIgoRxgvFovOr9Ar\nbx7ouPyZOOAcKGi6C4r2KSC9/M5hEmalhc/nJUDY4b7U14jNcUr88JkHXfa9QvljFxSkgTqlhKXW\nB2pbKFV3UpMsr0+OAkfUHKr38dLm/6yw8XEVLXCORvmWgIka3i3aoJLhWv+8GnO6qqK7RADHIn9m\nMyeAR8wDqVnxYvF5G6RS8Ow3Be8eajLxztkFv6Fc4452Q2Boh1bS8agpWElb6t6eOQMLHnN+PHII\ntcrsgySAdEEZ9AgCVDuss2f2sY4aCCMGmaenJ7u/v+/W4bu4uLC///672/qKwWQXSuLPnz/t7u6u\n25MX98KzK4HkwZaXoXl6etrYv5gHPI7sxGCIvLC6B4VMf8PvIIkgcSB1+tns9yLbqjT1nWB7keMK\nfjc8uDOxwHdeSxJpsyo6lQl4KIaolEzIPBKo6eskC2lonfT6B0y6dOKhz9KHxGg6SgI17y3eq6qh\nKV/aqZEy50bHSyY9ObW+BEcCeMBoNaseMtMp7WTYjyoyq8+hsY+BkvKpfQd8vjph16JvAAqrUiAx\nXkSt2QdhgtkZiiETKTUjsRkX5/MWcjDlArwUy/39fUf+kB4HMHBdxG/sz2f2MaBzgAYIL9RFdaxn\nEyAGAewnzL5USs5BwPHHJl6Uu/oS8p+qeTnAnJ4Cvzu+pwcObuC2vkttmk25NVDfNBAlnRQAKENv\nRwuvT/T80eBa4ZmrNf85xQ/nQ90r7Uc8curdvxSsNnsmcSagUyDlj+h97nOt9/5q2kx1EMhU5tix\nTKdHHDEHlMj6fQeUIehDBCMfoZJ78fVQ/ND5PT8/b5CB19dXWy6X3ZqAWDNPgzGgOLy+vtr9/f3G\nPqs8eKq5if0Q1R/RzFcZEGXM/oogaEif04Ef5NvbW+d3yOWh5b9erzcW3cZnmHEB/sy+mBr0oT5n\n/A7UJcADD/JK8PRaRHHiHXqmzmP//gEd3KP2xOowH8vBO4ffgfc714tUhHfp7zyu81+Up1ZgVblv\nf+WhhMx51/QVX7jdtTBlzzYKeKr7HLFdRP4t+A1QtWifkOo4WwTq1IBVh5pr+oJ9Cs02J3xYWNbs\nY0N5kD8lgLyOHisqrOiZ2YbZ1cy6SGPOSwRVyUD0oF6xQzqWjlGSpH5XMPEC7CeFcsUuC/D1ww4j\nOKbLzHA+ecCFkhgpS4gCLoFGeLOplwcoDQLBcQ0AKCUwu6QIzg0lPnMpaDCHd1zBdbNGgWvt84lJ\nSCti6RG/qXxVU++wtn0cTcBHDEILclLaaPaN+M0Vfcq51bvxfBlBkt7f3z9F2PISEma/SSM6QRCl\n19fXLqhDlznhNcF4GRVVx8xsg3DpQOYtnbFYLD5FGyt4uzRW6ZgcXV5edufBn5AJIACVTQkV+19y\n2vycfKyECHumJqThEQWvjedcBI6IsW0yXLI8C9cFbS9QxznAS8ETocg30gPqoSqkqvz1JcSe6XVX\ncSSARxwxI3gO23PHkDyW+nGqGQnECGQI/oFMNK6uruzq6sqenp7s/Px8I6jDAw8I6mPHuxawbx2T\nHfaF0sAHNhcDSId3C1G/vcViYTc3Nxs+ffD303qiQTj6bAi+4Ws9s3OJwrBYLD4ppx7BZfDAO2Zk\n4xFt4QWdAGxaVXiBZZwm2ocqZ6qocX3FOoiemqe+hKl0cf5QVTSFqUlin+c4EsAjtoZI+TtUvyBV\nZuaKlh1mqpP0FCazz2uJQRFkAghz5tXVlT0/P9vl5eWnoAtdxobBZI7vo75ruiuD2ea6fuzDqGuR\ncT4AVvXw//b2diOql3/j/Hq/cV6xt6tnctXnzUEHfgy4rI5gqzEokxwsE5nLmJjuKsYkFWOm76XL\nxC63KoDWbQ5mwWdEvKfcfviPTbeat1zQSU7Vbl2OUVpjmLM9aPsrwZEAHrFVeDO5aOHSfQQP/jmT\n2NDyqB3cI5T4bEVmHe8+3GGpmYZVNi86EYEXrABCpYNacHl5aZeXl59Ih5p5U+UbOXurX5NHjLhM\nOA3e+o3PQxAHjl1cXHSmZ1XrmFxymXvO+7qeIOelhnjxsh74zsu3eAORKqJzNaGNaVqNfNC8+9X6\nq41NOs0+1DcFL9dj5m+LyCRwtVptuGoATPiUBCJdpMMuHEN8w1Ev+1pdpvL7Y7S835EAHrE1oANo\n6Zy769ABesplC1oi14mu1+tPahyO8zE2Neq5JUQV515dXYXnsH+Q5h+qh65n5w0c/GxsHvUID3wD\nlbit1x9byWkd0OP6HPw8Gu2LtFsQHKSJMgAJZ7VTgz/4HXJ5TEFcjmiHqM157UEDoDBhwxJC3Neh\nTqGeYP9jXhgc6WPChzQBHkNqlbBDrYdHAnjE1oFBJGUaOBSoyaLUV4o7T0Uticx1nCWEXZf98OCl\nwc+LQcAjT8gnR5Z6vmzwe/P84vg8T10sAS+A7QFL1ET5xzqGgDcQgQR7v+HevMSN598XDc58D/wv\nGThBLnn9RURU8zqODPX5UjXw0Nu+h10hJqkoW1aM4b6hBBBED/tDY71Ms4+6iSAwVRX59zEQmbj3\nAUcCeMRswE6/u4LIdJDqtFOO0VCagNKyiEwRmHV7kaseKSrpRFNkk+9bck4OqU5XSRE+ewQopZrh\nXD6eekf6XKl3xM+ozvSIbi55x5HZFEpHjoiWQv2movJXMx2rNGoS5PfBqizKeb1edyZBRGqDOO8C\n+dlleHU9FfQRITd5ZxLILhroS1jxM/vwheUFqzHh4PuVTlhq1cCSc6Y2/Y6BWRLAfWv0u0Rotg3P\nF2kb9YHN04DneI+8la5lBnjkZ8wZprcG1xB1oUVec2mU5o0HrNIJhPe+tO55BMgbHHPPwUuhgPSx\n6pV7Th4EPb+6sVSiyIGeff74vyp8PJnR9QbxXDxBYfLJ2+3tUv/JZnbvnWj93PZYl7p/6/6Iywbv\n/OXlZcOlAJYDJv8oMyaCXDeipWb65K8EKauMuj7MHbMkgEfMF0rMPHWlT6em65NpeqXKxFgYYxDK\nmXdrOrSpyqN05ltCSnLp5Mo8ImccCRwhpwjinMhUWrKbAMgewH5+/O5z5QQ1Veu9p7KlUFKHS9oW\nE08vspePefn20tOJ1LaJ0RDkTIb8zqJ1Etm8jvO4jDhtb9LsfR8bkZKogB8gn4dn5Sh4LKTuEUFv\nYh4tVI17tHKRyVlAdoH4AUcCOCLm3ImVEpqcKZOXn2iRnxLT6Rx9MWoaPc9aU2D/lhLwQItBlJU/\nb6asikTJc9Qqc32Ry0tEznQA9gZLjzh56qFXL/lYbhmK6DgHZpQQLm9wHWOgUdLrBXWwqwKrgDgf\n33k5HC5vfi+crueiMMe2PhRall6ZsyKm9Y3bMfe/HgH0Juw59Gnf0cQ9RYJ1aRiYguHrB19APDMT\nYK/uc1usWWdyrD2CPStSLWrH1lrOcSSAO4iWxHLOJPWIMhLlvcOUMqREkAMp5gxP8fP8JVkxyEUQ\nezsUaHoAD0B8LDV46ECk5+YWT8Y1nvk3yvdQeETCq4dMAvk7/2k6nmuH+mpyBPPc6+QcwEsJpVTA\n1mVZQyZriTxPcEAIAQSK4Dezj0l1y31+a/LqfQaGTGT6tOsa0jhrAjjkJZYW3C75lwDHTvGIEuT8\nkXTmq6bJCCUDcwtCUhMkwv5/ajZKQZW91LXRtlcp05Oir78SK4bwk+Jjuh+wh1J1F2WJ7ykVR9U8\nNQuzyXy9/h2swv5br6+vG6SPfQH13jXm7l0BLwEEoB2yb5yqSX3GrbF8RVvAmzBwPcE6nyiXaGu4\naJKGe+gxvVeEXHvdJbMvY9YEcKivV8m1uxZ1us+oNaWNibl0lCWELLUfp1nZosw1KGlXucGmxIRZ\n0umq+qEDpOdbFeVTfQd5IVoMOmp+0ufU9+U9J8xeNVACECkNKZQoESBeUZ3SZVuYKPLC3Nqn6lpu\n/K7wO69bGD3LPpHAGkJWOk7NmeR5UH/AFNCP6bqW+My+kV55MZ+oDdorWXNUUcpftunmUEUAhxIy\nDynz1RHjokVHMXVns6t1w/PxKUFJ+Y7lw5LC3N4DEwj+DqhvEBMcHhT4HFa08JuWc85Pk6/nPEQL\n2EZp8H89XoqSOldismNTra7rhu8530hEgGLwZ1P4NgnMNvwOI19Ws7rJm06GVEmcE5j4eZYIDynz\ndonpd6x3WzLxSk12h9b3Ic9URQDZ2ddsWMbnViGPqEftLGrf4A2WrdbRw3lDkVMEuPMtCUbANTmk\nzMSlHVbkH8cDHcooqouRD563xlzJhvYIbPAG5Vw5p75775rrl9aXMUlKCQlkkqFb4YEEsqIKHy2c\nj9/Y6R+E0luzcl/hvdvSfhWuAGZpZVuPe+fPBRHhzfmEpibV25ysRu9nKFLm7L3xATziCIAr9dzU\nJ7PtLE3DyJEyXkIB371rS56jtIMZOojX+O9530sJbQ4oE62Dni9eKSI1T30SoR6Umm5r8+FBg2fY\nGT91f/ZFZN8/1C/s1QygPi6Xy84XkJ9jG2rcHAASFCm/AOplH3IxN1OxN8HBxEHrRd809wmt3t2R\nAB5xRE+kZmEM/a2UGLXsoNV52mx6Il3i98fIPb/6AI0xqLGyoAEnOJZ6phKyHJmrU/5+KQwpAzwP\n+1J5gRgAB3zw/dm8Z/ZR50EIWQlcLpcbyh/+dNDX+rvPUN/UyPWAA0W03nCd0mVU9B5TIXXP6Lc+\n5G8O4AlMH3Vyiv75SACPOMIBD+wlJtua9RCn6syG+owNxdDBukTBG7ssI/JTqrbl/D1VcWUiywN2\niQKYwxCH9EiFTK1pWeLLBgKDvYz5z4uOLYl23gfo+n/aH+F4Deam+uWAusEqoD773J9nSDDTFM92\nJIBHzBoa/bite7f0WW05gLUsl1KFrpRsjN2BwQSrgR81vni5PGrELisuJSg9V02juSCMvighrDlV\nQk2U+lvkRqDBNagjPBgefcM/wP0O+/uV9kdzWuGixpyvpm8lf2oW1nqjrhpznDBM6ROYwsETwLEb\nyFwaIGMOsyavYUY7UsyxDD2k1BOgNABkDLQyn82lQ2VTbLQMzFB4QSQlARylyPl5RfeYog17BC+V\nX10eJ5c2ggp1uR2z3WnzLdDHh9RD6aRrTsTQbPhEO3pmPu65LuxToJG6SpRiKwSwr4TdGmPef9vP\nlkKLvLUOXd91h91dyH/NmoJASslJoXRtr1bwloFReApnzSCgPmhQ6lLvngflaK0wvh4kVn0CvQnR\nFAqr+vh5voHeZK5UefGeYZ8G5hLkzJmpiF6tP1w3ovpmNg8SqD68DG0TrP61Wn1i10ziY+DgFcBd\nw6FX2CPGRR+SGGGoopHLy9TO4eq3w2a5CLyMTERKI5Kd8wEca7u0mvcGIugtuO0p/LxwNJs3h0R7\ntsbU0celRMQ7z1v43KsX3nekyd/nBH02Jn5e/Ykw9fvcJfQmgHOsMIeAY7kfwajp2KasO7kFkktQ\nqwSV+AACtQERnjkJA8vQ5+SBzks72s1EAwVK7sMEzAP75+nxSOlM3dsjfRrk4pG+KBp03wdyfb7c\ne43KY71ed7uylARM9C3XIXUfi0Hjv1fv2D0AEePePXHOvteP1jgqgEdMjkNtpBhE+5pehpiZpzb3\nbGuiUrogLMhELuAhtYwDfuddCJQQlqiEXh6iCG5E3fLA3kfFSRGHIdHXSiARzeuRED4X53jL4TD2\nkQRqnVWTbkR4+PeSfqW1f6xZv76cr9HF3lkFjvxMD30DgpY4EsADxbEBtUMNMZvz4AWyEg0mU9eZ\nEgUw5aOYy6+nrkWIztOgHi239Xod7mii8Eze6j+oawNyJHSqvPqYVnO+jamgJyhQ3np+KDOO4IxI\nyT4SPkVp9H0pvCht/uy1j235AyJfq9WqWw9yyCQ5FfixbaR2XNqWD/mRAB7RC607jCi9bTsqzyUP\nHmpm9CUdTG6nh7lNGvoGGYyRDzXLtrovEz0A75sH8lQdYNNYiiTiHCzUzJ91eZfc4td9tgxFuali\nOLeBvCVKXAi8wA29hgk3p5uqj3P0//MiyUvfP9pBCQnc5jMPCXxqTR4nJ4BzqmxzyssR88QYdWQX\nIoYVteXQ13eJr88FgeQ6zRJzZo4QlbwrVlu8iN1cWdSYiVEuGiCSIhKpcvSIRETyuDw4ChjPyNfC\nt8szo8OEzfsy6w4gc510TQ3PPxSfoaQyKVR/S1X0ozoyh6hggOtY1P4itwm0jVzfwBPakpUPWvTZ\n0R7iNSghjzXv8UgAR8RcGtTcUDuj32adURLAea9Z9ww4lMEt94ysMvVFi4jlnA9gLTwfwFxZlBBV\nDxo0UttOPKf5yGwIsJ+jFyTDx0ECmbBicEYa2AUEhObk5MTOz8/t7OzMlsulvby8JNug5q0F5q46\nap2KSI8uHs3YxrqSKajvKAd14PnY3SJnKvaCabTvBkFWYtZXofMCWMzms+ydh4M1AY/5Mub4ooGW\nedtlIlM6y1NzloejU3I9SgIwhpA3s/LI2KHImdKG3iN6zpSZNeVT512v98upMDqRAdlIkTP1OVN1\nUAfKVLsqCZyJEAWXzAUeeUmdx+Z6VmP5N02jVqWeEpp3Vpv1HI4QjvyWpyLzWoa7sJ5lLwI4p8py\nRB1avLttvX/PzDW2Q+0ummv3AS3IW98gkpp8MFkqIV198lByvqpkEWmrAQZemBGVtHuELnUfvA8Q\nFS9/OD7m4DmEPI6NGjVY1Vo296rqyp/nCiwHw+CAFih1rAKWvkuPCKoK2Ae7QPJS2JoCOOeKOFfs\nuuKW6tiiwTxnujhinsh1qCWRsRgMhgzOQ/0Ic2DlITL5tCYXPJhx+0hFEfcFqzGp5wDJUCKqQR1m\nmwM3zmf/P/3PaSPNuRC2lkiVMZtE+7zTKKBCfUq3DZA8NQkD3N5S7hZTTdxbbK+5TRJ5sCbgI4Zj\nSGTpFERujHWvjihDiwF6aOfad7DUNHLw1mQDSjr3PkSRffGivLYgStFAXFq2qhKymogBW5Uc+AXi\nevYZ5CCHfSOBJcFCrIABQ/o3z59zDoh8rVumPyfSW4OWhHFSAjiXAj90lL6HyLzqrXU2xv097LpJ\ndtfJaGn+5zagTAFvyY2ayL9Uu/DWAVS/upKBpE/988gfyIge86CmSF7MmqNZz87ONvIIv0D2L9Ql\ncPYF3vv0gOf2ghi8dTz1Pc0ZnqrNx3LPURrJzJMPXqtyV9Cy7h8sARx7IJ7TszK0kfSJQCxZtqI0\nHUaJP9bcCFSNA/Vc60RLYCBr0UkNIZGo16UDagSYJktRMkEq8WNNnY9jfcpnyARKnfFLPpuVB12g\nrF9fX83sc9tSNXHfSGAt2BcO4IAQNbVz/6mq8/v7+ydT8NR9LfsAIvhI1WKOatYIZ44S9iJv1X+V\nA0h2hSS3RjUBPIRBrAXmXE5DVbShHQMceseAEtq5Eca5odT3kjtWjeBU1JKmCLuqIuYCMJTYeFGO\nNdhWHY+WZulDAFUl3DVVZghamCNz6hebj5kcRQry6enppz66NNJ8KLQucd410IXVYlWh2WcycmU4\ndGzFB3CfG/Y+P9scULMwKM7fRxKIzoxnvVNgynsNnSRoROEY+Si5hyoMqd0Z+mCsdxK1qYjgpdqg\n57/H1+FajgKeo+J/KPAiuvX98vp8fI6eV/MOoQKmJhQKVgNZFfTWOiyp04c0hh9kEMguvuBdzHNr\n7OPsre+yD3NG34hvxlzWJsupM6XqDUgkiOAu+LJ6pvwoIIThEWbPTMnpsZrDvoKpvB3xG14wECtl\nfRTGoRNnfsclO9HwMkIggZx/Vfbwv3Sh9QhsBtZ8lGDX6+FBEsBdxK5XtG2gxKm6JUojRneFyA3B\nHAgOthgbgpIdTWrSwPlzIbgtkQoE0WAY3mNYd4UBKfR8hPetzFoACliLrcaGotY31VMazTb3ucZk\nYLlcVr3/Pn1QzTX7QBYnI4BHKX9/sA1SpRJ/Kj9T5q+2wzji8BCZl6LBb1+hKmgJeAHqOUwqdhme\n2X3qSXKEiNzDzAxF8OzsrCOE3n8z+6R6lpiQ+xDnfSCLVQRwDhVlF3AspzxK1TKA1wYbghxZPDoK\np7FrJHaoHyHWqRtyD72e/eFwj33oM1os74SywKAelc2xjW7CM/tyGXEAiJo7h7y36D20WFtQAzi8\n3/kcrjPIQyq/7EddShb7opQs8iLXJRjab0xuAp5DRzfWIJZSqY7w13mqgXcdL3Ng9tnsu1wuqzbj\nPg4s46K0fFsF7wxtiyUTgpqlZnhR4xb5mwNgevSIsD67HtPoTA0oOCS0MHHDn1LrF/e93jJF0X2n\nMrvzlm/a5qD+8taEqXRKfUf1HtFEL+fz2rKe9h0b+7abg/MB3IcOd5vY5pIT+Evlg4/XDLJKJI/o\njxamuhbRza3qaioftSY0XZ9t18GO+3rMO4ffSbSjBcqU/xRjKzZTYwqipSohq4VAnzwo6Rqi/iEA\nRP0ZmRRGaqDmJ1emms/o/FIXoymJosILkinBJAQwKjCufPvSkMfArpndUuj7nofMjIZGpB4xX5RE\n+KXQUiEsTYsHN6gb23be74OUX160yLuuHch/vMtJahHofcUQn1BvZ5aadNSUijSnGns0ahg+f0z0\nIQDMta3sAlFUNCOAqcbKs7ih24gdMT/U+vONkf4Y922NfR7Ean0ncwPLVCri0MHk7e3NXl5e3N/w\nvi8uLsIoxwi7ugRKihQywWFCiGvYjytlqvM+7wNSKk7fQLcaIthKhWzh/8fQHUF0QesW6U9JKlsQ\nxVblWx0EkquY0XXeufvWgM3m3Tn3gWem8Rxpj0hjX1RcNsN7KK0Lu1Ieq9UqGXyUKw+ck3pejwxG\nadb0L3xun347SrNVe1e/XY3cPD093XCK33drkRLjEpS4woA41UbHzgG5QBDdBq62X2lNVluihCgO\nzXs1ARxCcOZAjg51D2APfcjbNhS1vpV8V0hGX3Bdy72XVmUxh/1Xc36gNSgJ8BjaybZ8N6m8pBZg\n5l04FouFq3hw/84RknpPJWuct2gbPDbnRddwHr3z5jpQbxMpE/xisdgI0MHuKuqDyuXt1YucMhi9\nl9q2o2TPCwQpyU8pEdT8td6hZwp4eZ2dD2CEqWd0Y77YOVaaOZk/p8Ac30EflLaH0kFxjuXSqm4O\nJVclJuKhpDd3fWoATeVL4Zm8PWd6HvjU1Jpy3+Fjas5VlUnrJvIVkQ8l9Ww1mmP9HQOt1SgN0MH7\n5WCc1Wq1YXbHOTxxKCEULQNBUs9Tan2oJYFTBOHMEaMTwEMs1JaIyu/QyF0JagcLrwyn2OA8Qsk7\n5XNa7XXbUlGbEiWm1xxyvj991Q9FigSWkEz1oV6tVu55+sxe2lDkkF6NkozrOT/wz8JnJhxaPpoX\nb2ccvBO+D5uJjyiHEn3UZ4+se65aeKfq49/KpYABXzwsY6NqpU40jhiOg1sGZlcQLeh5RF1nMzZR\nbrETyJB1EUucl9frdTHBmAK7NClsUX9y7belWV0nBbr0CvKjypvZJhlmUqfIvT/Pn88D7/IBYOHt\n5XLZPQvv9jAHF4S5Igoi6TN+qC+ipqcTI55UtAQHfWByAVJYQgQPVdkrxUFtBTd2RShNP9dQuPHN\nodzmhqkadOsOrXV6pU7B+9gBlkyMpogCLsGQ955aN09/N/P3P/au42MpdW2oiT2l2nmkQU3ATP74\nmuPEuC1YZcu5BaSub5GHKE9jBIKg7s95eZkxsTUFcBv+f1MRwFKCt2vYBpEYq6yiwXSOpvUoT+yg\nn8r3rjk2lyJXN0oVghSmKDf2bdL85hQv/R2L6DJ0YIPfl3dd7fNGwR1M/Dw1Kgr4YLKHoAU1BQ9R\nAufu7tDKzO2pgRoJrO0D9bBPnR9KoPS985aA/P5Lou5xXu07ZlVxH/tLD6MSwBa+M7uCEjNbDeZY\nAedMAL286aKzOfTpNErv0WoW7TnW59DqvbVqs+ho59AHlChcU9T7yKcPeUiBf9c+yCNLvF+q2e/6\nwfdn4lUCDergqFOzz2oj8qBuLviM/CEfY5C12oneXAljKSKrUmrHDYZHFr0o8CFtRf09sY0n/qNO\npDAkEOQQsdWdQI5IY9c7nTGggxfD65Bq0+ZrdRmCIUhdr/cpuRfP6nNIdZpeNOgUONQON0KqPEDg\n1DkfSC0g7A2CKcUR92sVYGS2SQr5GP4jD/BXZPVnLmrMVMssjUlGOCqYA228OsLH+Dp+X637Do1Q\n574wMg8f/QCH4WAI4BzycEQMdSgGdB2yVqb8PkraEGxT8dL7jh39HD0nKz0tkJsItKgrKXLVCqXK\nLwd06DvUKGEACmDk1xUFgaT89iKwPxW7U3h5W6/XG9vh4TwlgJECyNHHc0BJHzLVhF4JT43Z21tq\nJbpO++VoKZ8+QJ1FwAf7AI7hB4g0Ds0PcCs+gPvo/3dEHt4yA9E5uWM5TE3wUti2w3rN80d5LW2z\nJT46LYKbUkowo2W7H6segQyV1NmSoBZPHeSBjRVFJYZ8TrQoMBC1Z3zXe7K6wxHCTPLe3983on9r\nzdFzRs5PtwWYJJWmqYrwUN9a9TUszQPACjTvolqHAAAgAElEQVT6E534lJC1ox9gHqMRwEPy/zsE\nDG0MLWaFDM9McEho3TkpcRuyNM1UKDHLTZGfluY/s89+fDX1O1J7eDBWf2X21QPZKl1eiPOdAis5\nnE9ATb4e8dtnX61W9TRXRqkAEORDlVklh5HZmNFSDeS8cNol55Zin+tWCqMrgEc/tnrMcebRyrm3\nFFMreGOaQLe5FmHpc01J3FrU75Joxbkso1RStjnltfT9qFKiEaBeWp5S8/r6ajc3N0X3VDDR9I4j\nXyChStS9SGA2+Q7tiw5loO9TVjw5gAqnpE/97zxVGKhpg6rqeSZffC9Nt1SNPKR6wZjUBIxGPnVB\nz5FQHRK88p+TibYWqfo71bOoitManlmvRG3lAeFQ2t3Qd+75XaWO5/LimYCZZKl5Kzoe1S9VB/v2\n5+wzyADxSPkAHpGHtsNU3eDz+Pq+keBD8oy+BqZgJn3qKoHn0KjyvpO/bfkBbqvPbE4ANZIntbzB\nFA+7q/4ju5hnxa4RO7MyH7ehiAJeWqXfB15n2Teqeh/q7pTwytmrByVKb8ng5/3uqXaRH2DpxEPV\nHLgZcASqV6d46Q9vW7ghOASlRyNpcczss2q3WCw2Ai74GoZHBqcoRy+AySztIzt0wjClH2BKTfXQ\nOj/VBLDkpac6iONsrgxDZ1Etoy1TGGtRzjERRcH2UVw8pAhedN6Qe7RA3/RKIwaPSEPNXPhfOsiq\nmsOBHp4vpLZJ75zX19fQ1K6Rvd45ni8jlB0mKW9vbx05xN9qtbK3t7eN5zhUf9+h8EggwHWAFwjX\nQJ6ofyhZHzB13Mun2eeliNSFgRXBVFqlYw8mGNuqX54SrsgRxD59eBUBPHTH+ylQI7lH78Bz3h2K\nXVLz+uS19Joxyd3c21TJshtRhzvFcirbQsk+yyVrlbV4/5Fzv0IJX59JGvZoBXJEkccPHmzxG6uE\n0bNpWR+ColeLmjLRdsmWO00D75vV2Kit9/H7xrWRHyDXH1aTS/ukXfcDzFkAVPUtQTUBbBmtNAV2\ndbCJyrm2guaev8Qvcy5rI4058SjpsPrW2W37DJbcI7cGXAn543NLZrNDkSNeJSaVKVDab3r1m9X8\nUtOrR7a17npEKsqTQqOV+V2WthGYl5GG3me5XHZmSV7yxwssmfvAvYtgtdZTlYGUb6m2v9JxRP0A\nUQ/YNKuTCfYD5HwN8QOcwgyM5xxah/tOsCcNApmajO2iL9IYHRlXjrl3lNtQl7mRt1budkU59ciF\nvovUs8y9Xm0bJeUTEW+zcr+7yNGf4Zl7vQWklciryRiI8qZkgPOjO4PgfA38wODfMhjkEAjj0GeM\n/ADxnwN4oiAT9t/DBKZmWZjUeoCeT2nJM6TAk4maAJhdxlYWgj5iGmAGNQQtGoG3JtnUHXCK4OVm\neSlT+y4NJFF+S9fLSw0KQEl9SQ3kpWVaswTEXJAqG6/8W0V5qyuIKpL8/lXd42OppWQ4Le+7PgsU\nQFaa+L1D9cP1TBx2qc3NCbWkxttDum+6uXem7mUg/al0cn6AQE0/sG0/wKnvvRUCeAjM+gj7JMuP\niVLfvAhRw9sVBS/CEL89BjrbXFrcGaccx4eiZh2wOSNFbPoMCDzp04Ex8gn22mmUrxQpZUf2HFFc\nLpef0oKiw0ELi8ViY1kYzxReW05HEukjalNDAjuQLi82bua7DfBvq9VqwzcUYGVafQBTfUKpH+A2\nsdcEcOpCb2kyACJzyj6j1IdQURuFVYohzsX7gppnV0d/D6y0ROeVKnNjtLt9Rsp3x1POFZHfYN98\nMHGrfY8lRBH1Y7VabUR5chpKAPWznj/XAX2bUDLRp5z0ejXpliwLo2ZjwKv3OBd1h4mjRiWzcmxm\nnyKGOd0+4EnRVH6A28DeEsC+0Ggj/Q2IOqR9RauglBL0JXm7bpKtMVOUpl+6TM9qtRpMkqck5YdI\nMlNRtkC0bIue4zn0MzD4tQ4AY0d+qDzR/fEb+wDmzIJHtIUXlevVuZTCZ/bhD+j5W6cCETUQhJcQ\nQl1aLBYbiqFOZmv6im0HFU1978lNwHMhTVFghBZ+pPrto9IRye19K2SKJA8x2e6Smjd2Xkvqawla\n5FM7dEXrjm1O9WAufUHpABKdA2KI/6+vr+GSHyBpfSZq8AFUhRp9EIgG97Wpex3Nup/RqkxS6iFH\nsPL9okXEo0kFv3dAJyFMInWB6FTePR/Y1LVHArgn0AoVfZ7TQDIFSgfoPmYgjfzbd5PtmPlMrYdW\niimJSYn61PJecyFdZuPVgz7tr9RUb5beOYRNbCnzNLdxPQ/LuQCoI/AX1DUL2deUAwHUTWEoDpUw\n1pqCU77RTKiUsPdJk5U9s89uBKwysovRYrEIlzXi563tM3g5mLGXQttWfZyEAI7dUUcFpwSwVSc9\nFxUzhzGVGC2DiOiVmKPmjqnyuAtlccS06FMnclHW0X1Skcily8vodyg1/LderzeW91AyqX9YC3Af\nrS5TYqgfoB7zzL1qDq6pi0rsFJ4PIu6FPYP1vn399pmMssI5BaYkg5MqgEMKsCSScQr0VbSmRMqn\nohTebG6fzbZzz98Rn7Er72xOpKW23fL2YKltwTSKWJVFHbCxR7wu86ImO1zH5K/FAHkICmCfZ/RI\nG5tzc6Zg/qx1IEeiOMIbCjEvT7RarbqoX6wpiHqh5A/1iyPIS4ND+Dm2gb0igDUO6xHm1NHzzHSO\nqCF/KbWOO+vSezJyy0BMiZQSqn5IR+wGdmnwLl3Pr0+f0pdcskM9DzjsWG/2ocrooKTEDfv54jlw\nrvrwaR5wjfoCnpyc2HK5tPPzc3t5eTGz3/6Iuj7hLtWDbaBVGfG6jZ551fuOY+y7ZxYrg6gDWBPS\nW7oFbgE8KQDZw/OafUxIPBeGmsjefTcDT04Ad4XoRZgr8WN4ZeypdzlHWC/dlEmAMbWPVk3ejhgH\nfU2PfTCX7Qlbok9djaJ5S9oeL8SMa0D+cIxNYR5JU0KA33CtBnuoIuSZjdn3EMdgBub8Mnk9tvNy\n9PED9Hw2Ac89IAoAKQnk4fEJ16A+sCJt9kEIOW1VkaEkqkqd60MOwQw8GgH0/ARS9v0W9zKbhqDN\njQRqB1hL9rz0WDLn49vGkejNF7swgdtX9K3/UFHw7nidNQ7Y8MAkEGnhuNmH+qckEOY7NfXiWrVi\nsOKzXC43ooWPqEMLElOShtYJHvsj4sVjlZqR8Rl1B6ZdjQaGLyD7IbI5mdcL9AKZ9DsrkUx0x+YA\nO0MAo8haRYvBYdsNnv1RtgWvHJX8lSpvKTK1bZI71VIiR+wO+tbJPm12l8ksFDOzeC1Tz0wLYoVB\nFAPe6+trd72Ss5SiwqoM+5HBXMxqkFfefGy5XNpyuezIIm8dN6Re7Ht/0soP0MxfUiUyAeskQNPw\nlEDP1UDzBT9ANvvqbiC6zzSTN342rB3IinRJ2XhoRQynrpNVBFDNAB74dzUR1NynD6Zg5VOhDwFK\n5S9HHLeFbSp62ya5Y2MOwQdeGadMQKUY2wQ8ZvqtzeEpRMqGKvyqzKCv93z0eKD2BAAexFKDvWeW\n4/TYlHx6emrn5+f2/Py8QUj1miM+YwxS4bkA4LjWMW1LnoXK7LPiy3nHfXiiAmBy4ZE+nO/dh6H1\nWM/Jma9z0cZ9xpopyGA1AQRKO6vU7PvYcMdRurZN9moaybEO7A/6LAp8iIjKqJR0eoOT971mAIIS\nogMhD/RsumU/PSZ76hPI/lmqLHH6+nz8Z/a7bJbLpZ2dndnLy8snP8E+OAQFMEJfP8AI6ttplh4H\n1FKlhE+Pe2ms1+tOEWQ3A12f0JtomG0GIY2BVNoliuHsCCDPCGsx1oN4s84xBqEW61CNTYBapdXK\nRySa2c8Fc1DI9gkt212uvuySibZ1PdNyVuL49vbmBod4+fDW4ON+FOZkON8jspIHV5yvpA3HVI0p\nAaeBABAQwPPz8w1/Qr73sU1PixQxZKVYFTjUIRzniQXXKc+HHb+9vb3ZcrncIH9cx3gdytVqZWdn\nZ5+CQ9QXdSrkFMOpMFoQSI1dvRTa0ej9tu2fBxyK/1rJDOeIw0Pfel5D6ubQzksR7VJQg77tSU1l\nUT4wWPLuG3ze2dlZ57uHARXKIEda8jtUUx8URP6txEUARBRBIGdnZ7ZarTa2qdu3vrUlVEkqUf9S\nfoCR714t+B689AvSVHcyvp/n26qq8Hq97tRBrt+4N6vTqWfW/I7V96RcIcYKPpnNOoCMWlPzFKYn\nL/1t+q+Nicgko4iec5cG5yPaYahJ7lDQp3+IlntpBfXpUmsHjrPzPV9r9nudPo9o6EAPn76aCfvJ\nyYldXFx0g7yqkIdszt0WcoSpFkzmNdKbSSbcAdRVgCcKnEdMPvg+uyZQjOFjaDYSASzNTB+fwm1A\nKxRjHzudIc+4K+RvV/J5xBGMkrbI6kntQKdkjXeAgDkYygqOQ/l7e3vrCCIP4rgW6SKaN9UG2T+L\nB/vlcmmnp6edCsiEtM+gfsjEcUw/QD7fCwSJ0mKTsU4mzD4mQqzqcf3QgA++lr+jbs11PdGSehlx\nJl7qJofJCGDKfNvqXmMN6vvaSbR+pl2cWW0brWfRRxzByLlpePWPB2z9HW1cHfkXi4Wdn593g/Jq\ntdowCSM9NrdpfwFyydG/Zh+mPBDAi4sLW61Wnf+XmbnKZAn2tW9X9DEDl6KPHyDg1b+SfDGPYFVZ\nCR27oqlvIH+u2fWqhfJWg9o6WiOmjUIAW6t5KVPBXPz+5gqv4gzx3ePyVsndcwKfK6YgXezPkjvv\nSALbYozJzT4CJlX1B/R8kNhhH4CPFQb409NTe3197QZjVgQ5Pe8+nA8mDGyShvkPSqBGgO5C37Mr\nmMIPUMHkTP07+b8qfyB4PHnR+qNjl5fv6Jn7jJmt+owxJymj+wDWIOUYnDp+xG/Ukj0PqqiqP1Du\nHRxaB6x+Kn1waOSvxSSBlaRtotW7a9m3labFxA4DqJarmmqZBHJ/DZUOhE/XGDT7vHg0vvOA7Zn9\nQCzX67WdnZ1t+HQhH09PT8eAkAQiEjHUDKyEaUwzMN8DLgcc6QtCiHM8X8AWRNV7Zg9DiSE//1gk\ncGsEMKfczYHseTOGOWKI8qazJCy5wL/lsO1BeAq0IHpTYhukcsp6MJc61zofte+txWCm279pPjzz\nGfoLNs++v//eagvBIjwYa4Rw5GuIZ+LBGp95pYfb21u7vr62l5cXe3p6sqenJ3t9fe3+VqvVxm4h\nR3xWXFuihFj1MQOniI+OeahHuWfkfHAdTUUD9yFgUeCGl06u7HaWAI6h6jErxvehHWGUzzkTP0ZJ\n5VDSrcpeiQ/f2GsZToHUOy012x6xiV0tr1oCNzax7kMoS0xWqXzz8iy5a6OlZNB3sC8eR2dy34Pj\nIJKeH5Yu66VqIOcT6g+CQlarVbdjyMvLywYZ9XAofoBmn9fTy41vLczAteOzvg/+njIDI7+Y1Kiq\n7amDnjIZ5Qn54HpdixpSOAVGCwKJpN1aRAUzZE2elPq4K4QPSM0mUmTPgx7fB7KXwpHstcMulmGf\nPI+lPLZeYL7mHF4MVxWUlH+qNxFnX0B8xrItGOgwMLO5GOSRo4UBz3SHABAVAeAjeHp6ai8vL3Zy\ncmIvLy/d7iFHf9sPaH/ft1xyZmA+Xkq2+HNkumZl2SODeh0TP941pIbM5SyXfZAzIfM4BSW8FZoS\nwKHRMSmy56HkHvtE9lJQctdn4UiV1HdxUPegJnLdN/KI/tDOKYeSzusQB+i+xLJFWUWRwDiGXRQU\n/M5ZxfD8B0EycQ7Ms2iHugguT/DhQ8bEEmmCRCJ9XooG58OtBaZhBqe/L/1dC5SYYD2fzVozcMoP\nsARap7iO8ARFeQDfN1f/twW0Ce0ban0OU9jaOoC1ZE/hkc1DIXv8LH1Id8sKNDfsmqo313pZS0hK\nCOAUzzoX38CpED2vvo8S146cGqKO9ewbyE72ar7jSF2AiZw3iHO+kXf2P8QxLCiNeyBCmNcJxDH4\nCh59A/PgehARNB5vc756taZmTk/dAFDvmLh7ZmA1/aIuqXuBnjM3sEKfQkQYU2hGAKMXnGpoLTpr\nz29troNqH3g+iTXPV2rG3bUy00Z/RDnGIEktHKTNyju7I9LQMlRiBaSUDyZtvOdu6h4eAdQ+GoQA\ny7qwEgMVT0kDm3Y5nxjMNcpzuVza+fm5vb292cXFhT0/P3cmwufn5w0lkP27Dhk1qpc3DqXGpj5+\ngCmwH2lkBta6yBMYVac9IeUQ6sMoBFALboyBGh3IGDb5bWEqsldy7zmhpao3t+cca8a5DRKVuyev\n8ZVKY46z8H1AypTH7cJbDsZss65i0FUToKc8KgHEdbqbiPoIev5c7APFOx6wCsjPs16vbbVadfd6\nfX3t0j5ONPKIiJvng58jgGYfk4oaM3COnOfMwJHvIZ6Bn0UnFpzHbRLCsSYozQjglI2JiV+rAZ07\nGO5kxiIMHtmruV/rAI25EKOjsleGlOnPU8WnyE/unR3J3XSoUVKjAZ7/5ybbHqFKuadApUM+sWwL\nBl8ci3zGsOA0CwEcFcxtgP38Li8vu11KODp4Lv3frqMkaCjaeSMyA0cKrWcG5t/wO9ddNhOnRCsv\nD9smgKyUt8KsFoIuxZDGqo7KYyFVoUq3nYmI0Bhqag1UkWMpvQTbJHm7QEBS5K4E21AVj4R9d5Ei\nbopUv6aqIat6ei/8dnZ21hE/qHN8Lm/1xuoR/nvLWOEzAkDOzs66fFxeXtrr62sXmcyT/aMquIla\ns21Nul6d8xRf/swkjP9zlDlM+xoIgus9E3DpM26bBALaPoeMpTtHANkhuMRPwCxP9iKSVUNovGN6\nPJfn1qpeC5SaX1NltWuBGVNC3/m2yqhPGzli9xFFQHrI9V8pJTF1b97l4/X1tVMBYeLliGGYc3mg\nZ2sQkz+ciyVjYHY+Ozvb8CeM8n7Eb6SIIP9WQxj1XHU7iMYMVqT5Oh1veXtAnK8qWkQA+RpW/+ZC\nABWqzNcIADtHAM38xlqj7OVeYokvg6Lkvt4suSZfY4FnwEOVuSPZq0OfckophJG6vE/qXUv1eBcU\n4Tkg8gVkYIBM1TWewMM/D8Ckm3cmwXs+OTmx5+dnM9tcjFqXdWH/Mt43WJ+Bj3PQyVwH+anQwk1j\naBpMKKP6xCSNlwJS3z9MHDjQwyN8pVa5fcPOEUBm8CV+LkMbs3f9EDMBX7vNjkZnS0PS2BWfvV2a\n5Q8xA4+pKg41kZUEigw1gR9RXtdryrTk3ZX4gXrfWWVBHQBBY2Kpa/npmp76G5uLWTmEwqjRzcc6\ntomUqjeGT6+ae0uCSsx+B/fgONcpKL3qrqTkkoNBUs+27QlCSp3vg50igKxUsdMv0ILsqWNoK5+Q\nks5xTEQKaa2ZW8neUUEZhtZkZ0inPEQ9Lxn4S9w2joEi80dUT/q8OyVeUG2gxiFQRJVANgl7QQBM\nJr2ITg0i3KXJ4dzQxwycOk8tcCVRwDhPXcTgR+q5Cej9PXPz3MzA0f3Vd7YUO0UAGWMoe3x8l52B\na54hN8MaksbcsE1iMQdVaywz8NF5frfRknRr9DCjj0+1KjpQ8tgvED5jurwLrzPIvoJMJkEUvECD\nQ4VXH2r8+6I0FCk/QH5Xpe+E68BqtbLFYtFtB4g6wBaGXZxotq6fO0sAa1Fqyh1D0h57ljnUd28f\nSG8LtKgP0XuYA9HblYGtxCUh57NTsixNS+Ta9i4ONn0BYmb2ee3AHHJBJiBtrOpA5WEyiHcPBZHX\nDuR7LJfLbkmYI3zM1Qys+eOJANcBnhiovx8rl/o8/HlOfWdLEriXBDAagEuDP1osMzMWWpO1Pv5/\n+2A2KQnCKTFX5tKYGtu+/1CUbNM1R4ftXJ5L25nWuSmIY2ngRokPIM7zgsG8SMXIdMvXLBaLjXoB\nZQ9lqkEjCAxApCfnBYoQ0j70SW8rbNsMDPBuIHARwHd1FeBIYNQbBdcP+BJuWyU+EkBBq0CNWkIz\nRSXYtjqXInu7RAC1s699d3Mke14exngnfI/Scuibj5IJ2C7Vu1poWaaIY0uyWOJj5RHFSOGLJtye\noqIk0VNvS9Qgz6cPEaB8L1aIkC4rinNo19sCB9zsohkY75IDP0ACWQnEPTn4I3o+HOe2uC++yjtD\nANVXg9HH/NmnkfftGEqc3zn9IebcoYgI364Pun3Lcw7L2qT8VXXwHDKJ6RsE4nWc3rGSvJXmf9fN\n3C1QQxZb3McjZrV+pbWRxHpP+HLBlMdtAAMy/L+4PTCJSDnM73o/NxSRErZLZmCQQCjBTP5wXFVA\n9jNVMzDnh7FNX8JWE5XZEkCvo+nz0CX+WBoZNNSXTtNWv4M5ED0zv+IeegfImOrdRPepVX2jqLap\nlkqaqu4cEsmbAqyGAUMXwe9L0D1CxpNSEBRvzTclwCl1ko8zOTzWrRhcPlEUbR8zMNJTwOeTTfsl\nfSJIHuoEFgTnYBCAiZ9ZuVjD8AijojVJ3CsCmFI4zD47atamlbuur10/N8NFI0ElnpO/SbQo5hwx\nhZlzqvu0UrCjNMY2VUcKEB9nn6xalLgazKkd7RP4fSmZYoJUaqIvnRio2lMCJYboZ1kZ9EghnsGb\nhPfJxxFp9FEH9ZpSFRDgvnC9XncqIJRjmPtRVzRgBKjJNxPJEuW7BSEsJcQpbIUA9iFpY6aDzqO0\no2KkXgDSm+uA1YfgbIMk9W2UNfdofZ8xiV6EofWsxrxXko46cZfAU22mdNc4RJQQHiZOnkqnZliz\nvImMiSIUHq4nKUIGkofoX5BABIcwKVTfrej5jviNob57tYjIXdSPpAQjEDv4AXJQCHw/UT/YT5Dr\n9ZA1e0uva70CSd+xZXQCmFP3hqbVouFGg5OmvcsmAs53zUxKwY2kBfkrJdV9/Ntq79EXY5C9seqZ\nmr/GANJVJbDkmYYE6qTSOmI8eD51XP9zZrGcbzerOTgfxA79EAeX8LIvOKa+hFonlYTuaj+/bfQx\nA6fOVfN/6bvhQB9MEkAEo8nM2dmZmX0EjYAoAmP7+vVVCVXVrkFzAjgWSasZRIbeg78Pvd+2TKxR\nvqMgj+iasQZRzwQDKNmrKcMWZCzV8MYoo9Z1egqSl8qzKjsYWFvmZRdcF/YN3uCb+h712ZFlBCqS\nDvpR+2WfLq5n/F8DQaJ8egEiR2wPfc3ArAJy1C+bgZn8sSkYSvFisejO5/uPYcZNoUQlzNXtHAYR\nwJbqXp/7tIDK2K3QSiErQW35pHwqxzaReB26+vPoPVPqZUtCxooFmwdapM3pt0JOYWmRdu3vTBL6\n5KvkmhITzVHBKUftBCs3EOeIVKpdQ3XxBroSKwYH82k9wSRkyonurqKlGbhPWgCrvECpCqgLg3Mw\niAaVeu4KPCHxJjFTE0LOJ99TVdcaVBPAsRS+bWLXZn59y1tnCSllLKfwDCG3KcKXUq+8gX8o2Uv9\nPheyNwbRS+VvSN5LBunUtSX3LlUCjihH6aCaipbl9dVqoelFQSh6jH3+eGDngVHVHVYIa8yKR2wi\naodKSPrWCSz+rfWq9H3B/At3AZh1VQXkyT5IH/ra9/f3T0og0maAEE69JEwu+CSHJgTwCB+tFMAW\nhI+PebOXmnsMJX98vxpz5Vhkb+i9WqqjtfcuSa/2tz73QXrqe1VzT8zWc+AOOZWnI8ZHqwlZKk0v\nkpcJnacWRhHCnmuJEsIjtgMliyA1qgrXmIFB8pAO1gTUhb+5bnhrUZYomHpu60CPFPq2uyoCuOuN\ngxs4Gv1QNcvDUPNvn3IuMWukBufSe/QtL48MjFWfxqyncyR7U7limPkmeA0C0N0eSmbH6KTHUE5T\nKDU5H/EbrDREvnzeuX2Qs1DAuR9BH54qE3320j0qgZuY2gzsgUm6Z6ZNuaKY2UY0MCuBbAHT1R94\neRglczkSqumpRWQss3Gpj6RiFusAjoXcMhJzcSRvpfCVKGiRb1tJnnB9n7z1GdxTHXp0Tku0JHst\nyM0URC/XJnI+mOgAvU66luzm/Mz6XstYrVbZc5bLZbajrn22XSaVqMu1O0bUwhswFbyVFx+DQoj8\nsIqYWpf1qAS2QZ96EF3jBZAx4WG/ThYpWN3jPphJoQYJcT2BpUGJYOSDnPPDi8zG+qx9MJkJeM6o\nWTeMK0lr5NIdS+EryVfNPWqWYxmD8PU9p+89h/pwcCc0VPmoOV6LVD3o02kPuV/qvKFtc8oJXu27\n2WXCyAOr2cegOwZx6juwwWTIgziTfTURc96PSmA5SoheDRn0zMCeP6Eq0dr3rtfrTqxgsy+2CTw9\nPd2wTLDql1vIPjVxYNSOt9GEp7Tt91EBd5YA1pA9Dy06VI/0aLrbInsedIaia2uVXF8TiJFqEDUk\np0a5jOCRM/1vVlYvWphvvWdpMehE73EsMqRrrg293xSkrabOj52HUrAyUZLv2v6tJghEocSvFXmK\nInYBVoY0GhJ5xfHz83NbrVYbJJD7FG8buaMSOB8zsAZmcHQuk3iux/DrY9Knij/UYfzngCE+xyzd\npkqJWx9hqCbt2vq6EwSwlQmNUav+1Q7YNXkdi/Bp+pGfVY1CU7K8Q83v0bO3MpfqRKGvKjmk/o1B\n9loSPS0bEO7SSUErlJZJqeoQgUlDSf4jc+G2UFJO6teUM0/VYGyFLNfW+iqCGNz5eo9EHDLp6zM5\nitojHy9Vprz7R2O1pwJ67xDfeQs4EEGQSz5Xg4WgCHo+iCmUrGKhz+qhRincCx/AyImyFWrk6NR3\nDzUKEmPsJT5SHRt+a0GKa69JkXsc66PK9SV8uKZlxPGQOtyK6Hkkz/udvw8ld33Jdgo1eSrxie3b\nXucOJTmqkHk+Vbiub//opVur+KTaXir/Zpt1gxUjXIdJTen7PFRTsGfh6buOXytEZuDoXO7vYP7l\n5V8ArA2IRaKZQDLh0899lMwxTcdR+jnMjgC2UH9yiF5eH8LHiF7ctghfDYZ0+jXnlxA+IDXj0nT6\nED5NI6dw5vJbe39FNMutgSqWOhNugdYOYCIAACAASURBVBqlrjVaq3GHNMDnFC6UbdQ/5lw4PLec\nmsEylzc+hwf51ALPyDdPcFNBBfr5UFHTF3sYYgaOyGSpGZjTgZqHz6wGmlmnCjNJ5PShFmog2FB/\ncU6Hnw/5ZtQSwpq6OysCOKX87jXyoff2KiHQ2oTUOu9m6YpW04nrd++9lpQRdwQe4at95qFR4S3L\nvAXZ43yw38rYRO/QB8ddR67tRX2VtzVXLt0WKnBKteYJgZoN9T+7NSgJ9HzIDhHR86NsIoU3Im3a\nh9cIDZEZWFVAJe4eEQS5e39/3zDx8tqAXCfwrLzqRW6CNBStFMIazI4Ajg2usC3vpz42u0D4onvU\nmB1bKHzR73ycl3UoRW2gUE7h6FvmLcmeh7FU80MeCPcJ6tTOSC1r4Z0LePXXc6CvQapNlJjzzXw1\nEOnCzKe7gqRI36ETQrM0cYvqRO5d9g0G0fehxzxfQNzPWwNwvV53Ch9+WywWG+tLcp71udR/sHVd\nKfEjHDKWHBwBxEua24rciiGEr08oeWT+0Mo1BeHz0i89b2gdYoWxD4aQPb53jT/moQ1QJc9bWnYl\nhKV07cs5I2qfrKDVIKrnUE7mWifVTzD3/IdIAPs+s16DoIs+7ScinZw3zwzM16oKCCGB6ylHAIMI\n4j64B6vGnKaaxfn3sYLGSgNLSjEbAjhFlB2/yLmBB39UutJBLEesdFXzknww0Fh4NlSjkA1Zsic3\nk2zZOdfOTFuRPS/oqWS7M73mUNBK0a1pX/tAAoE+EzFGyte5z+Sl5FyPlOTan2fm1YhoVa0OrS15\nyJmBI3D/yf0biwvRslEeUmZgzW/uOdDP5oJBmLCy/yC+z60fGEoIt0oA5zxTLEGtYyzDIwCl0q5W\n3lwZpvx7akihtydnKfq+ZzXZb7O+6PtoRfZy9/HSyqWxiyidBA6N3E0p3NH5LVXHqeGpXEPrTQuy\nFLVptUaU1AsvsMMDLwWD8YfNwjmT8KGilKhH1+I/SCJvw1o76ca79sh75IefCgYBqWN1kMcdVQFV\nDMFxvmdUH1mxRPqtRYwaMW1SAjhECZoDvIJFBanZoD7nz+aZXYcM/GgYTLhryUvfTnEoyR/iU1QD\n7YiGqns6uLUwqXjHp1DO+6I2b637hVx6NYNaKbmYK0rqUuq81uQ2In9slsN9U32W/hb9x3msADIZ\nhJUE53p+ZYeEMZ+ZTbFmmyZU/u+1T1UB1QzMeWc/QHz2gkHYVJ2bcKxWKzs7Owt/Ly23qH5OLXKM\nQgDnoNYoas2/NaQrt0xJbVkwYUvdtwbes6hpt+Z6D7um6KoSpI2y5NpSVa8kDyXHp0DOzJPDLtWB\nQ4UOkCXnj5EHBepeNPHzSLamo+u28Xmnp6fuum4pVfhIAD+QmzT1WeaFl3YBmAzqovSeCZ+VP/2M\nOs6EDyokB4ewAshpaJ/HS8hwvlUFjJRIL5jEG3umIIXNCOCuq3t9VTaVnFlerrk3p1d676EYIuub\njUP4Uh1xy7TxHceWy2WR6ZU7hFZkTzuYOShJEdHb1fYdoaU/8FTq2VDkVI6afqFEJfNIQWSqw28R\noi3bchHKOH56erqh9nHeU3k6RGhZDB0vFKn0mBTivP9v71qSI8lxJVWVMutFW2/eBfo2c+a5wGz7\nCu8Cb/+sO1WaRRlULhcAAvxEMDLpZjJlZjD4C36cDpCBxInnXEsF5LRQkEEV8P39/cMPkEkaEzFs\nO9pYzeSzFUeohM0E8EqEz1L/evxisKHx64Wi9+J3NFFgnmcim8YMZVdbIQl6iZBXzwhtRaaptz3l\nxsFqdazcp0f3i0h8PWbi1l16M/p/pB1r5NAakzwFEc9Vm9mesjt4kUhok/QmgMegZZFR80G33Ha4\n3WubQUQFxFfEyT1CCnk+kr7CfoG19sPqdLQeZhDCFAGUirsqRhA+Lc6MydDKSym6DHwELNn+aMKH\naKmDKOGz0kIH2tFlzhC/TNn3ZLU2Wgg/v7ZtBKwFSKT9WGMVKyxaWqzSCKx5hH28IrDMaVo+Sykf\nZmD2NeRybD/AeWbgaFzefaWUDyKHz7KUr5tFsB2K6xOafJEIilIs5cCjYiRuTEcrt8TpbU6S8BEi\nq8Fqu5n6TBHAK3YATdmJokYovEbeQkZ6B/xsQ9IazGgC1EvKZsSN8aPP0Yz2nSXQGZPkFfvjahjV\nFqNxReLMHkcUxUj12VscRn63yMWoPHoTr5ADWZhpebHeFPJsmG0GjsDym8M8ad/RfMyWHHTVQuIn\nmzlR2JHrSO74rSGt/TVyjEuWEGbyssw5gLPQq/LVFCrPZ69lMGsxy2ppZonEKGW3px5qz2ok4ePf\nRwzuR5h5R5mkN36i9qxmqHGlxMxEXh9udd/A+89Y8FjEsCdf2brgiVw+yyS/+1UdI1TAnn6FJnwt\nLd6YhySQN4PwYga/s0rHhFF+4w0srW26RghHj0MPTwA99JAVjTj0TPy979q18ncEombd2n3SkWTX\n14jn45mHejGL8PEZU1a6G/Oh+f4cAVyUcZuNkBS+h913auRydBurEcPRfahmBr7dbuXvv//+pObI\nfzEpHuHDuDqOUD4jRNDqh+zj51n8ULGT/oUbgn78+PHJBxDdEXBuws+l/DJDczpsDm6B5Y+L5e/B\n0xHAHhUJcZQzfwsJmv2mk9Y61MJoyiP7bGQwuoMgPLPXiLgFPcfKbIxH9BnMMidbJi4rTo0gii+T\nwLNseP7JNbQok9bmmVljrORRe3cxLhzZ1Idq0TNhBTNwJl3068O8y7NE9e5+v3/4/JXya+OhpQKy\n2wAfJySfS5nDETylUcqewcMTwJl+JqNhmSOPzK8lN49S+SKmZmtSqMHzE/HypN0zQt2TOLz4EeiU\nvHE9RM3J0bh4wsvuMkRkSKzWP6ILPJ50z0KtD6G/FCtDHAb/s/vFMxLCKM4wA8v3WhuUa6L0ytgr\nCqDEz+Mxkz9+bVyLC1YrLHNxpj0+JAEcpfIdBd5GXspxb1GwiA5PVq0qXwuZ6xkQovnijtpL+HBA\nYWimCy1c5j2ZG2vB6x/SLlvaFsZpqeXa8RQ90BSf6H2jFqstfn3aGBbx4eaJU8iA51qDi/WZloEV\nYNXFSCVwlBmYf8f4MSwqe6IKosn2+/fvH+cCYljMC1uqUIA4kghinvB/BJcngFcje6Xoqlh28MRG\nLOAT0737WlQEKz7EWccEeeqIV5bWSTlDbKN1spW/Os6qox4zcGY8ym5KQvNWJN5onK0TGJ6tVisD\nT8qt+bXCe36A8oYJPvbj/f39g2TIRgHNVGylweVbfS6KYqYZOBMXh/VUQAmPQPVOwry9vX0yDctn\n6+0gmBeJB4+cQbI4a0f/KFySAF6N9FnmvlLyZssamdAaaSnjzMizCJ/UQ4sPUSnlS6cbBTT1HGGK\n3yTQxxn1M2oX+8w4vDx6piGrPnFS1eLzIP04soHiLMXQGmvYNIznwXl1iMqSlsbqc1QNrWb90QQo\nqwLKtVLqKqC0V94whYsaTW3XVMDViZ/gEgQwq+qsgKgptGa2zBAsHohmTUijSJ8oltmBUiOht9tt\nSJs4mvAhWlfBG+2I9JHV65rbKSskct1SQyxYZIcd0bX7Iv1YlBOtDCMQ8QNk/z78r4VvHVNX8Ivs\nhVaGM5TAiAoov1vqMquASP74Hk0ZROBu/fv9Xl5fX7/4DdbIYG237ywsSwAtn61V0UOUeIXSQrD4\nxdS9qPketUBWR6x6cmfx8jI6Txj/aPP1qJ2Ms/1vnhkZ/7argE11kXCR37Vr2uSWcWdBxa130Zr1\nAxSfW0kX3UjkO24QieSzpkRdnQQizjIDW8D6lfiY2HNYVPxwfsJFDP9pQLVYI4mZvEt8iFmEcBkC\n+MgqnwUkbb1lbWl0GkaTIY30eWYn7XMtP63ntI2od0Tve5w9Z2v+/QrmhY3Hx0yyk11ARRQ/rR/h\nuM0EDwmBqEOsGnnx19K/Erzxyav7jDk0QgQtM3ANmH9WAeUzEkL2/UM/USwXkklZ/PC1mmpeaxu1\n+1txKgG8mspXyhgfOCRDI82pvRhB/iIqn5U2dq7ZJtgR8Vv+m5YDciRPLfdtbETgKWGI7AJmxAkG\n2iJnhLrkxaGZgOUznszw8vLy5V2zmqr0DFilzBEzcE0FxLhK+UXocRzGP3wnsCa28LEwmC8Oh8ge\nGD1SHTyUAF5R5UP0ECTe5LBCJ9LQki/Nly/qy4FoVeQyvnOCVpJrOSCPwqrtYhWMHi9a38BzBKKE\nLQrNNGuZa3sn+jPqq6cfCulj5YdJYSmfzzvk14SxH/ajY2UzsPYbfsbNH6WUT8qfqH2sBuKGELmH\nVUA+joVN06MX+j1j4nQCqJlJr9YxWohf1uTZi5aO06pmIpnFySii8vH32YrfCMVWgMdDtKS9MRZH\n1W8tHVzUteTJInRaXBZhayWFoych67BrNpUirEVxy5jGZuNoHDhWo2Jk5ZfDCCJt5crjwspmYE0F\nlN9r9Y7H/eDxQJyOkMKIGZrJIeZRC4ffBbNdfYYTQJZTBSNVkjMQ6bQR0odxjSI8GfNvq99ixpfP\nS280yYscgjvCzB49YxExS91GpfXZsOLk2dqf0ZfMuq7111bMbDMyWXJfY1VMmzitMo161pgevulB\n8o2Tsyg/7PfF7wXm+zjfbC7G9HoXDGdjFRJrEUVW3DTCzs+RhQjrSJhSyqc2wSQRN4OguqiRQFYN\nkewhkUWMJoRDCCCTPq3Crora4N56ft2RaFXBWky7rWb+keamIw6jtlbBraQv07FXbmsbcYycREef\nO8aTUm1BW1NXaml592eEBIsQSDyaH59lNsQNIUzcrHxYEz2XQ65fnQyWEjfdRtooEqMWFdCDZx7G\njRvekTCSRwnP5BLbi7YZxMqHliet3Y9WB5sJIE52GukTRJSTKyGrgFkYSVK0fPSSvh7TbgsJ6lHL\njnr7SKt6GsEj9ZFnBfqQnYEjfAY5voilQ4NMspn3I2txZupaFD08t62UX8+N48OJXcZEnPO0+CU+\nJAJW3vneq5DBVjPwDHCakjd+vSqTdyZXWOd8JAz6BTIxRLLHKqB81kigVg4Mx2G1dj+CDKYI4I8f\nP8r9fk/7ij0CRhHZ0R1bG0BbiMntdku/lUTQS4KydYLhM+TPMtlEcNYr7gRoothHwIxDtu16dc+b\nmHqIVxYRBc6bgDJpWqRQi0MLi5MwXxcxwXv9GoePwiJWnG+egDWVpxT7mBpP8YvkV7MojSKFkfJH\noBGUUXN9Jq6ICojxac9RPgvR+/btW7nf759e74bXmRhaKiBuBsGdyaWUL3Ezam3Fm4MzY1qKAL69\nvaXfTHF1zCjDSBIo+eshKDXy12rWjaJWHz2T1soraYSmFIxUGDd0ZBWlzPNoJZe1Nts6JsnEhPF7\naUYJSxaRepm14PJUUvTXQiUJ+6Ncj0BTmlpVvtEKoWWObC0bxuvFMXoziBauRQXEuOS/+P+xso9+\noiN8ATFtJoqYp6janmkb03YBP5L6NxojJ/VRA6W24kTMJCKWStCCWZPnbHhuFJk4NKxa5hXRM7H2\nTsq1PjaDINbMxuyYHi1j1N+J75mptHv1wgSCr6EJWOpEyEHr0VWsFEbrqfdeiyy0ksEZGG1O1uLT\nyBiSMMsXEJXCEb6AWh9hs7SUAa+PwDQCuCedr1hRjZLXIZVyLOnjgStbN5aZ5arIKuueLwleu/IG\nrGcHP2OtjeA4WyOImm+RBWvCypgmR5ktR8HLizZfcdlZDZS+pZVTU/RraWN6GUKH/3vqPEsGW83A\nM46E0V48YKnanhlYyFwpui8gHwmjkT1tzI1uCEECis8Uj1mS37BMrZhCALf6Z2OlAbGU8mVVewTp\nE7y9vaUHOi++zL1XBk4Sq7WnjbHwNteV4vvDMjnUTMAcToPnGsKksNUUVUs/E5elyvWoi0wa0BxY\nytc+iWGEGETTwfQw7uj9NTIYWTx7ZBDjsO5dZczF+Q3bq0bAIiogb/LyfAExjlJ0E29EBcTP2rEw\nPf1sCgFc5eGvBHlIq/l0YWOdFT/iCB/SR21/s5/Vs2EkeZ7V5lrITI0cymctHKLmYG+pgVnChrDK\nmyEVTICifmTsByi/c9yaKsoTP4b3nP0j5WhV9zwyWHP58a7VFKxRfUEj3Ba0thpRAbXwrALebjeT\njGsqIOYfgabjmhVHUzW18Nqms0wbGU4At/p3HczaTXoE6cuqGLMxSpLX4mvF3i1cxyOS6ZpqGA2X\nUQsxrLazVwNPbprCIdB+j7o3RMefmupVA5IVJF6svrb2bY6X85y5F8lKjbgwuJ40slwjbaPPrfTS\nRDWOVUDOu6YCagof/2EYbWNIqwrI5fCue0cUWRhOAM+eiFdEi5R/BEau1Ph71uSRQavj9WiMfJ6r\ntY2NNuCg3gsxOY2CxFUjdZimXKvtFrauyXU+IkfOVItC6/O1Fw7UxqHspGs9Uy8OJEjaWYOthLDH\nVIxERctPlgyyUjkSIxRFTwmMqoD4DmAmhJaiKPnHMqAK6OUDiSK24dHzxCaAB2IF0sJofV49Kl8L\n2Cn2DMxKNzsRbqwJVkAy8JS1aNhWeORFrkVIYY0IIXi8GLGoaxmDLNVPm9RrqpEWD4LPNtTUwiPJ\noEWAOH/4vZYH7T4LR2wGwfz1HAkjG0JY+cNXC8qzFMVPOxJG4mNyF1UBR2MoAdw7Dm2spvC0EIke\npa8FWmc+uoPMTqsWv1b+jTXx8vLy5V2zNdT88EqJ++xJHkZBJj4EKncaKdTiiKA2jmTLVSMMEdKr\nfbd+i1zj6xppGkkGa/FE8uoBCRKGXWmM0oiV1jbwOh7vgmZgIfBoFr7dbl/6/Pv7+4ffIJqMR6iA\no+e/acfAbPyEPKzV1L9IJz1T5SvFzuMV6/KIODauh8h7cqNhS4ktwmViiYbFthn1L6yFl7gZnplV\nu7fFLGuhlfx5JkAGvnaO4/B+6yGEXjyZeqoR6lljGBKp0SpgTXlGAoavhCvlZ5u/3++fSKD0rfv9\nXl5fX8v3798/iCOqgEguIyrgLIVwGAF8tHf+jsRq6p9Ae15Hkj5L4fOwSl32tHUsd6Z+dx/zgSv8\nSDuxzD49Gw5GI/u8I7uDa2E1X7paXmr+eFFYJklLvWEyMxKaabXm84X39oxVM9RBiVer05489pA/\nPt9uBmoqoNaePBUQj4S53W6f7uXXyWEeSimfzMJsAq+pgDNI4FYAJ2JV9c8a4AWrkT7EWQRwFOEb\nFWdrmlcGTl5an0Ifm542rLWxSHyr+2ey/1kpehuslRXHD6uNaRtOWtqjRlI0E7S2qaSlDWgqIKev\nhbU+R9KI5Mn6rZcMltLvfzlinNGOM0FkVcDoAsR7vhif+P/hsTD4h4RQSJsojqX8ap+oAGrlramA\nktdafUUxhABuZeKayJqXWtFL+kakm/FXxEOxW/IZJXyrqJkjMVORkTiPrjde6VuQQ2MzsMyxLy8v\nn8xK8tso4M5GDZ7Kpo0Vkn+8736/f5ALK62oclhTzDPjV42cRcicRRQjGKkO4vcWMnhGf6phhCqo\n+SW+v39+P7Dlu1hTAUXlw93A2viARFAjbWIqvt1un8zSNRWQn38PGdwK4CT0yuszgQ6tszCD9EVI\nnNZJMvfhPVHwzjLBVczZWZyV79kKW6vy1wNpl1Y6fHyKQCOMWXgmYE1ls9LXSCGaurR4WglhRq1i\n4myZkSNgUlgLU4trFLwxJ0oII75wK2CmClh7duxeon23XKpYEURlsJSfCyVNRLNUQC+/2UVoNwHc\n6p+PVTvVjIntDKUP08ym1ZPfM8y6R6M2kHhtW1upXgkZxbgF0c0R1oAu6iDXsTbpZZ9DZGzwiJoQ\nQkshe3//dXyGLEZrpmQtHg1cV9qh1Dx5egsLq4/jhG+ZgbX8cBwjwXVcc5nge/FYnxUWp9oxMRk1\n3FIBhYBZB0Nzu2XfPj4HEHcEo3rIedEIrKbeWUQS82xtJspiK4ATsUInmo0jSR92rhbS10PaZhC+\nlRYHVlttnQyuQv6ssnlvs/DK1kscs24ZnH+LGJYybmOGFr+WV01V0s7C08ikVcctJk5+FRs/y9qb\nSywy10PiZptemQx65E4jPT1m5SMgz9Tri5YKWKt7ywUAVXE8GJpVQdwtjPnTVEB0NyqlfCKlDFQS\nI6plBF0EcKt/OuShrDTBj8QZSp80+Gybk7ARx3WBRjSj945Gj8LpgQemVQd6DbPzWYvfu97a57PE\nLxOfAMlhRknhMlkvoOd4+dVUmqlYy6tFCGUC1CZIbwHjTZSa+Q5JqUUyLPNcFEeOI1EzsWdy5LBH\noXZYdNac76mAsmCxVEAkYHgwtLhpoBIoeZMy4PzT6srC9T9CBWwmgKvveNsYizNJXzY9HrSy9/Ek\nM6Oc2kDqmQB68mDFZ6kirXFffTHoDaYt75MVRM1VGnmsKYqtB7prptWaCUrArzRDdYlN1hwX55f7\nmkYuI6RRI6lMQD1gGKkfmeRxHEA1LUIMZyt9WVhm4ohyfTYZZEQWMdb436ICIjlEP3omk7io4DlM\n4tGUyZoKiPmwFmFZNBPAmvz6rEAZeCW0OPmeSfqiK3zMk5XXrK/akQ7Ro0zLWAdYphqJjQ7kGTJ8\npXGh5os3oiyZ+tXu9Uil1U4jxJAnOIsU1syG2jtuOQ25zmFRXeG4rPcPa2QPFUdNffTKjnGiQsRK\noORHJn1NXdSIg4WzN15Y42W0vR5FBmsqIJ7WwGXSztrTVEDtmqUClvKLyMkChlXAl5eXTyQP1UBM\no6dORqCJAG7T7/rQiEVt5+9KhI+BDV7r7Bli4pVx1kDGacsKUstPJC7rHrmWecemlj8v7WcATv6Z\n8S6ipGTy0KogyUTkoXbcBqoZGunygPdgWC0uTQ1hQuophDUXBuv3zCYDiyDL/4xJne9fAUj2az6R\n2r08hh6tDnqqc+3MPbkfCSBfR/VNxm455shSAVHpw6OQUE2U/1FfQAnLC5ZW7E0gA3G2+ucROKtT\nrkz6BNg5OZ7afZhe9N5Rg5dVxkzZPWI24jm11OszgE2ekXMAR4DHDlbgLFUMUVNyeNLQCGstnZpf\nIJp2Maw3UXvgsdVS2Ty1SCOklk+hhPPIvFU3fF/vJH0UtLGG6yaqDo4ub00FFNSUNSaDHCcSrIgK\naO0IZhWQ3QbQTMx9O1JOS6nMIj2qbfVvLWQIHA6Aq5M+7X7835J2FK0dyiN80fhr6t5o9DyTR4NH\niqJtIqP+aXHyBMbxRfwBPeLnXY+mUwuP8Vtl5GvZN9fIxCeEkEkdxiu/eYQ0oh5mFm286zZKFldD\nKxmcUa7ogcejXDdKsVVAIaS1HcG1vKAaKOXCeywVUK5xHrPYCuBgHLHSyxI4ydOIw2MzQHLRk1Yv\naZyJKOnz7rfCH5H/lSefDEb0O898m3k9WjbN9/f3TxNaa1lq/oAcb2aizBIhrQy1hanA22Rhxa2R\nOiR7FtFjQmiZD1nhrNUBKjR4v5b+arAIRa8yuBrY/0+ApmBLBURzLx77ovkB1hQ9rW1F2sUIFTBF\nALOrtGeCPIBZE+oo1e4qpG9VWGXLqhfaoPCI9bU6Rk1c2nt2I2lr44ZG1HqgjUmeGlhrh60kxiuH\nRtpK0cmgmNq0OGT80Uy7GoFDxcaaiHlhECWDOFYgUajVxdmIEIoIGTzL9I3pt0JT/vCzpgLi5iB0\nWRD3EW1xIUqpkEdBjWuNUgG3AjgQoxv7Jn3Hw5oQe5+DNUDOwD6iKYfIMSNR1Mx9CCY7CPZXq7kN\ntOZTU0Ei5lBMe+S4x8TKUwc1U3ONPHtHaGj+YVr5WsmgmArZv+wsoqShRVWyyKBF1EegZg6OjrGW\nbyGrgHxNUwFxEw2qguwXqKHFbO0plVGkCODVJ/fZGKX+MfFbsd4fifQJZFIcpfLxd/ktskOzFY/y\nLM5Gz6Rs3Rd9/Rt+9na41gib1xYs9VHQSgpb6y0Sj0WYLfJnwTqKRksnQiAEHhlEpZF/5zMLVyCE\nrXngsrF/3AxYZFBzr7DgET35LOHY39RSAUv5/FYQSQNJJ/v/cby19te7kNgK4ACMaNgrvHWihhbS\n17KyOQuaaXYU6dtYD7Jyt64dDWsBiSbIiK9ghBhaYeT37LEvtTxlYZlrtd+iE6C1sQf/W8QzUi6P\niHD+uQxMHlEtPBpMSFrzwCIG1sNMMqgdNl47R7CmAuJvfJ1dBfC//NVUQDwORohzBL0q4CaAg9Ai\ndT8y6ePvq5VLMMI0i/VTu/fslT2iNy/cLpA8rFROCxlT5xH58AZwVBQE3NZG7AL2COFZrgVRQhZ5\nbjVTOqrzYgZuISyagmORS8mXNtbiOXJHt0vJL+9obokH4zuKDCIic1BNBbTC4x/WFZI+PkZK/P60\nMzL5t4wKmO2jmwB2oqXxHr0btwW1nXgMjfTJb607JGdBW8WV0rbS1VRDD1cgRozVzP2eyc9S9bSw\n3hlwWlgLPcRIBn1toqmZNvl3ixxG/Ai9/AnOJIGITDmwfq3rVr33+q+xqc+CRczRfBo9VmY0LII6\ngwzOVDst4l2DpgJacWP+8bg8GZOE8KHSxwsFbC/RvibxtdTfJoAH4VH9+rBjaIPCChNGKTbpE7QO\naNnyrUQArUFxVdM1HgJcO67FI0eCGsHSwnppat+t9qG1v2y6HvA+7VVtq/TLmeCxSYP4ZMnn0YhO\nypqpUZsvkAAeaR5mS8kMMtirNApqpnisa23xH1FuMS08OJrfClJK+aIqa3Mskkgkc9YbQTxkwm4C\n2AFvpfgs5t1Vz5GrET7GSsSsB5k2NpMEWIqblods27MUG+sea+PAjGee6R+oBhzRjzRS+OiwVGLt\nTR21djR7/EZzM6tDSFJxzPaOD5oFrR7wt1ZLCiuhI8zEmpLGCwOeH3hnvNVHNRJ8v98/KXzcbvDI\nF1b7PNWv1v5ax5FNAAdikz47rSOBPhk18EGx2XQymD1An6nc8Wo20kYyebXUnB41ZAbpaq3/mplp\nQwdPmhqxQ/B5jZl6Z4VuBjSTj4ESSQAABRBJREFUq6deeod8j8yTFx8Ttyv6DGpEDdsVkzrvHjkj\nUMYlMeXf7/cPM/Dtdvti/vVUwCiy7XITwEZgI7ySefdI0rcq+bN2A2bSKOU5zGiMWjtn04oVLnKN\nEW2D7LdmXYvEaZ0Z94xAor1S29eesUVavn37Vv7555+Pzx6pw7YsR33I9yPIIOZB24yikUW8h+No\ngWeutMJaeRpJBjPx1fzpLHVNUwIlfevtMaLKvr29fToSRg6ExmNhsG7QTIzEPpJPLR9RbAI4AGcq\nLx561b5oJ9PKf2Z9WJ0Z0Ur6vDRqWNVcrqF3QdM7UGX88rR6rW0EiZpAr/TMjgC7vZy9GNIWHPi7\nBm0St8igd+4gxsX3cfhMH2Iix30Rx2UZe5mQYLhM3Vh5zyqNR5BBr/9nYT1DXPBg+tiG+MBw+R1J\n3e12+1ABS/m5SURUQNkkiWXis2Jn9a9NABuxIuFDtPhWCaLmu5VIn4aRpG9Vkj8CMxRbK67WwV97\nlhbJ88gdX1tB3Yua2FbEKoTQqz9NyfHGPE31teKPksHsDmrtmWtKUy0OJl1symwZE5EcW6qjlm8m\nrT3mXIwzclRPpP410y4vBGRe1cqNKqUQQLlHPstxMPymEPT1xIOlOe1IvWTGi00AHwxRU2+ribfn\noOSj0OMY/eikr1fZiyBb594ByCPzsgLZa0WNJK4CVjBmE8Ga47umEtXavRZfhOh4ZFCuZ/scKkQc\nN6ZRyx/PC5piVcsHP8uzVUG8d4TCiKipukwQsZ1p5t1SPpvx7/f7p9cNItgHkK/XxJ1NAJ8YGeJ3\nVRNvDSuSvrMm7xnqXikxRaSU+sKipV5wworcf4Udr1cheBmgiexIsJqnkb+W+hZCGzmU2SIQLSTQ\nyov8x3Mka0QQw6DS6b2yLeJ7ZqXbQgazJl1NedUURut4GA8cLxJyJuBMQC2T8MvLy4f5V54dq9R4\nn6YE1ghqFJsAPiC4QTwD6RNEy8bfr1A2D5raMqJckfrk9pXdrDGSoOGgGw27cV1k1bwedYgP8ZW2\nHiWDqNpF+6VGCgQSFx82zfFbhA6JFyuKWrkiZN4igxkTcWYXsUfkPVWwZzOTZiLWwkj7YEIqfoCS\nvnb4M58j+P7+6/VwqB5KWljmDDYBfCBoh14KHsnE24KzSd8VNhNkVA0L2XL2kD80r3hhrooVVUFc\naFiK0dkQRcW7Xkqbq8L379+/vKGjhQxiPiJpauFZ8cMDiTmMp8xppmFtY0KLYlpLm8NzvqNm3Vpf\n6TERZ4i7duYgtg/x7cPfLOLH50D++PGjvL6+flzT0s2WLUoAfyullD/++KP8/vvv4cg3joXV+Gq4\nqtoXwSrlmD1JRvxUovnpyWuElCEyhDG6qImqkLPIS6ZMtYHbU2TOgKY0CzRC6IUfBa1uos822wZQ\nebHiiBDjFgVQU/UyC/0I8eJ0mQD2LkqiZDB7T0ueMkqsAMdUa8yV35G4S7tBvz9ZTLy+vn7ch+Z5\nAbc5DuOU4bdaeaIE8M9SSvnrr7+CwTc2NjY2NjY2Nk7Cn6WU/3gBXoIK0f+UUv5VSvnfUsr/D8jY\nxsbGxsbGxsbGWPxWfpK/f7+/v/+fFzBEADc2NjY2NjY2Nh4H67zPZ2NjY2NjY2Nj4xBsArixsbGx\nsbGx8WTYBHBjY2NjY2Nj48mwCeDGxsbGxsbGxpNhE8CNjY2NjY2NjSfDJoAbGxsbGxsbG0+GTQA3\nNjY2NjY2Np4M/wW2ILhyW5whnwAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "frame, timestamp = stim_table.iloc[0]['data'], stim_table.iloc[0]['timestamps']\n", "image = natural_movie_one_stimulus.indexed_timeseries.data.value[int(frame),:,:]\n", "m = si.BrainObservatoryMonitor()\n", "fig, ax = plt.subplots(1,1, figsize=(10,5))\n", "m.show_image(m.natural_movie_image_to_screen(image, origin='upper'), ax=ax,origin='upper', warp=True, show=False)\n", "_ = ax.set_title('Natural Movie One, Monitor (frame: %i, time: %5.2f) \\n1200x1920' % (frame, timestamp))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now that we have explored what was shown to the animal, what can we find out about the data that was recorded? Lets start off by gathering a summary of the metadata related to the imaging plane:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Unprocessed in-vivo two-photon calcium imaging of neuronal activity\n", "[512 512]\n", "[ 0.0004 0.0004]\n", "imaging_plane_1\n", "VISp\n", "2-photon microscope\n", "31Hz\n", "GCaMP6f\n", "910 nanometers\n", "8\n" ] } ], "source": [ "for two_photon_series in nwb_data.acquisition:\n", " print(two_photon_series.description)\n", " print(two_photon_series.dimension.value)\n", " print(two_photon_series.field_of_view.value)\n", " \n", " imaging_plane = two_photon_series.imaging_plane\n", " print(imaging_plane.name)\n", " print(imaging_plane.location)\n", " print(imaging_plane.device)\n", " print(imaging_plane.imaging_rate)\n", " print(imaging_plane.indicator)\n", " print(imaging_plane.excitation_lambda)\n", " print(two_photon_series.bits_per_pixel)\n", " \n", "dimension = two_photon_series.dimension.value\n", "field_of_view = two_photon_series.field_of_view.value" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next, lets see what processed data associated with this experiment is available. Lets call up the `brain_observatory_pipeline` processing module:" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "MotionCorrection\n", "DfOverF\n", "Fluorescence\n", "BehavioralTimeSeries\n", "ImageSegmentation\n", "PupilTracking\n", "EyeTracking\n" ] } ], "source": [ "pipeline = nwb_data.get_processing_module('brain_observatory_pipeline')\n", "for container in pipeline.containers:\n", " print(container.name)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Each of these modules contain the result of some processing of raw data signals acquired during the session (For more information on the processing, check out the Brain Observatory [whitepaper](http://help.brain-map.org/download/attachments/10616846/VisualCoding_Overview.pdf)). Now that we know the types of processed signals, lets start with some behavioral measurements from the experiment. We can look at the running speed of the animal (`BehavioralTimeSeries`), as well as information about pupil size and eye position obtained by processing a standard camera recording the gaze of the eye during the session:" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "image/png": 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5dS+3HSTmO+FM8iTTpdjd1BYvc/7lE/b5xjWNT6oLNuA/23cx3mNb+yhUDqdR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\nffW2Vbs2cMcdeuvs00f+P/nkw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VuFoNHeddeke+BOIZzDOCg1IbEMgNlCiP8KIb4UQjwB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\nmNnADBYvAdi4c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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axes = plt.subplots(3,1, figsize=(10,12))\n", "for ii, container_name in enumerate(['BehavioralTimeSeries', 'PupilTracking']):\n", " ax = axes[ii]\n", " ds = pipeline.get_container(container_name)\n", " ts = ds.time_series\n", " data = ts.data.value\n", " timestamps = ts.timestamps.value\n", "\n", "\n", " ax.plot(timestamps, data)\n", " ax.set_xlabel('time (%s)' % ts.timestamps_unit)\n", " ax.set_ylabel('%s\\n(%s)' % (ds.name, ts.unit))\n", " \n", "ds = pipeline.get_container('EyeTracking')\n", "for ss in ds.spatial_series:\n", " if ss.name == 'pupil_location':\n", " \n", " ax = axes[ii+1]\n", " data = ss.data.value\n", " timestamps = ss.timestamps.value\n", "\n", "\n", " ax.plot(timestamps, data, label='hi')\n", " ax.set_xlabel('time (%s)' % ss.timestamps_unit)\n", " ax.set_ylabel('%s' % (ss.name,))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now lets look at the responses of some neurons in the imaging plaine. Lets plot a birds-eye view of the segmentation:" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "image/png": 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ic0RraysHDx5k+fLldhUJGEyP9mKluru72b9/P8XFxeYEyPZ2hMeOHaO4uNjq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\nikHS0dHBe++953RQuXTpkl+lT6zO2LFjPbJVRGMJU+FJf38/PT09pu3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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "image_segmentation = pipeline.get_container('ImageSegmentation')\n", "segmentation_mask = np.zeros(dimension)\n", "extent = np.zeros(4)\n", "extent[1] = field_of_view[0]\n", "extent[3] = field_of_view[1]\n", "for roi in image_segmentation.plane_segmentations[0].roi_list:\n", " segmentation_mask += roi.img_mask.value\n", "_ = plt.imshow(segmentation_mask, cmap=plt.cm.gray, extent=extent)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Each of these segmented ROI's has a dF/F trace stored in the `DfOverF` processing module. Lastly, we plot this data for each cell:" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "image/png": 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FtXY7a+0PcIaC/xXwOXALMNEY87PowxapriSjkKTUgJVre7V0bEVERKS2BKkBqwP2tNZ+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\nj4cff4TERHjjjYzL/DuIi4OAAHX+88/QvHn27j99WgXWtCItT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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ds = pipeline.get_container('DfOverF')\n", "ts = ds.roi_response_series[0]\n", "timestamps = ts.timestamps.value\n", "data = ts.data.value\n", "\n", "fig, ax = plt.subplots(1,1, figsize=(10,4))\n", "# plt.plot(timestamps, data.T)\n", "\n", "ax.plot(timestamps, data.T)\n", "ax.set_xlabel('time (%s)' % ts.timestamps_unit)\n", "_ = ax.set_ylabel('%s (%s)' % (ds.name, ts.unit))" ] } ], "metadata": { "anaconda-cloud": {}, "kernelspec": { "display_name": "Python [default]", "language": "python", "name": "python2" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 2 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", "version": "2.7.12" } }, "nbformat": 4, "nbformat_minor": 2 } ././@PaxHeader0000000000000000000000000000021600000000000010214 xustar00142 path=pynwb-2.8.2/docs/notebooks/convert-crcns-ret-1-old/convert-crcns-ret-1-meisterlab-with-custom-extensions-and-external-stimulus.ipynb pynwb-2.8.2/docs/notebooks/convert-crcns-ret-1-old/convert-crcns-ret-1-meisterlab-with-custom-extens0000644000000000000000001017050013615410400030402 0ustar00{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Jupyter Layout\n", "from IPython.core.display import display, HTML\n", "display(HTML(\"\"))" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# Standard Python imports\n", "from tempfile import NamedTemporaryFile\n", "import os\n", "import glob\n", "from scipy.io import loadmat\n", "import numpy as np\n", "import datetime\n", "import numpy as np" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# PyNWB imports\n", "from pynwb import NWBFile, get_build_manager\n", "from pynwb.base import Module\n", "from pynwb.misc import UnitTimes, SpikeUnit\n", "from pynwb.ecephys import ElectrodeGroup, Device\n", "from pynwb.epoch import EpochTimeSeries\n", "from pynwb.image import ImageSeries\n", "from pynwb.core import set_parents\n", "from form.backends.hdf5 import HDF5IO" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# Import helper function to render the HDF5 file\n", "interactive = False\n", "\n", "try:\n", " import sys\n", " sys.path.append('/Users/oruebel/Devel/nwb/nwb-schema/docs')\n", " from utils.render import NXGraphHierarchyDescription, HierarchyDescription\n", " if interactive:\n", " %matplotlib notebook\n", " %config InlineBackend.figure_format = 'svg'\n", " autostop_interact = True\n", " else:\n", " %matplotlib inline\n", " import matplotlib.pyplot as plt \n", " VIS_AVAILABLE = True\n", "except ImportError:\n", " VIS_AVAILABLE = False\n", " print('DISABLING VISUALIZATION OF FILE HIERARCHY')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Notes:\n", "\n", "This example is based on https://github.com/NeurodataWithoutBorders/api-python/blob/master/examples/create_scripts/crcns_ret-1.py from H5Gate. \n", "\n", "Compared to the NWB files generated by the original example we here use the extension mechanism to add custom data fields rather than adding unspecified custom data directly to the file, i.e., all objects (datasets, attributes, groups etc.) are governed by a formal specification.\n", "* Previously pixle_size, meister_x, meister_y, meister_dx, meister_dy were stored as custom datasets in ImageSeries. Here we create an extensions MeisterImageSeries which extens ImageSeries and stores that values as attributes pixel_size, x, y, dx, dy. We here chose attributes instead of datasets simply because these are small, single int and float metadata values for which attributes are more approbirate.\n", "\n", "Compared to the NWB files generated by the original example the files generated here contain the following additional main changes:\n", "\n", "* Change si_unit attribute to unit for compliance with the spec of ImageSeries \n", "* Moved 'source' attribute from the Module to the Interface as source is not defined in the spec for modules but only for Interface\n", "* Added missing 'source' for SpikeUnit\n", "* Added missing tags and description for epochs\n", "* Added /general/devices/... to describe the device\n", "* Added neurodata_type and namespace attributes for format compliance\n", "* NWBContainer is now a base type of all core neurodata_types and as such `help` and `source` attributes have been added to all core types\n", "* The original script reused iterator variables in nested loops. We have updated those occurrence to avoid consusion and avoid possible errors. \n", "* The following custom metadata fields---i.e., datasets that were originally added to the file without being part of the NWB specification and without creation of corresponding extensions---have not yet been integrated with the NWB files:\n", " * /general custom metadata: /notes, /random_number_generation, /related_publications. This will require extension of NWBFile to extend the spec of /general. Improvements to make this easier have been proposed for discussion at the upcoming hackathon.\n", " * SpikeUnit custom datasets with additional copies of the per-stimulus spike times (i.e., /processing/Cells/UnitTimes/cell_*/stim_* in the original version). This will require an extension for SpikeUnit.\n", " * /subject, subject/genotype, subject/species : See Issue https://bitbucket.org/lblneuro/pynwb/issues/45 support for subject metadata is upcoming in PyNWB \n", " * /specifications, /specifications/nwb_core.py : See Issue https://bitbucket.org/lblneuro/pynwb/issues/44 will be added by PyNWB automatically\n", "\n", "For readability and to ease comparison, we include in Sectoin 6 the original example script from H5Gate. Note, the files generated by the original script are omitting a few required datasets/attributes and as such do not actually validate. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 1: Download the Example Data\n", "\n", "A tar file with the example data is available for download from:\n", "\n", "https://portal.nersc.gov/project/crcns/download/nwb-1/example_script_data/source_data_2.tar.gz\n", "\n", "Please download and uncompress the data file. \n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 2: Define the location of the example data" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": true }, "outputs": [], "source": [ "indata_dir = \"/Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 3: Define the location for the output NWB file" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false }, "outputs": [], "source": [ "output_dir = '/Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim' # Define name of the output file. Only needed if use_temp_file=True\n", "stim_lib_dir = os.path.join(output_dir, 'stim_lib')\n", "if not os.path.exists(stim_lib_dir):\n", " os.makedirs(stim_lib_dir)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 4: Reading the input data\n", "\n", "The data read portion of this tutorial has been adapted from https://github.com/NeurodataWithoutBorders/api-python/blob/master/examples/create_scripts/crcns_ret-1.py (July 24.2017) . Large portions have been copied from that script (and modified as needed) to ease use of this example. We here separate the data read from the data write to be illustrate which parts of the code are actually relevant for reading the input data (this section) vs. which parts are specific to the data write (see Section 5). Alternatively, we could naturally also directly read the data to PyNWB NWBContainer classes." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.1 Input data settings" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# Create the list of file names\n", "data_dir = os.path.join(indata_dir, 'Data')\n", "file_list = glob.glob( data_dir + \"/*.mat\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.2 Read helper functions" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def find_exp_time(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording date from \" + fname)\n", " return \"\"\n", " try:\n", " rst = data_info[\"RecStartTime\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording start time from \" + fname)\n", " return \"\"\n", " time = d + str(rst[3]) + str(rst[4]) + str(rst[5])\n", " dt=datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\")\n", " return dt.strftime(\"%a %b %d %Y %H:%M:%S\")\n", " \n", "def find_stim_times(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Error: Unable to read recording date from \" + fname)\n", " assert False\n", " try:\n", " rst = data_info['RecStartTime']\n", " except IndexError:\n", " print (\"Error: Unable to read recording start time from \" + fname)\n", " assert False\n", " dt = []\n", " for i in range(len(rst)):\n", " time = d + str(rst[i][3]) + str(rst[i][4]) + str(rst[i][5])\n", " dt.append(datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\"))\n", " for i in range(1,len(rst)):\n", " dt[i] = (dt[i] - dt[0]).total_seconds()\n", " dt[0] = 0.0\n", " return dt\n", "\n", "def create_stim_ident(x, y, dx, dy):\n", " return \"%dx%d_%dx%d\" % (x, y, dx, dy)\n", "\n", "def create_stimulus_file(fname, seed, x, y, dx, dy, indata_dir):\n", " import h5py\n", " print (\"Creating stimulus file \" + fname)\n", " ident = create_stim_ident(x, y, dx, dy)\n", " n_pixels = stim_pixel_cnt[ident]\n", " data = np.zeros(n_pixels)\n", " with open(indata_dir + \"/ran1.bin\", 'rb') as f: # MODIFIED: Fix path to fit the notebook\n", " for i in range(int(n_pixels/8)): #py3, added int\n", " byte = f.read(1)\n", " for j in reversed(range(8)):\n", " data[i*8+j] = 255*(ord(byte) >> j & 1)\n", " # for j in range(8):\n", " # data[i*8+j] = 255 * ((ord(byte) >> (7-j)) & 1)\n", " nx = int(x/dx) # py3, added int\n", " ny = int(y/dy) # py3, added int\n", " n_frames = int(n_pixels / (nx * ny)) # py3, added int\n", " # reshape stimulus\n", " datar = np.reshape(data, (n_frames, ny, nx))\n", " h5 = h5py.File(fname, 'w')\n", " grp = h5.create_dataset(\"image_stack\", data=datar, compression=True, dtype='uint8')\n", " grp.attrs[\"unit\"] = \"grayscale\"\n", " grp.attrs[\"resolution\"] = \"1\"\n", " grp.attrs[\"conversion\"] = \"1\"\n", " h5.close()\n", "\n", "def fetch_stimulus_link(seed, x, y, dx, dy, indata_dir, stim_lib_dir):\n", " # see if stack already exists. if not, create it\n", " fname = os.path.join(stim_lib_dir, \"%s_%d.h5\" % (create_stim_ident(x, y, dx, dy), seed))\n", " if not os.path.isfile(fname):\n", " # need to create file\n", " create_stimulus_file(fname, seed, x, y, dx, dy, indata_dir)\n", " return fname, \"image_stack\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.3 Create Electrode Metadata" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": true }, "outputs": [], "source": [ "channel_coordinates = []\n", "device_name = \"61-channel probe\"\n", "# using 61-channel configuration from Mesiter et al., 1994\n", "# NOTE: this is an estimate and is used for example purposes only\n", "for i in range(5): channel_coordinates.append([(140+70*i), 0, 0])\n", "for i in range(6): channel_coordinates.append([(105+70*i), 60, 0])\n", "for i in range(7): channel_coordinates.append([( 70+70*i), 120, 0])\n", "for i in range(8): channel_coordinates.append([( 30+70*i), 180, 0])\n", "for i in range(9): channel_coordinates.append([( 70*i), 240, 0])\n", "for i in range(8): channel_coordinates.append([( 30+70*i), 300, 0])\n", "for i in range(7): channel_coordinates.append([( 70+70*i), 360, 0])\n", "for i in range(6): channel_coordinates.append([(105+70*i), 420, 0])\n", "for i in range(5): channel_coordinates.append([(140+70*i), 480, 0])\n", "channel_coordinates = np.asarray(channel_coordinates) \n", "\n", "electrode_meta = {\n", " 'name': \"61-channel_probe\", \n", " 'channel_coordinates': channel_coordinates,\n", " 'channel_description': ['none'] * 61,\n", " 'channel_location': ['undefined'] * 61,\n", " 'channel_filtering': ['undefined'] * 61,\n", " 'channel_impedance': ['undefined'] * 61,\n", " 'description': \"Approximation of electrode array used in experiment based on Mester, et. al., 1994 (DEMO DATA)\",\n", " 'location': \"Retina flatmount recording\",\n", " 'device': \"----\" \n", "}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.4 Getting stimulus frame requirements" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": false }, "outputs": [], "source": [ "stim_pixel_cnt = {}\n", "for filename in file_list:\n", " fname = os.path.basename(filename)\n", " mfile = loadmat(filename, struct_as_record=True)\n", " data_info = mfile['datainfo'][0,0]\n", " stim_offset = find_stim_times(fname, data_info)\n", " for i in range(len(stim_offset)):\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " n_frames = stimulus[\"Nframes\"][0,0]\n", " # figure out how many pixels per frame\n", " x = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " y = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " dx = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " dy = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " nx = int(x/dx)\n", " ny = int(y/dy)\n", " n_pix = n_frames * nx * ny\n", " # remember maximum pixel count for this stimulus type\n", " name = create_stim_ident(x, y, dx, dy)\n", " if name in stim_pixel_cnt:\n", " n = stim_pixel_cnt[name]\n", " if n_pix > n:\n", " stim_pixel_cnt[name] = n_pix\n", " else:\n", " stim_pixel_cnt[name] = n_pix" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.5 Read file metadata, spike data, and stimulus data" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080516_R1.mat\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/stim_lib/640x480_1x480_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/stim_lib/640x480_10x10_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/stim_lib/640x480_640x1_-10000.h5\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080516_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080606_R1.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080606_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080606_R3.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080624_R1.mat\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/stim_lib/640x480_2x480_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/stim_lib/640x480_640x2_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/stim_lib/640x300_10x10_-10000.h5\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080624_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080624_R3.mat\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/stim_lib/640x480_5x480_-10000.h5\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R3.mat\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/stim_lib/640x320_8x8_-10000.h5\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R4.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R5.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R6.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R7.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080702_R1.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080702_R4.mat\n" ] } ], "source": [ "# The following dicts use filenames as keys and store for each file a dict with the \n", "# associated file metadta, stimulus data, and spike data, respectively\n", "per_file_meta = {} # File metadata : Store for each file a single dict with the metadata about that file \n", "stimulus_data = {} # Stimulus data : Store for each file a list of dicts with the metadata about all stimuli\n", "spike_unit_times_data = {} # Spike data : Store for each file a list of dicts with the metadata about the SpikeUnits in UnitTimes\n", "\n", "for filename in file_list:\n", " print(\"Processing: %s\" % filename)\n", " fname = os.path.basename(filename)\n", " mfile = loadmat(filename, struct_as_record=True)\n", " data_info = mfile['datainfo'][0,0]\n", " stim_offset = find_stim_times(fname, data_info)\n", " \n", " ##################################\n", " # Read file metadata\n", " ##################################\n", " rec_no = data_info[\"RecNo\"][0]\n", " smpl_no = data_info[\"SmplNo\"][0]\n", " animal = str(data_info[\"animal\"][0])\n", " notes = str(data_info[\"description\"][0])\n", " session_id = \"RecNo: \" + str(rec_no) + \"; SmplNo: \" + str(smpl_no)\n", " per_file_meta[filename] = {\n", " \"output_filename\": os.path.join(output_dir, \"%s.nwb\" % str(fname[:-4])),\n", " \"start_time\": find_exp_time(os.path.basename(file_list[0]), data_info),\n", " \"identifier\": \"Meister test data\",\n", " \"description\": \"Optical stimulation and extracellular recording of retina\",\n", " \"create_date\": datetime.datetime.now(),\n", " \"experimenter\": \"Yifeng Zhang\", \n", " \"experiment_description\": None,\n", " \"session_id\": \"RecNo: \" + str(rec_no) + \"; SmplNo: \" + str(smpl_no),\n", " \"institution\": \"Harvard University\",\n", " \"lab\": \"Markus Meister\",\n", " \"related_publications\": \"Yi-Feng Zhang, Hiroki Asari, and Markus Meister (2014); Multi-electrode recordings from retinal ganglion cells. CRCNS.org. http://dx.doi.org/10.6080/K0RF5RZT\",\n", " \"notes\": notes,\n", " \"species\": \"mouse\",\n", " \"genotype\": animal\n", " } \n", " \n", " ###################################################\n", " # Read stimulus presentation image series data\n", " ###################################################\n", " stim_offsets = find_stim_times(fname, data_info)\n", " curr_stim_data = []\n", " # get stimulus offset times\n", " for i in range(len(stim_offsets)):\n", " stim_dat = {\n", " \"file\": filename,\n", " \"index\": i,\n", " \"offset\": stim_offsets[i]\n", " }\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " stim_dat['n_frames'] = stimulus[\"Nframes\"][0,0]\n", " stim_dat['frame'] = stimulus[\"frame\"][0,0]\n", " stim_dat['onset'] = stimulus[\"onset\"][0,0]\n", " stim_dat['type_s'] = stimulus[\"type\"][0]\n", " stim_dat['seed'] = stimulus[\"param\"][\"seed\"][0,0][0,0]\n", " stim_dat['x'] = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " stim_dat['y'] = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " stim_dat['dx'] = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " stim_dat['dy'] = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " stim_dat['pixel_size'] = stimulus[\"pixelsize\"][0,0]\n", " stim_dat['timestamps'] = np.arange(stim_dat['n_frames']) * stim_dat['frame'] + stim_dat['onset'] + stim_dat['offset']\n", " stim_dat['end'] = 1.\n", " if stim_dat['timestamps'].size>0:\n", " stim_dat['end'] += stim_dat['timestamps'][-1] \n", " stim_dat['rec_stim_name'] = \"rec_stim_%d\" % (i+1)\n", " stim_dat['description'] = \"type = %s; seed = %s\" % (str(stim_dat['type_s']), str(stim_dat['seed']))\n", " stim_dat['dimension'] = [int(stim_dat['x']/stim_dat['dx']), \n", " int(stim_dat['y']/stim_dat['dy'])]\n", " stim_dat['data'] = fetch_stimulus_link(seed=stim_dat['seed'], \n", " x=stim_dat['x'], \n", " y=stim_dat['y'], \n", " dx=stim_dat['dx'], \n", " dy=stim_dat['dy'],\n", " indata_dir=indata_dir,\n", " stim_lib_dir=stim_lib_dir)\n", " curr_stim_data.append(stim_dat)\n", " stimulus_data[filename] = curr_stim_data\n", " \n", " ###########################################\n", " # Read the spike data\n", " ############################################\n", " spikes_mat = mfile[\"spikes\"]\n", " num_cells = spikes_mat.shape[0]\n", " num_stims = spikes_mat.shape[1]\n", " spike_units = []\n", " for cell_index in range(num_cells):\n", " curr_spike_unit = {\n", " 'name': \"cell_%d\" %(cell_index+1),\n", " 'custom_stim_spikes': {}\n", " }\n", " spike_list = []\n", " for j in range(num_stims):\n", " \n", " stim_name = \"stim_%d\" % (j+1)\n", " spikes = np.hstack(spikes_mat[cell_index,j]) + stim_offsets [j]\n", " spike_list.extend(spikes)\n", " curr_spike_unit['custom_stim_spikes'][stim_name] = spikes\n", " \n", " curr_spike_unit['times'] = spike_list\n", " curr_spike_unit['unit_description'] = 'none' # This was also 'none' in the original version \n", " curr_spike_unit['source'] = \"Data as reported in the original crcns file\"\n", " spike_units.append(curr_spike_unit)\n", " \n", " spike_unit_times_data[filename] = spike_units\n", " " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 5: Creating the NWB data using PyNWB" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 5.1: Create extensions for storing custom metadata" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": false }, "outputs": [], "source": [ "from pynwb.spec import NWBNamespaceBuilder, NWBGroupSpec, NWBAttributeSpec, NWBDatasetSpec\n", "from pynwb import get_class, load_namespaces\n", "\n", "# Define where our extensions should be stored\n", "ext_output_dir = os.path.join(output_dir, \"extensions\")\n", "ns_name = 'crcnsret1'\n", "ns_path = os.path.join(ext_output_dir, '%s.namespace.yaml' % ns_name)\n", "ext_path = '%s.extensions.yaml' % ns_name\n", "\n", "# Check to make sure that our storage location for the extensions exists\n", "if not os.path.exists(ext_output_dir):\n", " os.makedirs(ext_output_dir)\n", "\n", "# Build the namespace\n", "ns_builder = NWBNamespaceBuilder('Extension for use in my Lab', ns_name)\n", "\n", "# Create a custom ImageSeries to add our custom attributes and add our extensions to the namespace\n", "mis_ext = NWBGroupSpec('A custom ImageSeries to add MeisterLab custom metadata',\n", " attributes=[NWBAttributeSpec('x' , 'int', 'meister x', required=False),\n", " NWBAttributeSpec('y' , 'int', 'meister y', required=False),\n", " NWBAttributeSpec('dx', 'int', 'meister dx', required=False),\n", " NWBAttributeSpec('dy', 'int', 'meister dy', required=False),\n", " NWBAttributeSpec('pixel_size', 'float', 'meister pixel size', required=False)],\n", " neurodata_type_inc='ImageSeries',\n", " neurodata_type_def='MeisterImageSeries') \n", "ns_builder.add_spec(ext_path, mis_ext)\n", "\n", "# Export the YAML files for our namespace and extensions\n", "ns_builder.export(ns_path)\n", "\n", "# Load the namespace to register it with PyNWB\n", "load_namespaces(ns_path)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# Get our custom container classes for our extensions\n", "MeisterImageSeries = get_class('MeisterImageSeries', ns_name) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can now inspect our container class using the usual mechanisms, e.g., help. For illustration purposes, let's call help on our class. Here we can see that:\n", "* Our custom attributes have been added to the constructor with approbriate documentation describing the type and purpose we indicated in the spec for our attributes\n", "* From the \"Method resolution order\" documentationw we can see that our MeisterImageSeries inherits from pynwb.image.ImageSeries so that interaction mechanism from the base class are also available in our class" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Help on class MeisterImageSeries in module abc:\n", "\n", "class MeisterImageSeries(pynwb.image.ImageSeries)\n", " | General image data that is common between acquisition and stimulus time series.\n", " | The image data can be stored in the HDF5 file or it will be stored as an external image file.\n", " | \n", " | Method resolution order:\n", " | MeisterImageSeries\n", " | pynwb.image.ImageSeries\n", " | pynwb.base.TimeSeries\n", " | pynwb.core.NWBContainer\n", " | form.container.Container\n", " | builtins.object\n", " | \n", " | Methods defined here:\n", " | \n", " | __init__(*args, **kwargs)\n", " | __init__(name, source, data, unit, format, external_file=None, starting_frame=None, bits_per_pixel=None, dimension=[nan], resolution=0.0, conversion=1.0, timestamps=None, starting_time=None, rate=None, comments=None, description=None, control=None, control_description=None, parent=None, dx=None, x=None, dy=None, pixel_size=None, y=None)\n", " | \n", " | \n", " | \n", " | Args:\n", " | name (str): The name of this TimeSeries dataset\n", " | source (str): Name of TimeSeries or Modules that serve as the source for the data contained here. It can also be the name of a device, for stimulus or acquisition data\n", " | data (list or ndarray or TimeSeries or Iterable): The data this TimeSeries dataset stores. Can also store binary data e.g. image frames\n", " | unit (str): The base unit of measurement (should be SI unit)\n", " | format (str): Format of image. Three types: 1) Image format; tiff, png, jpg, etc. 2) external 3) raw.\n", " | external_file (Iterable): Path or URL to one or more external file(s). Field only present if format=external. Either external_file or data must be specified, but not both.\n", " | starting_frame (Iterable): Each entry is the frame number in the corresponding external_file variable. This serves as an index to what frames each file contains.\n", " | bits_per_pixel (int): Number of bit per image pixel\n", " | dimension (Iterable): Number of pixels on x, y, (and z) axes.\n", " | resolution (float): The smallest meaningful difference (in specified unit) between values in data\n", " | conversion (float): Scalar to multiply each element by to convert to volts\n", " | timestamps (list or ndarray or TimeSeries): Timestamps for samples stored in data\n", " | starting_time (float): The timestamp of the first sample\n", " | rate (float): Sampling rate in Hz\n", " | comments (str): Human-readable comments about this TimeSeries dataset\n", " | description (str): Description of this TimeSeries dataset\n", " | control (Iterable): Numerical labels that apply to each element in data\n", " | control_description (Iterable): Description of each control value\n", " | parent (NWBContainer): The parent NWBContainer for this NWBContainer\n", " | dx (int): meister dx\n", " | x (int): meister x\n", " | dy (int): meister dy\n", " | pixel_size (float): meister pixel size\n", " | y (int): meister y\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data and other attributes defined here:\n", " | \n", " | __abstractmethods__ = frozenset()\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data descriptors inherited from pynwb.image.ImageSeries:\n", " | \n", " | bits_per_pixel\n", " | \n", " | dimension\n", " | \n", " | external_file\n", " | \n", " | format\n", " | \n", " | starting_frame\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data and other attributes inherited from pynwb.image.ImageSeries:\n", " | \n", " | __nwbfields__ = ('name', 'comments', 'description', 'source', 'data', ...\n", " | \n", " | ----------------------------------------------------------------------\n", " | Methods inherited from pynwb.base.TimeSeries:\n", " | \n", " | set_comments(*args, **kwargs)\n", " | set_comments(comments)\n", " | \n", " | Convenience function to set the comments field of the\n", " | *TimeSeries*\n", " | \n", " | Args:\n", " | comments (str): Human-readable comments about this TimeSeries dataset\n", " | \n", " | set_description(*args, **kwargs)\n", " | set_description(description)\n", " | \n", " | Convenience function to set the description field of the\n", " | *TimeSeries*\n", " | \n", " | Args:\n", " | description (str): Description of this TimeSeries dataset\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data descriptors inherited from pynwb.base.TimeSeries:\n", " | \n", " | ancestry\n", " | \n", " | comments\n", " | \n", " | control\n", " | \n", " | control_description\n", " | \n", " | conversion\n", " | \n", " | data\n", " | \n", " | data_link\n", " | \n", " | description\n", " | \n", " | help\n", " | \n", " | interval\n", " | \n", " | name\n", " | \n", " | neurodata_type\n", " | \n", " | num_samples\n", " | \n", " | rate\n", " | \n", " | rate_unit\n", " | \n", " | resolution\n", " | \n", " | source\n", " | \n", " | starting_time\n", " | \n", " | time_unit\n", " | \n", " | timestamp_link\n", " | \n", " | timestamps\n", " | \n", " | timestamps_unit\n", " | \n", " | unit\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data descriptors inherited from pynwb.core.NWBContainer:\n", " | \n", " | container_source\n", " | The source of this Container e.g. file name or table\n", " | \n", " | fields\n", " | \n", " | namespace\n", " | \n", " | parent\n", " | The parent NWBContainer of this NWBContainer\n", " | \n", " | subcontainers\n", " | \n", " | ----------------------------------------------------------------------\n", " | Class methods inherited from form.container.Container:\n", " | \n", " | type_hierarchy() from form.utils.ExtenderMeta\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data descriptors inherited from form.container.Container:\n", " | \n", " | __dict__\n", " | dictionary for instance variables (if defined)\n", " | \n", " | __weakref__\n", " | list of weak references to the object (if defined)\n", "\n" ] } ], "source": [ "help(MeisterImageSeries)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For illustration purposes, let's also have a quick look at the contents of our YAML namespace and extension file." ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "crcnsret1.namespace.yaml\n", "------------------------\n", "namespaces:\n", "- doc: Extension for use in my Lab\n", " name: crcnsret1\n", " schema:\n", " - namespace: core\n", " - source: crcnsret1.extensions.yaml\n", "\n", "\n", "crcnsret1.extensions.yaml\n", "-------------------------\n", "groups:\n", "- attributes:\n", " - doc: meister x\n", " dtype: int\n", " name: x\n", " required: false\n", " - doc: meister y\n", " dtype: int\n", " name: y\n", " required: false\n", " - doc: meister dx\n", " dtype: int\n", " name: dx\n", " required: false\n", " - doc: meister dy\n", " dtype: int\n", " name: dy\n", " required: false\n", " - doc: meister pixel size\n", " dtype: float\n", " name: pixel_size\n", " required: false\n", " doc: A custom ImageSeries to add MeisterLab custom metadata\n", " neurodata_type_def: MeisterImageSeries\n", " neurodata_type_inc: ImageSeries\n", "\n" ] } ], "source": [ "print(os.path.basename(ns_path))\n", "print(\"------------------------\")\n", "with open(ns_path, 'r') as fin:\n", " print(fin.read())\n", "print(\"\")\n", "print(ext_path)\n", "print(\"-------------------------\")\n", "with open(os.path.join(ext_output_dir, ext_path), 'r') as fin:\n", " print(fin.read())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 5.2: Write Single NWB file\n", "\n", "This example generates a series of NWB HDF5 files. We here define first a function to convert a single file." ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "collapsed": false }, "outputs": [], "source": [ "def convert_single_file(file_stimulus_data, file_meta, spike_units, electrode_meta):\n", " import h5py\n", " #########################################\n", " # Create the NWBFile container\n", " ##########################################\n", " nwbfile = NWBFile(file_name=file_meta['output_filename'],\n", " session_description=file_meta['description'],\n", " identifier=file_meta['identifier'],\n", " session_start_time=file_meta['start_time'],\n", " file_create_date=file_meta['create_date'],\n", " experimenter=file_meta['experimenter'],\n", " experiment_description=file_meta['experiment_description'],\n", " session_id=file_meta['session_id'],\n", " institution=file_meta['institution'],\n", " lab=file_meta['lab'])\n", " \n", " ################################################\n", " # Convert the stimuls data for the file\n", " ################################################\n", " for i, curr_stimulus in enumerate(file_stimulus_data):\n", " \n", " ####################################################\n", " # Get the external dataset with the stimulus data\n", " ####################################################\n", " # To create an external link to the HDF5 dataset from our stimulus library we simply get the dataset\n", " # and assign it to the data input parameter of our ImageSeries (i.e., here our extension MeisterImageSeries).\n", " # PyNWB recognizes the h5py.Dataset and automatically creates an ExternalLink or SoftLink for the \n", " # data, depending on whether the data comes from the same file or an external HDF5 file. \n", " stim_data_file = h5py.File(curr_stimulus['data'][0], 'r')\n", " stim_ext_data = stim_data_file[curr_stimulus['data'][1]]\n", " \n", " #####################################################\n", " # Create the image timeseries for the stimulus\n", " #####################################################\n", " img = MeisterImageSeries(name=curr_stimulus['rec_stim_name'], # The following are inherited from ImageSeries\n", " source='Undefined',\n", " data=stim_ext_data, # By assigning the existing HDF5 dataset from the external file, PyNWB automatically creates an ExternalLink for data\n", " unit=\"grayscale\",\n", " format='raw',\n", " bits_per_pixel=8,\n", " dimension=curr_stimulus['dimension'],\n", " timestamps=curr_stimulus['timestamps'],\n", " description=curr_stimulus['description'], \n", " x=int(curr_stimulus['x']), # The following are custom attribute values we added to our MeiterImageSeries extension\n", " y=int(curr_stimulus['y']),\n", " dx=int(curr_stimulus['dx']),\n", " dy=int(curr_stimulus['dy']),\n", " pixel_size=curr_stimulus['pixel_size'],\n", " )\n", " nwbfile.add_stimulus(img) # Add the stimulus timeseries to the file\n", " \n", " ##############################################\n", " # Create the epoch for the stimulus\n", " ############################################## \n", " epoch = nwbfile.add_epoch(name=\"stim_%d\"%(i+1), \n", " start=curr_stimulus['offset'],\n", " stop=curr_stimulus['end'],\n", " tags=[],\n", " description=\"\")\n", " # Create the EpochTimeSeries\n", " epoch.add_timeseries(timeseries=img,\n", " in_epoch_name=\"stimulus\")\n", " \n", " \n", " ####################################################################################################\n", " # Create the module 'Cells' with a single 'UnitTimes' interfaces storing a set of 'SpikeUnites'\n", " #####################################################################################################\n", " cells_module = nwbfile.create_processing_module(name=\"Cells\", \n", " description=\"Spike times for the individual cells and stimuli\")\n", " spike_unit_objs = []\n", " for spike_unit_data in spike_units:\n", " spike_unit_objs.append(SpikeUnit(name=spike_unit_data['name'],\n", " times=spike_unit_data['times'],\n", " unit_description=spike_unit_data['unit_description'],\n", " source=spike_unit_data['source']))\n", " # TODO Add custom data'custom_stim_spikes' data to the SpikeUnit\n", " unit_times = UnitTimes(source=\"Data as reported in the original crcns file\",\n", " spike_units=spike_unit_objs)\n", " for i in spike_unit_objs:\n", " i.parent = unit_times\n", " cells_module.add_interface(unit_times)\n", " \n", " #####################################################\n", " # Create the electrode group\n", " #####################################################\n", " device = nwbfile.create_device(electrode_meta['device'])\n", " electrode_group = nwbfile.create_electrode_group(name=electrode_meta['name'],\n", " channel_coordinates=electrode_meta['channel_coordinates'],\n", " channel_description=electrode_meta['channel_description'],\n", " channel_location=electrode_meta['channel_location'],\n", " channel_filtering=electrode_meta['channel_filtering'],\n", " channel_impedance=electrode_meta['channel_impedance'],\n", " description=electrode_meta['description'],\n", " location=electrode_meta['location'],\n", " device=device)\n", " \n", " # TODO Add metadata\n", " # file_meta['related_publications']\n", " # file_meta['notes']\n", " # file_meta['species'] \n", " # file_meta['genotype']\n", " \n", " ##################################\n", " # Write the NWB file\n", " ##################################\n", " manager = get_build_manager()\n", " io = HDF5IO(nwbfile.filename, manager)\n", " io.write(nwbfile)\n", " stim_data_file.close()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 5.3: Convert all files\n", "\n", "Convert all the files by iterating over the files and calling `convert_single_file` function for each of the file" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "collapsed": false }, "outputs": [], "source": [ "for filename in file_list:\n", " convert_single_file(file_stimulus_data=stimulus_data[filename],\n", " file_meta=per_file_meta[filename], \n", " spike_units=spike_unit_times_data[filename], \n", " electrode_meta=electrode_meta)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 6 Run the convert script from H5Gate\n", "\n", "For illustration purposes, we here also perform the same convert using the original H5Gate API. This allows us to compare our updated NWB files with the v1.0.5bNWB files generated." ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "collapsed": false }, "outputs": [], "source": [ "h5gate_path = '/Volumes/Data Drive/nwb_convert_tutorial/api-python'\n", "h5gate_output_dir = os.path.join(output_dir, 'nwb_v1.0.5b/')\n", "sys.path.append(h5gate_path)\n", "run_h5gate_convert = not os.path.exists(h5gate_output_dir)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The following is a copy of the following script: https://github.com/NeurodataWithoutBorders/api-python/blob/master/examples/create_scripts/crcns_ret-1.py . Minor modifications were made to paths to make the script work within the notebook indicated by `#MODIFIED` comments. The script is included here to ease comparison and use of the example." ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Getting stimulus frame requirements\n", "Processing 20080516_R1.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080516_R1.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/stim_library/640x480_1x480_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/stim_library/640x480_10x10_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/stim_library/640x480_640x1_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 12 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "8 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-7)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 37 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "37 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-7)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-7)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-7)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 12 warnings, 37 additions\n", "failed validation check (at least one error)\n", "Processing 20080516_R2.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080516_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 39 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "35 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-34)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 118 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "118 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-34)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-34)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-34)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 39 warnings, 118 additions\n", "failed validation check (at least one error)\n", "Processing 20080606_R1.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080606_R1.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 9 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "5 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-4)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 28 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "28 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-4)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-4)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 9 warnings, 28 additions\n", "failed validation check (at least one error)\n", "Processing 20080606_R2.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080606_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 11 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "7 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-6)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 34 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "34 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-6)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-6)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-6)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 11 warnings, 34 additions\n", "failed validation check (at least one error)\n", "Processing 20080606_R3.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080606_R3.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 6 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "2 recommended datasets missing:\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_1/source'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 19 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "19 datasets custom and identified by attribute neurodata_type=Custom (8 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_1/stim_1'\n", " 8. '/processing/Cells/UnitTimes/cell_1/stim_# (#=2-3)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 6 warnings, 19 additions\n", "failed validation check (at least one error)\n", "Processing 20080624_R1.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080624_R1.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/stim_library/640x480_2x480_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/stim_library/640x480_640x2_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/stim_library/640x300_10x10_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 42 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x2_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x300_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "38 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-37)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 127 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "127 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-37)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-37)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-37)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 42 warnings, 127 additions\n", "failed validation check (at least one error)\n", "Processing 20080624_R2.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080624_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 31 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x300_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "27 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-26)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 94 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "94 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-26)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-26)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-26)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 31 warnings, 94 additions\n", "failed validation check (at least one error)\n", "Processing 20080624_R3.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080624_R3.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/stim_library/640x480_5x480_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 43 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x300_10x10_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_5x480_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "39 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-38)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 130 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "130 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-38)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-38)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-38)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 43 warnings, 130 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R2.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080628_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 3 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "1 attributes missing:\n", " 1. /stimulus/presentation/rec_stim_1 - source\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 43 warnings.\n", "1 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "41 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-40)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 46 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "46 datasets custom and identified by attribute neurodata_type=Custom (8 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_1/meister_dx'\n", " 3. '/stimulus/presentation/rec_stim_1/meister_dy'\n", " 4. '/stimulus/presentation/rec_stim_1/meister_x'\n", " 5. '/stimulus/presentation/rec_stim_1/meister_y'\n", " 6. '/stimulus/presentation/rec_stim_1/pixel_size'\n", " 7. '/processing/Cells/UnitTimes/cell_1/stim_1'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-40)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "3 errors, 43 warnings, 46 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R3.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080628_R3.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/stim_library/640x320_8x8_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 36 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "33 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-32)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 75 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "75 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-32)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-32)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 36 warnings, 75 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R4.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080628_R4.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 19 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "16 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-15)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 41 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "41 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-15)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-15)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 19 warnings, 41 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R5.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080628_R5.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 47 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "44 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-43)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 97 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "97 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-43)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-43)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 47 warnings, 97 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R6.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080628_R6.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 17 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "14 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-13)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 37 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "37 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-13)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-13)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 17 warnings, 37 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R7.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080628_R7.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 3 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "1 attributes missing:\n", " 1. /stimulus/presentation/rec_stim_1 - source\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 17 warnings.\n", "1 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "15 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-14)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 20 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "20 datasets custom and identified by attribute neurodata_type=Custom (8 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_1/meister_dx'\n", " 3. '/stimulus/presentation/rec_stim_1/meister_dy'\n", " 4. '/stimulus/presentation/rec_stim_1/meister_x'\n", " 5. '/stimulus/presentation/rec_stim_1/meister_y'\n", " 6. '/stimulus/presentation/rec_stim_1/pixel_size'\n", " 7. '/processing/Cells/UnitTimes/cell_1/stim_1'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-14)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "3 errors, 17 warnings, 20 additions\n", "failed validation check (at least one error)\n", "Processing 20080702_R1.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080702_R1.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 7 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "4 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-3)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 17 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "17 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-3)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 7 warnings, 17 additions\n", "failed validation check (at least one error)\n", "Processing 20080702_R4.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-ext-stim/nwb_v1.0.5b/20080702_R4.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 16 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "13 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-12)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 35 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "35 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-12)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-12)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 16 warnings, 35 additions\n", "failed validation check (at least one error)\n" ] } ], "source": [ "if run_h5gate_convert: # MODIFIED: Added outer if to allow us to avoid running the script again\n", " #!/usr/bin/python\n", "\n", " # script to convert Meister sample data sets to NWB format\n", " # modified to use specification language\n", "\n", " import glob\n", " import sys\n", " import os\n", " import h5py\n", " import datetime\n", " import numpy as np\n", " import scipy.io as sio\n", "\n", " from nwb import nwb_file\n", " from nwb import nwb_utils as ut\n", "\n", "\n", " # directory for input data\n", " SOURCE_DATA_DIR = indata_dir # MODIFIED: Set to our current input data dir\n", " path = SOURCE_DATA_DIR + \"/Data/\" # MODIFIED: Fix path to fit the notebook\n", "\n", " if not os.path.exists(path):\n", " # print (\"Source files for script '%s' not present.\" % os.path.basename(__file__)) # MODIFIED: Removed Print\n", " print (\"Download and put them in the 'examples/source_data' directory as instructed\")\n", " print (\"in file examples/0_README.txt\")\n", " # sys.exit(1) # MODIFIED: Do not exit\n", "\n", "\n", " file_list = glob.glob(path + \"*.mat\")\n", " #file_list = [path+\"20080516_R2.mat\"]\n", "\n", " if not file_list:\n", " print (\"*** Error:\")\n", " print (\"No files found at '%s'. Cannot run script %s.\" % (path, os.path.basename(__file__)))\n", " sys.exit(1)\n", "\n", " # directory for created NWB files. Must have a trailing slash.\n", " OUTPUT_DIR = h5gate_output_dir # MODIFIED: Use our own output directory\n", " if not os.path.exists(OUTPUT_DIR):\n", " os.makedirs(OUTPUT_DIR)\n", "\n", " # this directory for storing generated stimulus files (which are not NWB files).\n", " STIM_LIBRARY_DIR = OUTPUT_DIR + \"stim_library/\"\n", " if not os.path.exists(STIM_LIBRARY_DIR):\n", " os.makedirs(STIM_LIBRARY_DIR)\n", "\n", "\n", " def find_exp_time(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording date from \" + fname)\n", " return \"\"\n", " try:\n", " rst = data_info[\"RecStartTime\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording start time from \" + fname)\n", " return \"\"\n", " time = d + str(rst[3]) + str(rst[4]) + str(rst[5])\n", " dt=datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\")\n", " return dt.strftime(\"%a %b %d %Y %H:%M:%S\")\n", "\n", " def find_stim_times(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Error: Unable to read recording date from \" + fname)\n", " assert False\n", " try:\n", " rst = data_info['RecStartTime']\n", " except IndexError:\n", " print (\"Error: Unable to read recording start time from \" + fname)\n", " assert False\n", " dt = []\n", " for i in range(len(rst)):\n", " time = d + str(rst[i][3]) + str(rst[i][4]) + str(rst[i][5])\n", " dt.append(datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\"))\n", " for i in range(1,len(rst)):\n", " dt[i] = (dt[i] - dt[0]).total_seconds()\n", " dt[0] = 0.0\n", " return dt\n", "\n", " def create_stim_ident(x, y, dx, dy):\n", " return \"%dx%d_%dx%d\" % (x, y, dx, dy)\n", "\n", " def create_stimulus_file(fname, seed, x, y, dx, dy):\n", " print (\"Creating stimulus file \" + fname)\n", " ident = create_stim_ident(x, y, dx, dy)\n", " n_pixels = stim_pixel_cnt[ident]\n", " data = np.zeros(n_pixels)\n", " with open(SOURCE_DATA_DIR + \"/ran1.bin\", 'rb') as f: # MODIFIED: Fix path to fit the notebook\n", " for i in range(int(n_pixels/8)): #py3, added int\n", " byte = f.read(1)\n", " for j in reversed(range(8)):\n", " data[i*8+j] = 255*(ord(byte) >> j & 1)\n", " # for j in range(8):\n", " # data[i*8+j] = 255 * ((ord(byte) >> (7-j)) & 1)\n", " nx = int(x/dx) # py3, added int\n", " ny = int(y/dy) # py3, added int\n", " n_frames = int(n_pixels / (nx * ny)) # py3, added int\n", " # reshape stimulus\n", " datar = np.reshape(data, (n_frames, ny, nx))\n", " h5 = h5py.File(fname, 'w')\n", " grp = h5.create_dataset(\"image_stack\", data=datar, compression=True, dtype='uint8')\n", " grp.attrs[\"si_unit\"] = \"grayscale\"\n", " grp.attrs[\"resolution\"] = \"1\"\n", " grp.attrs[\"conversion\"] = \"1\"\n", " h5.close()\n", "\n", " def fetch_stimulus_link(seed, x, y, dx, dy):\n", " # see if stack already exists. if not, create it\n", " fname = STIM_LIBRARY_DIR + \"%s_%d.h5\" % (create_stim_ident(x, y, dx, dy), seed)\n", " if not os.path.isfile(fname):\n", " # need to create file\n", " create_stimulus_file(fname, seed, x, y, dx, dy)\n", " return fname, \"image_stack\"\n", "\n", "\n", " electrode_map = []\n", " # using 61-channel configuration from Mesiter et al., 1994\n", " # NOTE: this is an estimate and is used for example purposes only\n", " for i in range(5): electrode_map.append([(140+70*i), 0, 0])\n", " for i in range(6): electrode_map.append([(105+70*i), 60, 0])\n", " for i in range(7): electrode_map.append([( 70+70*i), 120, 0])\n", " for i in range(8): electrode_map.append([( 30+70*i), 180, 0])\n", " for i in range(9): electrode_map.append([( 70*i), 240, 0])\n", " for i in range(8): electrode_map.append([( 30+70*i), 300, 0])\n", " for i in range(7): electrode_map.append([( 70+70*i), 360, 0])\n", " for i in range(6): electrode_map.append([(105+70*i), 420, 0])\n", " for i in range(5): electrode_map.append([(140+70*i), 480, 0])\n", " electrode_group = []\n", " for i in range(len(electrode_map)):\n", " electrode_group.append(\"61-channel probe\")\n", "\n", " print (\"Getting stimulus frame requirements\")\n", " stim_pixel_cnt = {}\n", " for i in range(len(file_list)):\n", " fname = file_list[i][len(path):]\n", " mfile = sio.loadmat(file_list[i], struct_as_record=True)\n", " # prepare matlab data\n", " data_info = mfile['datainfo'][0,0]\n", " # \n", " stim_offset = find_stim_times(fname, data_info)\n", " for i in range(len(stim_offset)):\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " n_frames = stimulus[\"Nframes\"][0,0]\n", " # figure out how many pixels per frame\n", " x = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " y = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " dx = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " dy = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " nx = int(x/dx)\n", " ny = int(y/dy)\n", " n_pix = n_frames * nx * ny\n", " # remember maximum pixel count for this stimulus type\n", " name = create_stim_ident(x, y, dx, dy)\n", " if name in stim_pixel_cnt:\n", " n = stim_pixel_cnt[name]\n", " if n_pix > n:\n", " stim_pixel_cnt[name] = n_pix\n", " else:\n", " stim_pixel_cnt[name] = n_pix\n", "\n", " for i in range(len(file_list)):\n", " fname = file_list[i][len(path):]\n", " print (\"Processing \" + fname)\n", " mfile = sio.loadmat(file_list[i], struct_as_record=True)\n", " # prepare matlab data\n", " data_info = mfile['datainfo'][0,0]\n", " # prepare output file\n", " vargs = {}\n", " vargs[\"start_time\"] = find_exp_time(fname, data_info)\n", " vargs[\"identifier\"] = ut.create_identifier(\"Meister test data\")\n", " vargs[\"mode\"] = \"w\"\n", " vargs[\"description\"] =\"Optical stimulation and extracellular recording of retina\"\n", " vargs[\"file_name\"] = OUTPUT_DIR + fname[:-4]+\".nwb\" \n", " bfile = nwb_file.open(**vargs)\n", " print (\"Creating \" + vargs[\"file_name\"])\n", " # get stimulus offset times\n", " stim_offset = find_stim_times(fname, data_info)\n", " stim_end = []\n", " # \n", " for i in range(len(stim_offset)):\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " n_frames = stimulus[\"Nframes\"][0,0]\n", " frame = stimulus[\"frame\"][0,0]\n", " onset = stimulus[\"onset\"][0,0]\n", " type_s = stimulus[\"type\"][0]\n", " seed = stimulus[\"param\"][\"seed\"][0,0][0,0]\n", " x = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " y = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " dx = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " dy = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " pixel_size = stimulus[\"pixelsize\"][0,0]\n", " # reformmat for nwb\n", " timestamps = np.arange(n_frames) * frame + onset + stim_offset[i]\n", " rec_stim_name = \"rec_stim_%d\" % (i+1)\n", " # create stimulus\n", " img = bfile.make_group(\"\", rec_stim_name, path=\"/stimulus/presentation\")\n", " img.set_custom_dataset(\"pixel_size\", pixel_size)\n", " img.set_custom_dataset(\"meister_dx\", dx)\n", " img.set_custom_dataset(\"meister_dy\", dy)\n", " img.set_custom_dataset(\"meister_x\", x)\n", " img.set_custom_dataset(\"meister_y\", y)\n", " img.set_dataset(\"timestamps\", timestamps)\n", " img.set_dataset(\"num_samples\", len(timestamps))\n", " file_name, dataset_name = fetch_stimulus_link(seed, x, y, dx, dy)\n", " file_name_base = file_name[len(OUTPUT_DIR):] # strip OUTPUT_DIR from front of name\n", " #- img.set_data_as_remote_link(file_name, dataset_name)\n", " link_str = \"extlink:%s,%s\" % (file_name_base, dataset_name)\n", " img.set_dataset(\"data\", link_str) # special string, causes creation of external link\n", " img.set_dataset(\"bits_per_pixel\", 8)\n", " img.set_dataset(\"format\", \"raw\")\n", " img.set_dataset(\"dimension\", [int(x/dx), int(y/dy)]) # py3, force to be int\n", " img.set_attr(\"description\", \"type = \" + str(type_s) + \"; seed = \" + str(seed))\n", " img.set_attr(\"comments\", \"Based on ran1.bin. Pixel values are 255 for light, 0 for dark\")\n", " # create epoch\n", " stim_end = timestamps[-1] + 1\n", " epoch = ut.add_epoch(bfile, \"stim_%d\"%(i+1), stim_offset[i], stim_end)\n", " stim_start = stim_offset[i]\n", " ts_path = \"/stimulus/presentation/\"+img.name\n", " ut.add_epoch_ts(epoch, stim_start, stim_end, \"stimulus\", ts_path)\n", "\n", " # create module 'Cells' for the spikes \n", " mod_name = \"Cells\"\n", " mod = bfile.make_group(\"\", mod_name)\n", " mod.set_attr(\"description\", \"Spike times for the individual cells and stimuli\")\n", " mod.set_attr(\"source\", \"Data as reported in the original file\")\n", " # create interfaces\n", " spk_times_iface = mod.make_group(\"UnitTimes\")\n", " spk_times_iface.set_attr(\"source\", \"Data as reported in the original crcns file\")\n", " # determine number of cells\n", " spikes_mat = mfile[\"spikes\"]\n", " num_cells = spikes_mat.shape[0]\n", " num_stims = spikes_mat.shape[1]\n", " # unit_list = [] ## Added for specification language conversion method\n", " for i in range(num_cells):\n", " cell_name = \"cell_%d\" %(i+1)\n", " # unit_list.append(cell_name) ## Added for specification language conversion method\n", " cgrp = spk_times_iface.make_group(\"\", cell_name)\n", " spike_list = []\n", " for j in range(num_stims):\n", " stim_name = \"stim_%d\" % (j+1)\n", " spikes = np.hstack(spikes_mat[i,j]) + stim_offset[j]\n", " spike_list.extend(spikes)\n", " cgrp.set_custom_dataset(stim_name, spikes)\n", " cgrp.set_dataset(\"times\", spike_list)\n", " cgrp.set_dataset(\"unit_description\", \"none\") \n", " #- spk_times_iface.finalize()\n", " # spk_times_iface.set_dataset(\"unit_list\", unit_list) ## Added for specification language conversion method\n", " #- mod.finalize()\n", "\n", " # write metadata\n", " rec_no = data_info[\"RecNo\"][0]\n", " smpl_no = data_info[\"SmplNo\"][0]\n", " animal = data_info[\"animal\"][0]\n", " description = data_info[\"description\"][0]\n", " session_id = \"RecNo: \" + str(rec_no) + \"; SmplNo: \" + str(smpl_no)\n", " bfile.set_dataset(\"session_id\", session_id)\n", " bfile.set_dataset(\"experimenter\", \"Yifeng Zhang\") \n", " bfile.set_dataset(\"institution\", \"Harvard University\")\n", " bfile.set_dataset(\"lab\", \"Markus Meister\")\n", " bfile.set_dataset(\"related_publications\", \"Yi-Feng Zhang, Hiroki Asari, and Markus Meister (2014); Multi-electrode recordings from retinal ganglion cells. CRCNS.org. http://dx.doi.org/10.6080/K0RF5RZT\")\n", " bfile.set_dataset(\"notes\", str(description))\n", " bfile.set_dataset(\"species\", \"mouse\")\n", " bfile.set_dataset(\"genotype\", str(animal))\n", " bfile.set_custom_dataset(\"random_number_generation\", \"Reference: WH Press, et al. (1992) Numerical Recipes in C, 2nd ed.\")\n", " # bfile.set_custom_metadata_by_file(\"random_number_generation_code\", \"ran1.m\")\n", " bfile.set_dataset('electrode_map', electrode_map)\n", " bfile.set_dataset('electrode_group', electrode_group)\n", " g = bfile.make_group('', \"61-channel_probe\")\n", " g.set_dataset('description',\"Approximation of electrode array used in experiment based on Mester, et. al., 1994 (DEMO DATA)\")\n", " g.set_dataset('location',\"Retina flatmount recording\")\n", " g.set_dataset('device', \"----\")\n", " print (\"\\tdone\")\n", " bfile.close()" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true }, "source": [ "# 7 Basic Validation and Visualization" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "collapsed": false }, "outputs": [], "source": [ "example_file = '20080516_R1.nwb' # Pick one file for illustration purposes to compare the file generated by H5Gate and PyNWB\n", "pynwb_example_file = os.path.join(output_dir, example_file)\n", "h5gate_example_file = os.path.join(h5gate_output_dir, example_file)" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Groups in H5Gate file not in PyNWB file\n", "/general/subject\n", "/general/specifications\n", "\n", "Groups in PyNWB file not in H5Gate file\n", "/general/devices\n", "/general/devices/----\n", "\n", "Datasets in H5Gate file not in PyNWB file\n", "/general/extracellular_ephys/61-channel_probe/device\n", "/general/extracellular_ephys/electrode_group\n", "/general/extracellular_ephys/electrode_map\n", "/general/notes\n", "/general/random_number_generation\n", "/general/related_publications\n", "/general/specifications/nwb_core.py\n", "/general/subject/genotype\n", "/general/subject/species\n", "/processing/Cells/UnitTimes/cell_1/stim_1\n", "/processing/Cells/UnitTimes/cell_1/stim_2\n", "/processing/Cells/UnitTimes/cell_1/stim_3\n", "/processing/Cells/UnitTimes/cell_2/stim_1\n", "/processing/Cells/UnitTimes/cell_2/stim_2\n", "/processing/Cells/UnitTimes/cell_2/stim_3\n", "/processing/Cells/UnitTimes/cell_3/stim_1\n", "/processing/Cells/UnitTimes/cell_3/stim_2\n", "/processing/Cells/UnitTimes/cell_3/stim_3\n", "/processing/Cells/UnitTimes/cell_4/stim_1\n", "/processing/Cells/UnitTimes/cell_4/stim_2\n", "/processing/Cells/UnitTimes/cell_4/stim_3\n", "/processing/Cells/UnitTimes/cell_5/stim_1\n", "/processing/Cells/UnitTimes/cell_5/stim_2\n", "/processing/Cells/UnitTimes/cell_5/stim_3\n", "/processing/Cells/UnitTimes/cell_6/stim_1\n", "/processing/Cells/UnitTimes/cell_6/stim_2\n", "/processing/Cells/UnitTimes/cell_6/stim_3\n", "/processing/Cells/UnitTimes/cell_7/stim_1\n", "/processing/Cells/UnitTimes/cell_7/stim_2\n", "/processing/Cells/UnitTimes/cell_7/stim_3\n", "/stimulus/presentation/rec_stim_1/meister_dx\n", "/stimulus/presentation/rec_stim_1/meister_dy\n", "/stimulus/presentation/rec_stim_1/meister_x\n", "/stimulus/presentation/rec_stim_1/meister_y\n", "/stimulus/presentation/rec_stim_1/pixel_size\n", "/stimulus/presentation/rec_stim_2/meister_dx\n", "/stimulus/presentation/rec_stim_2/meister_dy\n", "/stimulus/presentation/rec_stim_2/meister_x\n", "/stimulus/presentation/rec_stim_2/meister_y\n", "/stimulus/presentation/rec_stim_2/pixel_size\n", "/stimulus/presentation/rec_stim_3/meister_dx\n", "/stimulus/presentation/rec_stim_3/meister_dy\n", "/stimulus/presentation/rec_stim_3/meister_x\n", "/stimulus/presentation/rec_stim_3/meister_y\n", "/stimulus/presentation/rec_stim_3/pixel_size\n", "\n", "Datasets in PyNWB file not in H5Gate file\n", "/epochs/stim_1/description\n", "/epochs/stim_1/tags\n", "/epochs/stim_2/description\n", "/epochs/stim_2/tags\n", "/epochs/stim_3/description\n", "/epochs/stim_3/tags\n", "/general/extracellular_ephys/61-channel_probe/channel_coordinates\n", "/general/extracellular_ephys/61-channel_probe/channel_description\n", "/general/extracellular_ephys/61-channel_probe/channel_filtering\n", "/general/extracellular_ephys/61-channel_probe/channel_impedance\n", "/general/extracellular_ephys/61-channel_probe/channel_location\n", "/processing/Cells/UnitTimes/cell_1/source\n", "/processing/Cells/UnitTimes/cell_2/source\n", "/processing/Cells/UnitTimes/cell_3/source\n", "/processing/Cells/UnitTimes/cell_4/source\n", "/processing/Cells/UnitTimes/cell_5/source\n", "/processing/Cells/UnitTimes/cell_6/source\n", "/processing/Cells/UnitTimes/cell_7/source\n", "\n", "Attributes in PyNWB file not in H5Gate file\n", "/epochs/stim_1/namespace\n", "/epochs/stim_1/stimulus/namespace\n", "/epochs/stim_1/stimulus/neurodata_type\n", "/epochs/stim_2/namespace\n", "/epochs/stim_2/stimulus/namespace\n", "/epochs/stim_2/stimulus/neurodata_type\n", "/epochs/stim_3/namespace\n", "/epochs/stim_3/stimulus/namespace\n", "/epochs/stim_3/stimulus/neurodata_type\n", "/general/devices/----/namespace\n", "/general/devices/----/neurodata_type\n", "/general/extracellular_ephys/61-channel_probe/namespace\n", "/general/extracellular_ephys/61-channel_probe/neurodata_type\n", "/namespace\n", "/neurodata_type\n", "/processing/Cells/UnitTimes/cell_1/namespace\n", "/processing/Cells/UnitTimes/cell_1/neurodata_type\n", "/processing/Cells/UnitTimes/cell_2/namespace\n", "/processing/Cells/UnitTimes/cell_2/neurodata_type\n", "/processing/Cells/UnitTimes/cell_3/namespace\n", "/processing/Cells/UnitTimes/cell_3/neurodata_type\n", "/processing/Cells/UnitTimes/cell_4/namespace\n", "/processing/Cells/UnitTimes/cell_4/neurodata_type\n", "/processing/Cells/UnitTimes/cell_5/namespace\n", "/processing/Cells/UnitTimes/cell_5/neurodata_type\n", "/processing/Cells/UnitTimes/cell_6/namespace\n", "/processing/Cells/UnitTimes/cell_6/neurodata_type\n", "/processing/Cells/UnitTimes/cell_7/namespace\n", "/processing/Cells/UnitTimes/cell_7/neurodata_type\n", "/processing/Cells/UnitTimes/namespace\n", "/processing/Cells/namespace\n", "/stimulus/presentation/rec_stim_1/data_link\n", "/stimulus/presentation/rec_stim_1/dx\n", "/stimulus/presentation/rec_stim_1/dy\n", "/stimulus/presentation/rec_stim_1/namespace\n", "/stimulus/presentation/rec_stim_1/pixel_size\n", "/stimulus/presentation/rec_stim_1/source\n", "/stimulus/presentation/rec_stim_1/timestamp_link\n", "/stimulus/presentation/rec_stim_1/x\n", "/stimulus/presentation/rec_stim_1/y\n", "/stimulus/presentation/rec_stim_2/data_link\n", "/stimulus/presentation/rec_stim_2/dx\n", "/stimulus/presentation/rec_stim_2/dy\n", "/stimulus/presentation/rec_stim_2/namespace\n", "/stimulus/presentation/rec_stim_2/pixel_size\n", "/stimulus/presentation/rec_stim_2/source\n", "/stimulus/presentation/rec_stim_2/timestamp_link\n", "/stimulus/presentation/rec_stim_2/x\n", "/stimulus/presentation/rec_stim_2/y\n", "/stimulus/presentation/rec_stim_3/data_link\n", "/stimulus/presentation/rec_stim_3/dx\n", "/stimulus/presentation/rec_stim_3/dy\n", "/stimulus/presentation/rec_stim_3/namespace\n", "/stimulus/presentation/rec_stim_3/pixel_size\n", "/stimulus/presentation/rec_stim_3/source\n", "/stimulus/presentation/rec_stim_3/timestamp_link\n", "/stimulus/presentation/rec_stim_3/x\n", "/stimulus/presentation/rec_stim_3/y\n" ] } ], "source": [ "f1 = HierarchyDescription.from_hdf5(pynwb_example_file)\n", "f2 = HierarchyDescription.from_hdf5(h5gate_example_file)\n", "\n", "# Compare groups\n", "g1= set([i['name'] for i in f1['groups']])\n", "g2= set([i['name'] for i in f2['groups']])\n", "print(\"Groups in H5Gate file not in PyNWB file\")\n", "for i in (g2-g1):\n", " print(i)\n", "print(\"\")\n", "print(\"Groups in PyNWB file not in H5Gate file\")\n", "for i in (g1-g2):\n", " print(i) \n", "\n", "# Compare datasets \n", "d1= set([i['name'] for i in f1['datasets']])\n", "d2= set([i['name'] for i in f2['datasets']])\n", "print(\"\")\n", "print(\"Datasets in H5Gate file not in PyNWB file\")\n", "for i in sorted(d2-d1):\n", " print(i)\n", "print(\"\")\n", "print(\"Datasets in PyNWB file not in H5Gate file\")\n", "for i in sorted(d1-d2):\n", " print(i) \n", "\n", "# Compare attributes \n", "a1= set([i['name'] for i in f1['attributes']])\n", "a2= set([i['name'] for i in f2['attributes']])\n", "# Omitted attributes refer to attributes on omitted datasets \n", "#for i in sorted(a2-a1):\n", "# print(i)\n", "print(\"\")\n", "print(\"Attributes in PyNWB file not in H5Gate file\")\n", "for i in sorted(a1-a2):\n", " print(i)" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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7ZzyM7F/rh5JOIi+cXkJe1DxH3tBDXuhd2KG5jYANlX1QzUl2hrkuWZ3/EfKt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\n7Z7i39/ewFjn3HdefBCSuVYSxJKpvYAzEClydjoR/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LNzbvVanndNpLRvRx7CcfKMHixP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hpxW22WLH5ZZ1G1PqKRojRoOAmW2HyIOBzrl3qznG5shb8FPgwZomzvIQUm/WZLxy9rMBSkIt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7Wj3U77s//vR3DEq6q61KUqtgNmVeT9sj7rf6GovMRLbSkhtMBM4hdhyqU9sg7bG1ikqt9j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\nK99LCIiOWBvZ3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DWIQT8tYckawCbA5m6cnojcn/h9loFdjuCIdecwp78rHQRTPo3CfK/u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\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5y5UTnNf5rjcTlT+fqOoj4QcRuRAQVb0qbtoVGDHWCRuUj3GlO8+17/V09dGZ3a7BMlLH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\nbv/tVXWYiHTGMoH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RiOyVqIikjK6d7vXzsaYb22EdP+9V1SJfrJrBmRiBV6gaFpEjsXHq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\n/wPtMnqDiHRNR1BFsOsYY4x5whj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y9zsUTXrcyuc61jFV/dBZAXfBJiyHVLCN4zAVzirs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\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4j0YqtxS6fp8LPOD73Si5sisLzOy9Fi1ajMxkMhXL2Dm0hBWMEilVQmNhLvmV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\nsT65rvuBkzcjgONcpTYUFfjOSaQzbbK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oGEqkVAmNibkUtu/lZkqBqgT5SKkfKWzfg+I7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cA8H8ylaZFSn5DZV+orRDblSuELCIIeaZRo+eJlNEkYWMvta4vnkf/GpXU49w0Jo9H7f+L6PpFG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\nE6m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WVnfnXMprUBskYtG1b/7jmnZb1i5vn8bsf5tJn9uaMGKnC7C8vGzL5mXzp+6NFlC7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AoyIbR1ZwOVH00ZtdGrKjeh/uGlnXhaZ6DJRUtgTkwVlAnd0G95HDDtsheO/FLi9UOWohDA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\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RVfWVakTVwv9Swq/wzaA8VKVewU96HkX19bY6Ls6BhkkoY9V1dV2QFJgInJXGI2126P9T\nGzRpvu2gg1ufDXRE7dwGH0q21Tm3Fa3YnghQsmPLlrI9u7eRWd5fwVPJEmUdCho0/PLgo088K1Ic\nOwr2Dlg3UU4gn0a5n06AKUmfxyMF0KfOuU2oHW6GJiRp4Zxr5geA8/0Acitawc24cp0OZjatoEHD\npStmju+0es7bBVZW0hBY4Vebw5gaOqYMTeCD39wREVDh+70ATWSzTg2eAhdTHro3MYv9L1jVegdP\n95v/cUmDxFKkOtqNQufaoDpzIVLelPmQxQu2rfksMDgfiyZBk/aqxBwt/bGLUlyvN3p3tiMyakyb\nDU0GOeMT5EVyGVJJXQwcBoxAE5uGfnt31E8PR4ktOiCVVAOkbJtsZqvQhOJIFG4LqVVSn1HukVXr\n8OqMS5Cyy5AHYQvKy5iMZIPz9ugejA7tEy0r2b19z/ZNW/w+RyJCJaxoOhsp3/aG4/kJ8LnA0MCH\nyk+krgFmmNmyULlPRCq315JUUmeh5/FyeHukONa8aeujOwH28YQXtlIRPRHp9Xxo24kAxx13XIUd\n27dvH/y31tW9Zrbe++/kUcuIF0XXIsJ7YPLCYbwouhCpem9MoeIFKfYaoHq8D8xsE2ojos65tpUU\nYwwibL/ncjM9L0GLFWeQxt8qBV5C49mcsvHFi6Lv+3J+J1Icy0YJXAE+4cAjqK39aS6/M835JqDF\npG865yozlN8f/B156f0kUhyryoJ0OtyJxiDPoH7kqNVzJg0DrGGT5tdHimNBfWoK3IEWYSJoQXAo\nWnDpi/qZ71JR+fYU6t+uR23mq8Bo366C6ksjtCBwJnAPmp/mUYvIk1J51DWSSantaIKQTEClDN/z\nKUt3UXl2vfXkw/dqBPvpK/UFmihVtzH5RKBDMBmvb4gXRVehDrJbpDhWL8mz+ghP6L0OdI4Ux46u\n6/IkYQoKv+qa4ruS4D/xomhJyc5t6xo1a9XWFRQejAbBAUEV/HVAxCVAYvfWDauRn1YweE+V/WZ7\n8oZEye6dSGG6Pyumj/l/FyByqiMi+TOpG3+LVCH3okFeR9RO7Jcq8sjTO81eNeutw7es+rgMDUyf\nzvEUAbGSfM9PJouQu0rQGd3rBNkRLp1RuOQxiIzahgi72YhAW4WIkiAzXA9g97Rn72mIlKAbEXkU\nJkZO8f8uDF/Ih1Z3QaRKH2DtQXsKP//hiLNuuvv1cwJT8sALaQBSyy1DqrbJiMgcCLwbL4quQRPN\nzxDZ1wWprV71k6nrgPfN7NMUKqkzUaja8175WFfojO7hRP+5F7AoXhT9LM3+qQzON+LJz0hx7LiZ\n/37wazvWr2iHX+FHz+8IFOoajGXu99dqF6zwv/fUD4aW7tqxcdyDA48PVvgpz3A2BMpX+BEJ0Ad4\nOLzCD/wPIsnGhVf41y2ZcevsVx7phsZTG5282f7mwy1/hCZes5xz65xzI1A9ZPny5WzatIkHHniA\nefPm8dxzzwXXedg5d7Jz7kLn3DRP6o5yIT8259zfnXNDnXODXblP3p+r6nGTHL7nQ/O+5Zwb4hUS\ni51zacOIvHpitHNucj6kr0p4DRHtqcYpL6Cw331U6T5j2xso/C/d2Hs46kvS+hN5ZeKfESGaUwhX\nvCg6G5Fq38zGzsETWb9HYbCDcrkWUvGuBX5Wlex0vm15FPVFX831+BT4F2qffupJ9GpFKHnPYqAo\nNDbZL3jfqD3ADjNb61XSZYCV7tz2OnBLmzM7n4sIz+95RfY7qJ52Am71yR9GoWffDfZmWr0FuM7M\n3jOzT83sd8gWIqh/7ZDCd76ZLTOzUSkWvPKoYeRJqTzqGhU8pUKm5tl6SoEGiJlIqbxSquYwBzg5\nm6xiYfhnPQ24oJqzebxPuVlvvUS8KDoRTQJvq64O/b8E49H7nrX3Q20gXhTdgQaB3TPV5d1b168p\nKCxsdFTHbtuRsqXMzD5J+gsygK3dvXVDI9Qm9vPbssn2swBot/6TWe8APSPFsZbOudNROzkvtE/y\nSuolSZ8vQ6u425CSogSRIWGUoFCM5OP+YWbDzWweIp/bZ1HuAHuSzxkpjjXo0Pfbh+/euqGwZOfW\npoiU+keKY/f+Bicz5/MpD0uciVbPl6e45ztzKN9eeOXNeWjyPy9EXqSEbycvRM90D1JJLUZ1YQ9a\nZDkSWBwvin4e+EFZIjG5ZOfW7pQblS8xs6WhU5+KCKSwBxF+30bIGL0LED9lZcsbmu5u4E5e0XIk\nWlmegEiUM5FK6hL/+Q1UR44ChvrB/YWUh5VdiwibZWhy2pZyX6O9Kin/G76OVA/JarzaRk9guplt\njhTHWqP6kVIl5fY1OG+MJujjvMIBoN+ZV9/5LuUr/Mei+zYJH0rm1SDHozH3HcD1zY9sf+2uTWtO\nf/fJ28+ystLelK/wB755QSjeU4hImw18h9AKv3+nr0PPfO8Kf5NDjixrfdK5nY7rdPVT/hwno2d4\nJ1IWHAL8EtXb7mji97hz7qNYLGYLFsgrfcyYMWzZsiXhnJuMiO8XgIf9b7gckQUPJd22HqgudkV1\nYBAi5KoLg5Gq5Sxkxv68c26f8Z/fNh49g555o+Tc4ZPHvItC8QqTvluEFLpfSaOWGoKIzpSG42a2\nB7XfFzvn0i5qmtlCNFb6hqvcgyoVnkUE9K3Z7Bwvii5BC19fjRTHjsu0f+i43cjL8Fj0DucMH0r+\nb+AGVx5iXyV4xeTv0KLX4FTvx/7Ck3i/Qn3OQ5HiWI0mQ5j6lx+9Arze4uiTujpXsDusIkVZaJcl\n9eFfoj4M1C4WAouTVNJdKFdIPwEUOefecc49UFmdzKPmkCel8qhrbAUOSlpd2EpqT6mD00z4NpE5\nfC+vlKo5zGX/fKWOQKsU1QI/QHgPKZFqLHVtNeBpRJjeXZXVtf9GxIuie5BMu3uaULm6xERUj4+v\nbKey3Tt3lO7ZteXMq+86BBFZw5xzvZyyx13mnPulc+48v/tbYOfPe+OJbVtWLr2qsEGjX5JFqKyZ\njQfmznyu6GvrP5nVcvnU4T9ExrETzOxDv9sfUGruW7wC4kFE2ISxBCme5iBFxvPAjqR9lgE9nHNH\nhga/S4BBzrmOzrmO/rhc3sVlQBfn3NEhJcYFBQ0atS1oeNBuzA5BmdNWpjj2+865gU4+JH9CRNzf\n/XdPob7gJefcBU5ZAiNeQVLVtuIyRPq0JLvQvYv8/q2Qv1xrdG/+P3vnHSZVkXf/T80AIqAoIkbM\ngqKAgglQQAkNNKBgXtO6uu66rruubtD9vYPKbHbf9dV1g2vOKyog0ECDZBQJBnKSIIiIZBjCMNNT\nvz9O3Zk7PZ1nhmm1z/PwMN19b92699atW3XqfM93K5rkf4xWzD2VVHugxfLxz65Gyqo5iEwYG1Vu\na2A5toqnTm+kajoXqewmN9/ZcOBh++pvefR7HzVG1yOEVFJbUJu8EljivFYGdVlyzJbwkOD5eeQN\ndvWchsiqlkglZRCZ8rG1dmW0SsqdwznAq16YWl3AkWpnUnFtr0Ckajx1W7TBeXeUoXI8lKvQrmjQ\n+IgxuBV+KiZAH/jKGYAWSvJxK/yd73mqebPT2n9RvGvLGbgVfvTcbANKrLXWt8I/CrWV16NW+K9z\nZYb8K/yX/eK5Fsbk1duy4iNPSeepDg4gEut1a+3zTjGwAPmqtbXWbj5w4MCScDgMwO7du4lEIhOs\ntVei/qIDMNRa+6GbRD9HVS+9YuB25yc3DpFIKZuVp4AXrLXDnBfWb5H6MVptfRx6Fr8ABtqKDIk5\npA/PV7BrjN8SqaX2uH0DCVTrM1C48Z1J+t8X0Bjz1jTq7dk5vAj0cErNVPAGUjr+PJqIS3Ks1cgD\na3CgMNQ+nXr68Bbqqx8wUZly04ULey1EqqL/cQrJGkW4IFiECOd6wJB0F6bTQen+PQAv7du28ZO8\n+ofUCxSG/Mo5i0+R7vvO4ziaIDVwByorpM9GRD3W2ufQ2O1l1IfPNcbcUztnk0M85EipHOoaXsxu\ntK9ULKVUXtR2HnaQWCm1DWhSw4baOVTgC3R/MvGVWogGsTWdhW8KGpi2SrZhXcGFnnqra2llmPmO\nYzya/MX0q6hDfIKeg+6+72JOwIt3bdkAXHDOVffdhMLGnkeDc89AdhOAtXYCULjh44lXzn3+wd6N\nj255FhVZiRIeAxhoy8q2fPzyw11WTnypwOTlrcZnLGutHYYGrX9GA+GWVDUN/wEi/O9HE49ZSPXk\nxwMoLGkdIlRw229Hk+d30T37mNQxBCmrVvmO13frqk+b2khJESJxouvq4UH3z8saOMBTnjnfoy7o\nXRJG6pO/AdujfHrSQVe0aOKR4alsvxFN9CJUkFErUJ+1D4UBeuGEvYH16z4c1crtdzJq/xVEiiEP\n9XXRoXunIhJmAlLizAHOOnFrk2MO29fg0/VHF/VAyrltSNkyFg3M2wDvOmPys6+defr2ney8ooyy\nbuh+RhAhssh5lV3i6uVld7zBnZdfJbWc+NntDhZ6oPHFXFevXigssUr4q4kyOHeT5r5IGeap0a5A\nBON4364DkFrX87tsjNRZC1BYylo3eesbKSleTOUV/sFuPy+80SO4HkFk0lbfCn97pPJ6Dt8Kf5MW\nJ1/k6jB2z+Z10Z4o/dCC3yxjzOvGmFXGmJ2I8AI41Fp7GerDLDAoEon0dckHNrltFvnK86sRPMyP\nIoFmAU0cUVkTKDdzt8rKuSuqDgaFqq4EbvAp2nLIAI5smQdcG73IFy4IrnC/3RhHLRVC7Tmmesj1\nuc+hkLm4VgbO9Pw1IGDSN9yfgFTB96TiFeUWvp5AffKgNI81EiU9ud9lvkwL7no8jt4BDxpjqrVY\n6VS7hahP/1k1Fl7iwnmPPYpUsg+m48cVB1VU0r5j2S/mhafZSGkJ8NM07C8+cWUeE0MhXT6esdZu\nsNb+x1p7DRoX/LCa55JDmsiRUjnUNTwDziid7CkAACAASURBVOgMfLFIKYhtdp4sfM8LhcmppWoB\nbuV7IRn4SrkBwHySZxdLFwvRfY+XES0r4AZ8LwJXBgpDNU3MfSvhyLx3gd61LRlPB87zajrQzRug\nW2uvsNbe79/OWjvo0p//ZzBQckKHnp2stfdZa1taaxtaa0+x1t5qK7J6Ya191JaVHdvjf94e2ukn\nT27sPXTMfdbaK3y/VzmG+/4La+2gXo+MPLlnwTvjej0y6hVbOb081to/WWuPsdY2tdb+wFr7kLW2\ng+/3+dbai621jRHRcyLyGlrpTQ6stWOsta2ttYdYa09z331ure1prW3izulf8eoZC9ba2dba8621\nh1pr890Av/dXi2aYstKSUjTRGRVrV2CptfYSt29ba+30qLJXWWuvsdYe5ep3jrX2gVTqFQ1jTDPU\n7+UjY+poQ+lKCBSGGiMioQgRSy2Bz9H7Lh+pcs4APgwXBIucF0qnPVs2TEOk4EREpEyKmvifiIzW\nV0Qdsjd6P+5CJN94oN9ZXxxRXNSwZDUiPUJuO4NLA4+IwA/RpOzLs744ovEoRjVExNt45Ml1JhUq\nqeuBhdbapT6V1JuOELgAqbjqWiWVj94HU1292iAScEKcXSoZnCPS7zScj5eboPcDZoULglvdNs0R\nqTzaV87l6N7Op2I1/wqgya4vP1vmfWeMORYRpp9TeYW/DN2XjlRe4V+IwnMewrfCv2fL+vdXTnql\nNVGZ+xzJdo07n5cQ2XwnUhn1RPd/niOg1rrdVvuK8O5dSdR3B3sekUgR4WEMIu6ilZ85ZIZhqK+K\nZZz9Oup/Lov+wY3vXge6BgpDp8Uq2JHaM1F4XiKlzVj0bPwoHXLF9Tn/BI4nRa8oF5o4ArgpUBhK\nmUz1eS3VB+7NRKnv3iF/RM/0nenuH6O8la5O3agIDa5RuHHsH5C1QEoZDxNgLQrpPNmppPOopLK2\nlEVKilE/dl+gMFSl3UXDXYPXgZeNMYOMMacYYy4yxjxojOkLYIx53BjT2/3WAfXbSxKVm0PNI0dK\n5VDXiKeUimV0DrF9pZKF73kDxpyvVO1hEfKVOiSDfecCbRKkD04bzkh3KhoMVXflprYxCl2D+xKY\nguZQGWPQ5CTdlczaxlREfrdLtJFTZswAeqUxgBuDiIW0JlrOnHomyqKUcjhCDEwwxvREk+GxwIr8\n/PxxxpiDQQx23f3VmhO2rVmYhwicf8ZRQBzscN0uKHShMQppS4i8MnOx2/4oYD06l4ZIZXYO6kdP\npsLj6HKAeS/+1qBzK0LvwPFURn2kRFvpfeGUwZejULVeiGja3Hh/vfanfXXY/vEd1zVDxP1slN1x\nqqvbZahPagF0PvWrwyaUUtpyJCNPAsY6Vc+1iLD4BJElp5NYJbUIkTJ1iQ5onOBd215IebY4zvbR\nBud90TX0FH9t0UQ95D4fQITiOnxqHrffNFzYqyOsrwLeL9m7y6/QugqRh/6Q1BWI0PrYheetdmFr\nZe74w6y1Zd4Kf++hY247vv0VK7+YO+4oZzZ9wJWTj9RTjRDB1Qr4nbV2irV2ORUefX6/r0wJxPbG\nGP84oBNQZK1dn2F56cIiAv1lYJIxpiazg30nES4ILkXP8HUx1FIr0fglnlpqErCBxKF3L6Ixf9z3\nuVUm1X8jgjvVjHpeHdciFdP1aSTAeQ0pAe9LM4xvK/B31O57pVNPD1ZegU8D/Ywx1V5YtTLsfg24\n2RjTpbrlxUK4IPgp8mXqRRwfsRTxV6TEXYL625OI3Rc9hd5Zvzzs2FNTIQ6/j/qEvyJF8XC0YOIl\nuMh3ZS5B45tlQC587yAjR0rlUNfwSCm/MipW+J5nUhmLlNoONI3zQoScUupgYCGa0JyVwb7zUF90\nfo3WSCF8h9VCuTUKt7r2BIp5fyBBO87BwZE6Y4C+mcjkaxEr0aQylYHkRGRunarCcD4a3AczqNdw\nFC7WOYN9AcjLy3uyQYMGzQcPHswvfvELBg8eTP369Xvl5eW9nk45xphLndHoLr/pqPddnN0GLx/3\n7JEle3Ycjcic38fZ7mArcbqi99UeFBoXHwbz8Osdh/ad17IeehcZRIqcge5rYzQw3gZ86jM4/7B4\n19auSLnUFSmSKk/wLauwPIzFb/TaxZU5w+0XBvqcuaGpPWxvg90fnLXpdPfdhUjhMwa1rQOobQ4E\niv740sWbNrChxVzm7gVGG2NaIbXOMHecG9AAfmEMlVQnpC56rS5VUg490Cr8mkBh6FCkPHsvVr1i\nGJwfhs5rnFVGMNC1WkdFONtX6P03G91fb4W/OZVVfRfhjON9x2uKJnNjqAjdA6m51gG3+Ff4qUhf\nPs2/wr9+TuhnOzesOCZyYP9st//n6Jm4Gk0UJ6OQ2K3AXc4s/WrgDnfc/f7LEOMapkL6NgCeM8ac\nbYzph0IP/57CfjUFA2Ct/RWaiE92/nI5VA/DkDoyll/SGyh8q0r22XBBMIIMvDvG83Wy1m5C6uer\nfR6CsbZbjMZ138/A9PwNtIB9dyoLQb4wvjORx17KCBcEZ6G+9a5qJLIJo+f1p8aYlE3XE+BNpOS+\nP4MQyJQQLghORpn/bgoUhtIiDj1Ya1daa7tYaxtba/OttS+5/3e531+y1jbzjZvf7/STvzfvPXTM\nj6PKud1aO9j3OWKtfdRae7pTpZ/oFNOL3e8/s9a2stY2stYe6/bfnum1yCEz5CY/OdQ1YimlYoXv\n7UaDq3hKKW8FPRb2orCDHClVe1iP7lsmIXxb0GShRsPX3OrYWhJ4FWQLnCHn/6Lrl1WZ5bIYo9AE\nZGBdV8SDGyhNATqnYPq5BJERKaW6dmWHgE4ua1g69VqFSK3BmUjrjTGtysrK+gSDwbx27drRtGlT\n2rVrR79+/fLLysr6pDnInYsmNudR2XTU+64SAoWhlmWlJReUHti3351D0HnJVIILGcy3Mm6udTgj\n2rNQiNcsm8RMeemJ288/bF/907c3Kd6B3meed1h99O76DJ3/VDeRawWctGrKayuRIucTFG43Llb5\nMdAb+RidjRYMZgA9uiw9ds3mpvsabWi+pxSRLgMQsbIBqXomovdpLyB0yJ7IWctYdsR61o9zg/Rr\n3bazkCKwNfBf54fiV0nlIZXUJ+GCoN+H6KDDTWAvBt5z9bwUkSeT4+wSQKGUnirqCnRNJgIECkPN\nkY9WyEdqLUEr/P+iYoUfYIlTN3kYhEzk/aGWQTS+8VRXXqa/ASgs5kUqVvhHonbyjiP+ylf4V773\n8pC8evWXlpUeuAvAKhHAwyjd/CDgYt996ogWk54gNqEai0RMhVichMj56YgIGIk8Z1JBdPnJPifc\nxoULD0OKqTNSrEMOsfEp6qOqhIA5tdQcpESKpSp63+17W4L3z1tonH5Lknq8iPrMtLLcubD/f6NF\nyirG7HH2WYrIspsDhaET0zke8CzqQ36ZiVrfPaf/xIXoGmMapVtGjPKeQP5x/5OI/Ksm3kLvlXsD\nhaEOyTauDtx78m9oIeChQGGoozGmlTGmb20RbznULnKkVA51CpdWtJiqSqkmfsWIC8faRWxPKc9Q\nNGYYiRs0biUXvldrcNd4EZmZnYMmqhfUgkpoKnCR83LJaoQLggvQC/2mQGEoF3KQBI7IGw8McFmw\nsgXTUEhWdEaoSnDPzHuIwEo1dHUyClvsk0G93kGqnExSHZ8OcPLJlRdsTznlFO/PlCd81tpiW9Vs\ntPxfjF16bl+3pMXerRsiwJw429QFuqLJUX1SCN0rrh+5c1ejkgOzW39dhiYaDdF7bwUijja4z15m\nuADw9eppb56CFFWnoDD2WSSBW50/F/kl9UGD9rbAoc/1Xjb0odtmr7GGWciL8RzkgXQ5Whwa7fbJ\nB0LLWd57MYuLgRFOCXUJIkTKELnxGfBxDJXUZYhMezVZfQ8CuiICe6r73Av42C2IVILzXuqODM4j\nPoPzD6wMl0HXpxgR0B6BdD7wG2+FH92nEE5RZq19qffQMZcg9dMI992jSL3Y3x1vt2+Fvw/yCRvu\nX+FHyTEm4jJKeiv8vYeO+cEVv31zbKe7nxwYtcL/JGoHd1prb3b7TLLWnova3cfAk47QHeV+r0Lw\nWmun+RUL3jlZa6ss9rn6Hm3lVXe3tTbaByombJTvnLX2NGvtk77P5XX0fdfMWvtygjr+3KkiPkul\nDjnEhntfvQW0jTM+8dRSVbL0uX1fQiR+zMVHa+0epGy7whhzerx6WCWteA3oa4yJ6VOV4Bzmoufy\nh2mMCV8FNqNsfCmPTx0J9lfkDXVTOvX04BY6/ojmNtU2KrfWHkAq4zKUHCETu42EcPf63yhj6UOB\nwlDce1lDxysFHtu7bePSOc/8MoQSasheoF69g2UvkEMNIUdK5ZAN2E1VpZShaqa9XcQP34PkZuc5\nUqp2sQhonWGWw7loQlbT2fKmoUljpxout7bwOnqp/uqbQKRlAYYjpUq/uq6Ih3BBcCNSNKQSwjcJ\nTf6rhD3EKXsPIqYCGay+fopWSVMye43CKoDPP/+80pdr1671/qyVCZ+bBFyzadHM/MiB/fuJMm+u\nY1yG3kk7SOaXZDis8f76ly84ZesKazgctdnPUWjbDqTuOAJYGS4IrnMka9e92zbOQKv6k1H42QSb\nWjaxXkiFvBWfwTkwb3+DyPFfNdt3FCJMBqDV/NlIcTjbfR4ATPntkCb7DnDgwq1snWdlvn+N+32K\nMeYcRHy9GUMllQ98D5gTpQiqK/RAJt47neLhbCq8paIRbXDeFk22PYPzeogwnBwuCHrhkt2RX1PI\nV86VKKRvru+7QYhg9CuTeqIwy5HeFy7r1iBkyr7Z9/0xqF95x0/0uHfFVcD4cEHQsyvwMBiN9d+J\nca63IFVXJbP3nNoghziYhVTx10b/EC4Ifob6jxvjqKXmI+XmrQnInTDK5nxHEgIm5OpxdwZEzX8Q\n2ZtMkaUKFQSLkcKoNWmqst01eRW4OlAYSugzGQ9O7fgECseutircEdaFqE+7v5Yy8kUQeb4eeDhQ\nGIrO0FnTxyud9dTdHQ/s2Nji5489xdNT5vLzx56iYaNGvfLy89OyF8ihbpEjpXLIBhRR1egcYmfg\nixe+B4nNzreRC9+rbVTHV2o5uu81HcK3xdUrq7PweXAv87+iCU5G2Vu+S3ATsInIxLvGV/2qgSlA\nh0BhKFZ/VQ5nRjyXFEP4HEKor0vLH8qtYA5H3h6npLOvtXZFXl7e+FAoFJk/fz47d+5k/vz5jB07\nNpKXlzfeKrtNbaBd8e5trbau+jjPlkXWoZCgOocx5kREKDUCZiYjir5uuq///galR0xr++Ua9L5q\nid5nJcjraxEiPzyi5DKgwcevPFKCFmj2oYlUtMF5FTjSpCdqgz0R6VCE1G7jkCpnLfIq6obaU3tX\np3fdd82Akb/kl5eGCRdFiLzgwhW7AyPc+V7vypkdQyV1Ocp29Vqy+tY2nB/LmVQo0Hqhd83sOLv0\nQQSWp6LqhyZXniF6Z0Qghlz5Bl3TOc4bB2NMczSJHO15ULmJWRdgpFN+exkBB6E2VJ6aHF3nI6lK\nJF3j6h6O+n4AWnyptL3zqhrg6rEz6rfWKKTxNa/9GmOa5efnj8OvNqihZAbGmJaJvOTcM5VDFsOn\nlrowUBg6NcYmryO/tFjeUp5a6uRYv0O5mfnzqC+MqzR27fVfaKyZlj2DGxO+CvQLFIZSWgQNFwSX\nIAXpLYHC0PHpHA+9cxcB92fqf2mt/QCpK2+vCeN+pzb+K1qsTSsMMlU4pdijSFH6aG16fxpjWkVK\nS3v/cMjvTdcBg2l+3Al0HTCYOwv+kF8WiaRrL5BDHSJHSuWQDYgmpTzpdawMfFUmeW4lYz+JlVK5\n8L3ax+dowJx2CJ8bpH+EsmHUNKYgyXnzWii7xuGypT2JJjCBOq7ONwFvIwI7m67VDKR+qRLKEAMT\ngNNSlbmHC4Jedq9MDM9nIqVL2mqpsrKy75WUlEwcMWIEjz/+OCNGjKCkpGRiWVnZ9zKoR6oIbln5\nUdPioh2lwLuxvKTqCF0RAQ8VIWGxYTD7GpTevOKEndu2Hl58BAoF8QywVyAlUxEKqZjh9upty8o+\n2rt1QxdkcN4d+CiKuIiHi9B7cgYiisKIWPkaEVEXIUIlgNroBKTqWY2Il6uAuROG9P9iHvP6PszD\nY/5s/zwVtZk9KAtjKxSuNiyGSqoecCPwvksVXtfogd5Lc13drkC+XVVCynwG5+Pc52YoXHGcO08Q\nAbUgXBD0zObboon2aF9R/ZBhvF+NNRDd50m+77qgLIfvGGO6GWMijki6BvjQ+gztHdHVExjp9y/z\nqaTCMVRS1yCfqxH+Lx2Rdit6Z5eHnubl5b1Wv379XpkmM7BR5sJR+JLEXnJfxtkvh+zCDNSXVPG+\ndM/7bOCGWGopp5r8AHk01Y9T/kdI1fsDY0xcNbC1dhFapLjdGJOuqnwMUg3fk0ZmvVdQH3dfmmF8\nZcj36BB3vEwXGl9GCuwHXR9RLVhrZyOS8DpjTPfqlhcLzmLhYfQ++p8MoyhSwekAbS64uNKX51x4\nifdnzk/uG4IcKZVDNqCIqp5SEFspFctTChTCl4yUapZTntQe3ErYYjLzrAEpRk5L18Q5BXyAFAkp\nhUhlA8IFwQ+QKuKHgcLQScm2/y7DkXhTkEQ+3kD3oCJcENyNskp2T2Hzj5CSMx211BigTaAwlK6n\nRikKE+qaLklrrd0eiUT6ohDbfkCrSCTSt7Yy1AQKQ4daa4MbF0ytV1ZyYBuVQ6PqDG5C3xURNJvQ\nRCERzi3Ns63mtPp6KVI7NUITouPRKvJuRGp8GC4I7nYqtlZrPxi+HKmXlqBB9dgUq9gbKV1OR6Gh\nH1JBTvVBqqsZ6B5OQxOGDqhdtEck2UjkNdUaESZHIIXRu9ba/UgltQF4P4ZKqjdwNNmhkspHqq2p\nrm4d0ThhYpxdog3Oe6GsqJMB3PN2NpXbYn+kpFrgjnkIus4TPBLVEUcBYJxbRMMYMwX4P+BTp1x4\nH6lM2qK28VZU3Qajxbfo56A/Mm1/O+rcm6F7/K61dnfUPu2RSf0rnpLLS2ZQXFyc36pVq+omM6gC\nq+xXcb3kbEVWwxyyGO4d8g5wWRzVkKeW6h6niFdR/xDTF9GRv8+5Mvomqc5ziOxJy7PJKdL/gfye\n+qe4z360WHh2qvv49t2CkhF0QSR52nD911/QvP3XxpiamL8PRyT5z4wxmUQ4JEW4IPglUkydgdRi\ntTEHWwWwZF5l8eviuR96f+b85L4hyJFSOWQDoj2l4pFS8TylQCERycL3DkETghxqD9XxlfoErdzX\nqFoqXBDci1bvutdkuQcBzyBPkt/U4grTtwVvoec/owFfLWEq0CpZSmg3QJ4EdEvjPs9GRHsmaqkJ\naHKbVpprD1Ypm8fVYsieh867vvzspKJNayNgP0VESzbgVOBE5AM03aegiYnNh+/rsrHZnvrzT936\nNbpnJ1BBRp0KLEXkk6eg6Q3s/Oy9V05E/kOnInXVR1UKNzTBcBpGY7lAYehoRDD5Dc7PR2O9Ka7s\n99x3zZG6ZyBa1JmBiI/VSIk3GClpPkJtpQwIOXPhi5BKyjM791RSDRBhNc2nJKpLdEAklKdY6gWs\nChcE10Rv6DM4n+gMzvPQNZzuTJhBz9tWXOifC2m8BBjlawd+w3gPAaSsG+P7rjEaz7wD5ZPOzciv\nZ77/+XKkYAARTPvKC03sJXUtUmu9G3WenkpqGZW9rU53v1cqJJNkBjl86/EeGnPHU0vNIk4mPtcv\nTHK/HxqrcGvtWtSHfc9lzowJZ3r+OtDfGBMrnDAunGprLFJtpbRA47KIjkZZBI9L83jvIzL8RxmE\nAALl5/sXRFxnZJ4eVZ5F5NxKlJGvVryfwgXB5ajenYE7arp8a+2KvPz88c8MfSgybdQ7bNm4gWmj\n3uHZwt9G8vLza9NeIIcaRo6UyiEbUCl8z63E7CNO+F4cpj2ZUsobsOV8pWoXC5G3RdqG5U5dspQa\n9pVymAKcEscHISsRLggeAP4MHAvcWcfVyWqEC4IbkNLgmjTk+LWNOcBeUiNDJ6JJako+UY7IGgd0\nTyNzn7fvPjQY75PlZvpXf73kg4Yl+/ceAP6bjPw5iOiKFEgRUsi6d/MvJ2/426AFi6zhGPQOO4CU\nMGuoeB9tBz5xpM7l+7ZvmmnLIp1d+d2A8XGUJB2QCa7XBnoiwusrpL4aj9QGs1BY9eHo3g9ACwhb\nUDhbCBFt5wPDJwzpfxLqh4ejhZx+wFhrbRFKCb8JmBZDJdUXvYffSHZdDhJ6IN+rNYHC0JHonOKp\npDyDc8/0+wJE3I0FcM9Zd6R2irht+qFnfCqUEz4DUejdJrdfPXS9pzoPOYwxL7i6nIoyF0aMMbeh\nNtUKeNsYc5sxZrsxJojei1eiUJtD3W9rJj561ab5w/58YWnx3nIvKWNMA2PMP5AK6yrgPWOMXyV8\nFTKhvwvYbYxZaIzxFHRYa/nTn/7Eo48+ysiRI/3JDIa6+mwxxoz2Zz4zxpxsjCkzxlxrjJlujNlr\njJljjDnTGHOhMWau844a609Fb4x5wRgzwhgzxBjztTFmpzHmX/6wLWPMNcaYBa7MLcaYCY5AzKGO\n4MYmI4DL4xA6byClUzwvz9fR+y7RwshriMi9Pkl1RiNz9B9nYNr9Cmr3d6Wxz8uov/5ZBqqf/7h9\nf5lBohIArLULXR2uM8YkzPCbYnklwB/QQlVBbT1b4YLgbOBp4MpAYSijBbFEKItEvrd/796JT/76\nXn50+YU8+et72b9378SySKQ27QVyqGHkSKkcsgHRnlKgVeRY4Xv1UAhENJIppba6/3O+UrWLtSis\nJW1fKYe5wHm1oAz6BLWpb4ThuQfnH/QM0DdQGErL2Po7iGHINDoVH6dahxu4v48G7gkHry5j3yLS\nC+ELo3d4zwyqNxr1pcnCI+oEgcJQi9L9e7p+vWx2PRsp+QKRynUOX+jePmCtW9FPhkv3NCz9CoVY\nHYbUR0ege7cRhYNMcUTHJUCTT//7h33u9wgiwOIRKWcBG7Hscj4nvZHPyhWIOIogZdZYFHLyKdAQ\naIPaQF/kbzUekRVbUJsd7P6ejoiX+sC7joTqDLzlTIn9KqmGSJ0zyYVs1CmcwuJi4D1HaHZH1yOe\nWX6AqgbnK621XuhHD3RPwq78Q9w+E1xII4jUawmM8pV7KSK3Rvq+exxNTkejPus4FAIICkXxsjk2\nAu5Diz1/RATgCKBPkxYnD2oz4CfzNi1+/+TJv7/Ob/b8D1evacir6S1gnDHmdKf+ehyNuTqh9/Rv\n3OdpqD3Sq1cv7rrrLk488UTGjh0bMcZ8glLJd0Btq4pPlcMjwFB3HUoR+fAn4F53Hc5wv/vRA7Xj\nbqg9DUY+NBhjjnVlPOvbZjhqsznULcYjImNQ9A9OifgB8paqQr6EC4KbERE+KFAYimnJ4cLC3wKC\nxpi4yiJHhv8b9Wnd0zkBl832GaBToDCUEsHjC+M7lzSVym7fx1CSjBvT2TcK7yC15v3uGakWXBKE\nocjf7lc1FBpYBeGCYAiFGd8RKAxdWpNlW2u3R0pLK9sLlJbWmr1ADrWDHCmVQzagCDgsauK2i9hK\nKYgdwpdTSmUBnKljdXyl5qHV6kxJrZhw6rvpKETqm9bvhdEA72e1nVr3mww3EJ4DXJdF3nFT0aQz\nFb+GCciQP6WwgHBBcAciEPqle75OsTEZGJgtPlxR6LF19fxj9u/cXAqEYnji1BXOQvezCSmopJyK\noA0KfduMvFRARsFnIuPxw6gI3QtYW7Zo98ZVFyF1U1dgVoKBdWsqPK28kLxog/P1QHH/OSd1e+pf\nlx6JVDubUV8bRIRfPprwj5owpP8R7u+R7vsrEbGzDamktgKTYqik+iP1w3+TXZeDhK6IvJjqno9e\nwCynyK0EZ3B+BhUG58cgAmYcgNs/CHzgnjvQBLgxlb2+BlJhGO/tNwj4OFwQ/Ny3XW80oV9trd3s\nDOxPcPUd6VMFeiF/u1G2rLeRL80POv/0H61O6NB7e15e/jTcYosx5iTg+ygc52lr7XJr7d9QP3G7\n2+5IlI1vibV2rbV2rLV2JvIQWw8wceJEnn76acaMGUNJSclEa20Pa+1Ia+0aa+0CpNxta4xpE3Up\nH7PWvmetXY4UfB2AodbaD62185EHUPTCUDFwu7V2qbV2HDAE+Jn77TjUBkdYa9dZaxdba/+dRQkP\nvrNwitvRSHEba0z+Buor4y0EvoXae5UQQB9GogXn7yeqi2uTM5E5errq35nIQ+7HjlhPinBBcAF6\n7r8fKAylRQqFC4IrEdF6baAwlNE41/UPj6N50oPGmGov4lpr16EQuwtIcr2riZfRWPz+QGHonJou\n/CDaC+RQC/imTc5y+HZiN2qL/hfCLmJ7SkFss/MdKLQvZpt2qoUicqTUwcBC4KwMJ7ufowlTbWXh\na0bmhFmdwBnI/x2Fifwyi8LTshHDUBhStqjKFiLFSfcUtv0AqQzTUT6F0MStQ9o1k9LhSLLMa81N\n5G/YuGBq/bLSAzuorDCpa1yGJsnFxFfc+NEFEVIt0L3di5Q0GxH53gRYGS4IrnNkZLt1s8csA05C\n5qwtccRIFRgaoBV3z2urN1KqtnR1nIfLHAcEz1p/ZP5x2xrtRITTWPSMNEOqnv4oGYSXiW+/+7sX\net8Od2qFbsDbjoTyq6QaIYXLBJd4IBvQAymfdqLV85akbnDeB90r7x6fj56zMVCumOsPzLHWfuW+\na4mM1P2kUlt0j8pVRc635TJ3PH9Ianf32e/ztBcpmsa589gErO09dIzBeUmVSUnoLVaci+59D+Bl\nFzK3GxF0ZyAfmonAPcaYmcaYR4wxbd35fB+9f8vc+ZYnMwCOMsa8boxZZYzZiUJPLWqnfiz0/b3J\n/b8o6rvohZX5/myCiIxt4q7nfESeLzLGDDPG3On8tXLIDoxG7WVg9A/hguBa9E67Po5aaidSvfWP\n5+lkrT0AvAh0MsYkI3CeQ3OItBRIcIzGJAAAIABJREFUbnz1b7TYfUMau76AFsozCeN7GxHXD2Qa\nQu987v6E+rV0wg8TlfkRUiUOMsb0qokyo+Gu9xMoJLkgUBhqWRvHyeGbiRwplUM2oMj9H52BL12l\nlImxjx9byYXvHQwsQqEqaWfrcS+sucCFtaB2WYEmg9+oED6AcEGwCMm+W1M92fe3Gs5Q81OyRC3l\n2vNUlKkooYeEy8o1DeiZBvG4DCkz0jY8DxcEv0AhAIOz4Vr50GrPlg1td36x3NqyyEIqT3TrDC6k\n4TJE2Cz1PIOSwCMf8hEB9AWaODVB/dHZVJhw9wT2rJzw4tHIE+o0lOEu3vmfhpQ0KwKFoSNQqJrf\n4PxiFEI1N6+MruesP3Lf1LZfNkSTyDCaSH6KiIK+QHjCkP4G6HMiJ763k50dm9DkWmCaI16uQYs/\nE2OopAa68xqWwjWpdRhjTkbvH0+B1gstdiyIsW20wXl9t/0kH1kSRESMp0o7F2Up9BuXe4bxM33f\nXYWIwvlR3+1x2/rrexaVSSrQmKYBmrzjfi9BhNihKIzHUjGW9yZ4P0UZ9rx/Z7u6NkfhgKcixcK5\niLz8K3q3eATo6ii1wRhEYN+JTO4v8tXNjxLf3zbOdynPO6y1ZdbaXqhNL0ZhgMvc9cqhjuFUh+MQ\nsRSLXPHUUlfE+A1kwr8XeZzFw3TUV96ZyDPKhd2+CQwwxpyStPI+uPD5N4GrXPbTVPbxwvjakmYY\nvIso+Bt6hu/J9P3rsnb+GwgYY2oqyctoFJp5TwpEYEYIFwQ9H6stwKOBwlBOLJADkCOlcsgOeKSU\n31cqllLKk93HIqU8SX2yEL5c51f7WI0GGpm+0OYhc++EWcvShSMIpgBdAoWhQ2qy7IOBcEFwKTL/\nvC5QGGpX1/XJYgxDE/baUNtlgqmoL+uYwrYTUR+VkvLJtekxwAXpZgNyeAcpy2ojuUCmGPj1sg+P\nKNm7uwR4I4sMztuiSX1jUgvda4Em+iDi53A0iV+H2udORBDNcCRkz/27tnxYVnqgEwrB64wUMvHO\nvzUyTV+DJn1lwJdIvRKmwleoy0mbD2vUfGfDXdPafnk6ao8tEWkzEhEwjZBiqh+QP4pRq4soeuwo\njjoWmW63cMcY7tQLfpXUYShEbWy4IOh5N9Y1eqDxwlwXktMVeV3FMouPNjjvhMYY46H8Pl4IhNzz\nBiKF1uPIJudfdQUygy9x+7V0+4309nPb9UYKx/2IrAQRft6im4f67t9EFzopaGJ+FRB2qeb98MzH\nl1trV3v/ULvog8Iwv7DWbrDW/sdaew2aHN+Gsix6pFs5KW6MaYaUZr+z1k5xoXmxFvcyfU7bO38u\nD52AImttefZGa+0sa+2jSMFVQgwfoxzqDCNRv9Yv+genlppJfLXUPvS+7hkoDJ0Yq3DX/z2LskMm\nW1AciRYef5SB6flw9JykTBKFC4LzUT9xe7rWCs5X6ylE7me8UGqtnYjGDT9JNwNhnPIsMiRfDPzW\nGJPJuCIpnJ/XI4iHeDheJsYcvlvIkVI5ZAM8sqlJ1HeVSCnnC1REfKUUJCelckqpWkYN+EotQJOt\n2pgoT0Ur+hfXQtkHA28j5cQD8QxCc2ARkoZfnw0KIOcls4bUwuRWIVI3HcPz6Uh5kbZpuSM6lwJX\np7tvbSBQGGoQKT1w1aZFM+qVRUq+JH64VV3AM9DfS2U1TDxchoiio1F/thORQbvQxPo4YLZTG3QE\nmi0Y9pciKgiBMhS6FA+tgVWBoaEIai8fuDp+hciM5kjF0O+i5S0+Lzq0pPGKE3bWRyvhVyIV1idI\n4TNzwpD+O93fk9rTvuUylh25nvUzrbWfI9JkDzA+hkrqKlfnt1K4JrUOY0w+muRNdfXrjBQJ78XZ\nJdrgvC+w0EeK9EX3fJorvwUiTkb7CMMAUg75Qy2vRGMOP4EZdNuNQQqqi40xHRGJNpPKBt5t3ed3\nfN9Rv2GTpu583o4675NxpvnA88aYQcaYU1yGrucRYfWGMeZxY0xv91sHdP/2ozCpzxG5NMAY09z5\n82xHBORdziz9CuB/ia3qikYq/W8D4DljzNnGmH5oovp3d04XGWMeMsZ0dO3uatSul6RQbg4HAeGC\n4DbUT18ZZ7Hvv6gPjKfkGYcUM7fEO4a1dinyRbs1isCM3q4UESrnoj4qZbj5xT+RYjGd9+8LaL6S\ndhhfuCA4E6k5785wUcnDv5EK96EMPLWqwF3HP6HzGlITZcaCI9UfQYvQD2WakTCHbw9ypFQO2YC4\n4XsxOvmdJFZKJcvAl1NKHRwsAs7O5CXjwpgWUAtKFyfTXkaW+eikCkf4/S8K27kvG0iXbINTJbyJ\nJu3Z4h82Bbg4mX+Eq/tEFL6aqC/z71Ps9umVoQJwONAmUBhqnXTL2seF2z9ffNrebV9FsDacLZlz\nXIr6zigc7hPn7xNnY+phGHD4ngZXoHeOQZOyzb6/lyOFmhde1tvaslU71i05D4XedQNmJDF4Pxb1\nZecgVel0lOHMMzhfgd53LXp9euLWlcfvPHR/g8h8lDmwEwqducSVMwIpfQ4HRixjWc/5zLdllA0z\nxhyF1FQjXZY5v0qqKSKyRjuPmGxAB7Q45ZFQvYAF4YJglXBLn8H5ePf5JDShHQsiSRHh9J4L1wFd\n2724jJCubfRHJNhOt19TdD3HuMkuzox4AFIr7UQhcxFEJvZBajrr27YjUOJM0AHIq9egXr2GjY9A\n3l3RKqnvIQP9vig076+ofYxAE/Tx1trNiEB8ChE7YxEp9E9nev4lynz3J0Ru/t0Rbze4+ixE759f\nxrjusZRSqainJiFj9uko3Gsk8Kj7bRciWkPomRkK3G+tnRCjnBzqDsPR+L0KmeMWZd4nvlqqBCnA\nOwcKQ4ksH15CY/+EKjlr7SfombrDheamjHBBcBFqj9+PY94ea5+9iERtj/qKdPE0mr88kCkp49Sr\nf0T9930ZqMRilbkbPW9HAL9xZH+Nw6npfo/Gaj/NjWm/28iRUjlkA/agwUt0+F49JKsn6vsqLwtn\nZL6XxEqprUCzXKd3ULAI3bszMtx/LnBOpiaQSTAF6JjqoCPb4FYm/w8pyQbUcXWyFR8j1dH1dV0R\nh+moP0vFgH0qUsnE8+GIhbEorKxrsg1jYDZSzQzOYN+axvVfLZjeKFJSvJssUd44nI8InkNJHrp3\n4f76pfc2KzqkNSIANlHhI7UGeayUoYnIx85P48INH01YCpyMFDQtiGdwXoEHgFfQRHCjKzcfEQcd\nUJsIAisP31f/1GUn7vBUUgPQO3cKuueLJgzpvxpN9mYtZvHmPey5ZCMbF7lQrcHI2D0UQyV1jTsX\nz/MoG9ADXcM1Tn1wLskNzj9yn/ui+/Kh+3wpmmyPBXAqjd4opM4jqTojBfYoX7lBdF3G+77r6coa\nCcoShcisEHCjtfY5a22+tXYXItK2EeXL2HPI8PmX/eLZafieDWvt7Ygk6ozCXQ9Yax+11p5urW0I\n/I87nyfc9j+z1ray1jYC7kchiM/4yvs9WrQZgCa6WGsnWWvPtdY2staeb62d4eo6yv3+ufu8wFfO\nNN/5eN+9ZK2tsjDo6nu0tbaptfZuLwTSWrvMWtvXWnusO/bZ1tp/Re+fQ90iXBD8CvWLg+MQK28g\nhVu8JB5TUDjsrfGOYa3diPqva1xIaSI8i/rbTPw3n0fzkTtS3SFcEPwEhf/ekUEY3z5EIJ9JNcYr\nzvfvcbTQUCPhrdbaDagPaIf85GoFLpvhE6jvTuQvlsO3HDlSKoc6h1MH7KGqUgpim53HC1vaQWKl\n1DY0aM+FPdU+VqGQgEyVKvPQvTq/xmpUgZlo0JHJBD4rEC4IzkVKh9sDhaHTkm3/XYPrU4YB7QKF\nobOyoD5bkfovqXeEM7WfhZRPqXpbfIWemf4ZhBBYpKboFCgM1aiPWzoIFIaa7t+1tcf2tQvzbKRk\nKRWZ0LIBXRHJsJMKwiIe+q45Zvf+tcfsLkJkRQQtiByLwvi2I3+UKeGCYAQNxEuXj3+uKSKwzkAh\nnCsSHsViA0NDh6AMfxMQofIhIieKUPa+Dqd+ddiUXYeWtP2y2d4vEGHVG5ElpyI14XA0kTkeePtN\n3gwe4MBheeS94jKd9QFGWWv3Ulkl1Qypht51IYh1DufZdDFSI1mceTxSTkRvG21w3hARwRMc4QYi\nlz4JFwS/dJ+7ocluyJVhUJjefGvtWihXVwWBid51cSb5VwHvu8m1h4GofYR89aqHyL7pTrmEK7ch\nFRkOo1VSNyNieWrUOR6FiK+R0eo+Y8yRaPI6ximoMMY0y69XbxxSJY0FVuTXqzfObZtDDonwNiKe\nqrzjwgXBdWjcdV0ctVQZUkKdFygMnZfgGG+iPvTmRBVx7flNYKAj0lNGuCC4C4XkXZ6md+fzqN+9\nN4N38HJE3F0fKAy1SWdfP6y1s9F9uK2mTMod0fxvoL8Lr60VhAuCU1EbuCFQGEonfDKHbxFypFQO\n2YLdaKXf/xlik1LxFC47SO4pBTlfqVqHm2wtJkOzc5dWfB21E8K3C03gu9d02QcZL6Fr9Bs3Ycmh\nMmah1dfr6roiDlOAtoHC0NEpbBtGIVlnp1F+CPnGZELCTUF961UZ7FtT6LllxdxjDxTt8AzOY5lS\nH3Q4dcwl7uMca+2++BtzHHB+6IJ1EUQ+RVC43k5E0rdEbbIJMMlNXnrt37V1TuTAvotRm72QxAbn\nfnRDCrz1ruz3cJnj3P+7j97V8OOXeizfvuaYXW8g0qUBaitXARs+m/zaPESCLLTWrjzAgZvqU3/3\ntVw71m0TAUbHUEldhyaI76ZQz4OFrihEcmqgMJSHCL9pTkkdjWiD865ICRcGcKFErahMQA0A5jpV\nAojUa0Xla3AFWmDzK6c6IQ+xckWZ82kJInP0It+2l6PJ/ZtR9fUy7lVSEBpjWqM284a1NhK1zw1I\n5TYixvnfgO5teXl5+fmvNWzUqNfPH3uKp6fM5eePPUXDRo165eXnvx5j/xxyKIcjnmYB17hnLxqe\nWqpXnCLmIDL01nikjrV2Dwr162mMSbYYNwKFs/44g3C299D49SeBwlD9VHZwxt1PAecR/xwTYRjy\nd3ygmhECr6JIhV+noChLCdba8ag/+5ExJhFpWF28g8jwewKFoWxJVJPDQUSOlMohW1BEZaWUJ/mO\nzsCXiJTaTnJPKciRUgcLi5BXTabmhXNQVrHaCLecCrSqS2VIdeG8GP6Cwop+XMfVyTr41FIXZoma\nbBaaxHdLYduFSDWTzorhxyiMK5huxdykfTTQI1AYSkTs1xqsLbtx44Kph0QiJZtw4VJZggvQeyWf\nKCVKDAT2HFJSNq3tl/UR+bMZmY43o4KMOgRY6bxW2gLHLR75xC5Xfj4ir5IdB9cvBlA/2QXd+8Pc\nv8lIJRSe02rzpTPP+errz48pGoVIlfddnToBI1dPfeMcFDryjjGm9XEcd24jGs26gAsORW0p5PxF\n/CqpFu7Y77jJWLagBzIt34lUtkeRgsG5m7T2c589D6cgmtTOdZ/PAU5Bz4mHK9F1nwfl9+QqYJbz\nL/TIrKuBBS5kz0MQEYrlhJbzbbkW+MCffc6nkpoYQyV1E2pbM/xfuqxZvYC3nMrN/9sJSAE3zPMt\nM8a0KotE+vxwyB/zuw4YTPPjTqDrgMHcWfCH/LJIpI8xJpHfT0aw1t5urc2GsOEcagZvIcVllTD1\ncEHQa6PXxSJ63Pv6RdQXdUpwjDBSBd6RiGxyIaBPo9CzLqmfQnld/oHUrdeksd9HqL+5I1AYap7m\nMT2/0CbA3ens64cjph9D0QC/qkEvqOdRYowHjTExMyVWF+66P4363AeTeIzl8C1EjpTKIVtQRFVP\nKahKSsX0lHJIppTagTrqnNn5wcFC5KVyeob7z0P3ujZeTHOQB1n3Wij7oCFcENwA/AuRCd3ruDrZ\niBnIsLfO1VLOEPVDFBaQkGj1GZ5fGigMNUqxfItUHV1SNUmPwliknOifwb7VQqAwdMquDZ9dsGfz\nF2WURSb5zZ2zAF1RtrxtJAopNNQHes1u/fWmA/XLSlHfZRCxcQQinL5A/Znf4HzD1s8+PgcNxC8F\npvj8ihLhDBSCN8Pt54XwzUfqnUbuu35ICdcGTbLeRWTKLkReXY08mD4Grm1Ck91taDMOhZblASNj\nqKSuR2FxY1Ko50GByz53JhUkVE90Xp/F2LaSwbn7+3Scj5fLbNoVGOcmiyBCbz26vhhjjkaT71E+\nVdsFSOE40ne4c129yrPoOfXdQGCStXabb9vLkKIqVZXUOYh8ezWGsvBmNOYJURW3ovbsv3+nA7S5\noHJi2nMu9ESCGftD5vAdQbgguBL4FBFPsd5xbyCiOKaSyBmNf4zUUjHJFNf/PI/IpoQZmq21HyHP\nxDtdeG7KcCTacHQux6ex67NoYSFt024XIfAPoFt1xnPW2h1owbINCbIaplmmR3ZtQxn5oudmNQLX\n3z6G+u6HA4WhY2vjODlkJ3KkVA7ZgmilVDHKdBQrfK9BnHClhJ5SLqRsBzlS6mDB85XKNLZ9GWoX\nCQcemcApQ94nBYLgG4ApSFlxTzXTCn/r4J75t1Bmn7S8JWoJU4GTkOIiGSYhtU063meTkPdR2lmA\nnJdVGAjWQTjowK8WTm9WWrx3H5A1oULGmEao/6mH/IBKEmze2WIPf6PrZw3Re6oUhe7tQwTQSWhA\nXwZMDxSGDgM6b5w/ZREyON+A3l/JDM499EYm3Uci8ms5Cvcch1Q4cxAZ0gyRD1ei8JCNiLAJTRjS\n/3hEpAxH4X8X38EdD+WT76mqxjnVkV8ldZzb/y1fRrpsQA90nec5UukSlDUvVhhkAJ2PZ3DeD5GH\n3ude6JpOhHICqhPyX/LK64/urV+JNQhYHi4ILvV955F+n/i+64XGNv5wPoPI87nW2tXlFdWzOMid\ny+ao7W9G/mOz/CdnjDkV9RtvuMxc/t9aIzLt1ajfVgEsmTfbvzmL55ZbqFUh93LIIQaGIbK8SvhV\nuCD4BUr6cW2CsLiXEbGbKNHHPER+/cB5sCXCf9DcIhMT8TdRP/GTNPwdvTC+jqhPSgvhguB0NKb7\nSaAwdEy6+3uw1i5G3lhXG2MuSbZ9imXuQZkxGwO/NcZcYYyJGGNq1Kd3wpD+y6b88Yav0cLxI+5d\neVBhjCkzxgysgXKmGGP+VhN1+i4gR0rlkC3YjU8p5QaSu4gdvgexzcq3A4fHiWf3sJVc+N5BgUuF\nvZTMfaUiaNWstmLLp6CMVXVuhF0duGfln6j9/6oa4ZLfVkxGz/21dV0RNDHdRWqG515WsJT9KRyx\nNAXok2E7GIUUNpl4YmSEQGEov2R/0bVbVs6rVxYpWYHIlGzBxUjlVEbyrHt9tx5W/Pm6FkVHIoWo\nF2bVAhEeeYikmu0MsLsDecvGPdMEhWqeCSz1DLMTwREV3REhEkAKvMsQ6bULkZ4hRJwscMc+F93f\nvohwGYtCwrYgtdU17u9piNRqAAyPoZK6ES3upEqe1TpciMrlwFRXRy9EdmqMbT2D8wnO4LwJInDC\n1toyN37oB8wIFwS98UY/NEGa7MpoiK77BE/VFigMnY7CMUf4jnUKmpwO98gsN4keDMyIMj3vjIjB\naJVUED2T0dko26F7+loM/7FbEPk4yf+lI7JuRyTZlKh9tmFMyT//5wE7bdQ7bNm4gf8++RhP/vpe\nTF7enKjQwxxyiIdFaEExU7XUKtQffc8lDagC196fR6GCfRNVxqlu3wKucmGrKSNcECxGSvT2pBZ2\n7+03F/UVdwYKQ5nMN/6N+vEH4inGUsS7KMnDL1w4b7Vhrd0E/B6Nm9sBx3kZNo0xtxljttfEcUr2\nFe0HHkbzwoJ4baEWcSxpvOOMMd0ckRU9Nx0EFNRozb7FyJFSOWQLosP3QERVPFIqVgjfDjTYjhfe\nBxq055RSBw+LgHOq8WKdB5zhMj3VNBahSVhSgiDb4dIKP4ZWKOOmVf4uwpGjw5Ekvk6l4K4u011d\nUnn/TkTeZ6ekcZgQGvRfnGzDGPX7Gk0IrqrmYDgdnLd15ceti3dvK8XaN3yZz7IB3ZAP2Feov4gN\ngwFGv9Bz2QZEYDVGvk2bUNhVY2ANCs3yDM57Fxft+Lh0X9GFKHSvHal4aelYlyJvqnWIyJiC+jEv\nhO9L9E49G3kgXYn8reYiomryhCH9PRXeSNReuqHnpB7yRZroQsv8KqmWiNB5M455eF2hAyIPy68t\nMMdHKvnRlcoG51egsbD3uSMiEj2D8waIgHrPF1Z5BSKK/OFvg9D99quW/KSf//hH4yOZHFl0PfCp\ntXa5973PS+o992z6t78ZZWj0PK+8385G6r5XYzxLFyBvrBejw/16Dx1T1Kr3Dz4oKS7myV/fy48u\nv5C3/vk4QIktK0uY7SyHHDz4vBzPQm0t+ncvS+R1CYiGV9E4PW62N2vtGkTK3+iI5UQYjp7DtE3P\nnU/UTEQwJTuOH8+giI97Mgjj24v8pVpTDesBR949geZGD7m+rNqw1i5BarAeVPYPM8gipUbgfPmG\notDiX6Y4ZqoWjDH1QWRmEmV0lV3RuVe619baHU5hlkMKyJFSOWQL4pFS0ayz5zUVi3jyGPpkGfhy\nSqmDh4VoUpap0fRHqKPvWGM1cnCDp6nAZd8GdZHzc3gZGBQoDNX49fqGYwLqT66u64qgNtcMkRDJ\nMAcR8emopdYAS8jA8NxhOJqUp2UOWw3c+OX8qY0jpSVbyaJMbm7F8zykGJqeMBugxQaGhj547/wN\np6IJQAl6z5QhMug4NEHZgdSfZwCnLB3zz53Ia+oQ1D4/SKFq/3f99NPvReErFyJFTHNXxmw0SfBU\nUl8DKxERMhopno5ERNSVKPwsjIiPIipIrUOBt2OopL7nzmdiCvU8mOgBrHFhb6cjpVi8OvahssF5\nX2CW82EBPTcrEeEDIuuaUDkL30BkRv41gDM1vgx41/OgciF/XYGRHjnk9r0Gheit9dXpArSgEK2S\n6kdslVQHNOmvpJJy5d+GQvqijc/zgO8j5Vwsb7TBp3QZtK3eIY2ed/tPQYqqr4CnnA9WDjmkgnmo\n7cQjVN5E78CYiTzCBcEvUV90XZJMdK8i8j8hcePCVP+D+vNEJurx8Ax6D9yW6g5OtfwP1EenvfDp\nQoD/C9wYKAylk4W3ElySgz+ikMif+Ek5Y8waY8zP/NsbYz4xxgxxf5cZY+4wxgw3xuwxxqwwxgxw\n5U5C4/sRxpjuxphuSL3W1O0X8cpJBGPM0caY0caYvcaYVcaY70VdhxU71i156pPXC3/03tDBO4wx\nO40x7xlj2vnKaGeMmWyM2eV+n2uM6eD7vYsLo9tjjNlmjBlnjGnqfptijPm7MeZxY8xmnM+gP3zP\nGHOy+3y9MeZ9Y8w+Y8xCY0xX73ecihbY7s79eV/5f/PV5QhjzMuuHnuMMWOdx6H3+23GmO3GmN7G\nmCXGmN2uvhmHcn6TkCOlcsgWFAGNolbnE4XvxVNKQfIMfDml1MHDSqQ0yDSEbxfySqlxXymHqWjC\n8W0hcUYiIu8XGZpdfyvhZPgjgZ7pZsWpBaxAREL3ZBs6ZdVk5H2WUmpqhzFA20Bh6OR0KxcuCK5G\nhMfV1fVbS+anECgMNS7avL7f7q9WGRspmWat3VCd49UwOqMFjmKSh+6ByJDjUH+yHXlKtUDvsX3I\nU2qKC0vubW3Zlq+XzDoDTeA6IWVSYvWRofG+BqXnbGy2twUVBudhRKzMQeRGqSuzK2oHfdx3E5Ca\nZ86EIf13IfVPCBFQvRAhaBFBNdlau5nKKqlT3fH+6zJ/ZgWc4e7FVISq9UKLT5/E2Dba4LwtcCIV\nBufHoXdBKFwQtG4CNwCRWF6oXUc0wfMTqAPRPfYTYX7Sz8PFSNkWSyW1BKWhx9UlmUpqaYxz7IDU\nKa/ECOnrgdrgi9G/OSXyYGBUafHen6J20BkRdH9w1+mxdFUmOXw34VNLnR8rg5pPLXVtArXUG4ho\nvyrecZyS821gQLLwNGvtXKQq/KFJ3/R8G/AKCotP2e4hXBCcg8jduzJU+w9D498HUk14EguOAPeU\nTemG5g9B5FhbpOR9zRjjLfyHUV/xc+SJeB963x2D3oV/TaH8l1B/2g0R9j9BStJyzHn217/d/eWq\nLzrc8sgn7a77zW8QqT7JV4/XUBKKjqgP/BNaGMIYcx5S1C1CPoOdUN/tn2veit7znUmcyfovKCLh\nPKSIHW2MOdId21vwPNOd+88TnG8HtGh0CS6U3lTOktgIeABlVr0M9dupXMtvPHKkVA7Zgt3u/8ZR\n31VSSrnB8L7o7x08UiqRUmor0PTboIz5JsDnK9W2GsXMRYObdCblKcGlZV/NtyCED8oHg48jhcb9\n3wIT95rEWGS8P6guK+Hu0RSUJS8V9cFERM7HDcczxrxgjBnu+2oWIkYyUktN/v11fRa+/df+yEsj\nKarhp9B906KZJ5Tu27MfqfyyCV3RQPVznAl0ElyGBugNENHzNRr4NkeD1ibAZM8PatPi9xeBPQUp\nj5pQQZQkQqttTYqPXn3Mri/dPgaF8J1CBTk1BejatKiBeeMvPVoevaPhINSGzkKD2xFuu3yknhqI\nSKsQIqoOJ7ZK6iZEpkZ7EdU1uqLrMNVNcLsBkxz5F41og/O+6N54oZn90LjDUxmdgxRMo3xlXIkW\nW5YBuMliAGXq2w/gwokCwFgv5M8ROtcCi621fiP09ihM580osqgvusfRKqmLEbH2SgyV1K2I3PrI\nv4NTOd2EfKxieUPdgtr6W67s49H84FSUon0MmnTdEWPfHHKIhfdRfxHPy/G/aAE5ZlIORwSNQqHk\nicb0I9HY//sp1Ok/aEE7E3/JEHru70lz/vAMIkgyCeOLIDLicBKTJUlhrZ2C3jE/NsakkxH7BWvt\nMKdC/S3qky7yF43Clh9CC9DWWrvZhb/tTVSwMeZMtGhyp7V2rrX2E9THNPJtcylwwf5dW7o3O7Xd\ns8eee1mw99AxY9A9v8ZtdhJzfAPPAAAgAElEQVQKr15prV1lrX3HWrvQ/fYrpEy911q70Fq73Fr7\n76ispyuttQ+6/RN55/3dWjvShVjfjUQSdzgVtVeed+67o3d25zvA7fOBq+NNiJTzk6/1gB9Zaz+x\n1n5KBaH4rUeOlMohW1Dk/vcro3YRm3zaSQyllPO42EPy8D2TZJscahaLgDbViAefi4yDq/gT1BCm\nAhclkYl/Y+B8VP6GJjvZEK6WFXA+DaPRamci37mDgamoTSf1fXKpqZcSJ9Qhzj6laAB6eTrt2vNT\nKC3eW1R6YP9OpJ5IaVcy8FOIlBTf+vXSWQ3KIqVrkG9HVsAY0wwR6YcA02KoTirBTTYuRe+sUjRw\nr4dCn5qiEJPPwgXBtW67Q5aPe6YhIq7OBD6JMr2OieJ6kTabm+5ruuGoPSHUHmYh4mijq2szdN/7\ndll67Moyw43W0AS1+6uAlTP+74crEBH1nqtrEE24DqD+Ypqri18ldSZqq2+4tpVN6IGUTDvRynNj\nKmfEA2IanB+JVs3HWWutI4h7ARN9flkDgC+A+a6Mk9Eq+bu+NtELXXu/v5Sf9PPQFmhFVZLpejTZ\nLVc9OeLyamKrpG4CFvgmXR4uRWHyL8VorwNQO3wl+roECkOnoWv42oQh/Q+4bf6LyOTnUBjq/Ujh\n+ZCbJOaQQ0K4MNa3gE6xMt+6EL0pwDUJ1FLvABEShOdZa4vRgkZnY0zCMaK19itX5mBjzPEpnUhF\nfctQQpmT0fOU6n67URjfRaRhlu7bfxMyW788UBhKJxNvLDyDFlkeMsl9uDyU9zOOZNqFFMB+/Akt\nxqSbre5soMRaWx5O7AifHb5t2qF54bYJQ/r/c+KjV/V6b+jgSWghxiPX/gY8Z4yZaIz5jTHGbxdy\nHlEJH2LgoyS/eyhPRWqtjSBFcjqhlWchgrI8mYsjx7zMuR72RoV3b6TqNf9WIkdK5ZAt8Egpf0cZ\ny+gc4pBSDjtIHL7nsdk5X6mDh4VoonBqhvuvRSaVtZWFbxqaQB4sD51aR7gg+CkafN0cKAy1ruv6\nZBFGIxXZlXVZCWfguYwUQvgcJgLnNW5+wg+MMQuc/8IWNwj7C/K6uNLn5dAVGL9oxOPtJ/3u2uXO\nu2CVMWaoXyZujHnYeUjcYYxZDewzxrwAdNu87MP2E4b0L3DlnRSvYmn6Kawxxvw/Y8xLxpii6f97\n+9V7tn1pbFnpaGCY80+Yb4zpGHWMS40x0915f26MecIYk3E4Qwq4FC2I7CW10L1WaNDYBL2DDqAQ\nhBL0zjmJioFx7wN7di4q3r2tAyIiWpNilp91Rxf1WN98T7HN43MUdjYDkVLjEbm0GK26Nhs065Sv\n1h9ddMSWpvtnIuXWecDIfds2XuHObYTbpx4w6iIuutJgmqH7EK2SuhkpilK5FgcNru2dSQUJ1QtY\n7Ca80fAMzif6to1Q0Xa7ohX6sa7soxHJNdpH8gxE9/N9UOZI9930cEFwq9vPm5xN8vlUgdQZq/H5\nORljzkWh7fFUUsOizqELmoy9GnUd6qF7NM+ZEPt/OwwpCsZFE5+OTL0Dhd6EUaje4cC9KFRlOVJK\nFAF3IZX6E0ZZBXPIIRmmoLFbIrXUEcRXSxWhcUzfQGEokafOVETs3pFCiOlb6Bm+K91w1HBB8DNE\nPt8UKAylTBKEC4IfogQnP8rQVmGq2/+edI4bDRce/kc0Hv8FGgtFX4PoiIToUG1LVe5gG/A79A5s\nWMNhvk1Q4o52QPv6hzZp2/H7v3v6krufGN/myntfB7DWPgq0QffmCmCJMcYb4+1L4RjZZkQe65p/\nJ6IecqRUDtmCWKTULuDQGFLZZKRUsvA9yJFSBxMrqJ6vlEUrErXiK+Vk4vP5loTw+fAa8Bnw62+L\nCqy6cKuWIaB/mpl0agNTgI4pqrZm7N22kb3bNv4HeBatuHVDA/ZH0OR1PBVeDh+EC4LbIgeKV587\n+P45efn1zwZ+BtyJBqN+nIEUUYMQcfEzYBbGPHvZL557vdM9Tw1FhEQ8rCN1PwWQ78SMDrc8+qd6\nDRvbsgP7vSxwrwDno1C5l7yNXajBODSZOBcpS7oAf09wjOrCC91bZq2NRXBEwwvdy0eT+q1IhXQs\nmpRZYJpTDJy9fNwz2xAZdCga0M+JVWglGExpftlFOxoXL0P3aSO61hb1seeitj0QWFCvLO/c1cfs\nsrgQGGDz+rnjPkD3+n133CuBiY/wyN7HefyxB3lwq7X2CyqrpNogD4zXPBPvLEIPNE6Y5yZr7Ulu\ncL7ZyPS7D1KF7XHkTH9gnlMmgEL59uNIKyNj3MuBkC+rXWc0ERvpO87laHwywvvCeVmdB7wdRT5d\nhxZdyu+/U2xdjUIQ/SqpPGQ0/1FU+J93HY4nhhIKPS95VDVRBy30tAOenzCk/6Xo2b/ZWrvH1fNW\n4FJjzI9cWMv/Q4t+T7nrkUMOcRGV+bYKqeQWZ6aQ2FtqNFqgvinecVxbfQ69f7onqpPP9LwjGWSo\nRYTwHkTSpoOnEQn+kwzC+CxSaRUhf6mM5+4uOcP/IuVWBL1DgPLkHhktHjuFUwiRWqmGRy4D6vkX\noYwxrak8h/sYvUcj1trVxbu3rzzypDa/Ofy409ee2DFwf6AwdJQ7/mfW2iestQHU5m53+y+g5kLf\nLvHVMx+1IW8RwFPXJspavBS998vbnTHmKLQwtTjeTt8l5EipHLIFXvztYUm+A5FSscL6QD4qiUip\n3WiykDM7P0hwPmDLqJ6v1Dzg+EBhKC3JdRqYApwbKAwdnXTLbwjcgPAxRPSm7WfwLcZINHDoX8f1\nmIkIhaSS/HBBcP+O9cuWYsmrd0ijkdbaddbaxc4bYS9aDSz2eTmUArS//sFfHtOmU/2eD49oZq0N\nocFodChEfeAWa+18a+0i54VwAGv3HHrkMW8edswpHXoPHRP3uXATgqR+Cj6Eeg8d81yTFif1KSs9\nEEErgNOcD8RnwJ+Bs40x3orwgyi9/d+ttauttR8iYus2U0Mprv1wWW7aoPDK+MogQ30M+b7Qvd1o\nhbMBUtxscn83BeY4QrS3tWW7Ni6cfgoabF8EhF0oQEK83XlVu7I823zfIaWTECk3HhErM1Eb2ob8\nqVo32Vc/tLdB6cWbm+5bhVaZuwLvLh39j4vRJGQ4Cv9rAgzfwIYbLPbQlrR8xa+S6j10TAT5Da0h\ntcyABw1OHXQ5MNW19x6ISHw/xrbRBucdkZLNU6i1RqFvXoa9Bki9MdHzhHKfLRWm6AYRuQtccgCP\nOBqEsvn5ycxrEYlYXjdjTCtEwqaqkuqGTNJfizq3BsCNKEPk6qjfWiA13DsuvLEcbrHvB2hBZp61\ndpq19hBr7SxjTCtjTF+ggbX2SGvt0263UShU6lzgD+4e5JBDIkxAZEo8K4E3UR/ZN9aPzqftv0D3\nRIk7rLWLUR91q0meKXIOCtn6YbrvEGcD8DRwcaAwdEmy7X377ULE0iWof00L4YLgHvT+PpvMPLHK\nYa2dRwVJfbtTIrcFXkTzo3TgH1eOR2Or+4wxfVzIdKJ6rEAKzf8YYy5y5NQzSKHsbfMeClMfaYzp\nZYw5ecKQ/u0n/+H6A1tWftSstHhvYV69Bv9yvpYnGWO6oAVsjyz6I3ChMeYfxpi2xpizjDE/diH6\n6eIeY8xVjjj7J5prvuB++xy9HwYYY5obY6osBLvxzSjgGaOMgO0Rybmeyr6F31nkSKkcsgUH0IA+\nOnwPYpNSGYXvuRWHbeRIqYONRcA51SBG5qP2UVtZ+GahNti9lsqvE7hV/7+jQVDPOq5OViBcENyB\nBkIDnXdLXdVjFxoYd09l+xZnXfLC4SecsaX0wP7Fxphhxpg7TUX2mZiYMGTAOTOfuKvjpN9dM8MY\nsxtJ7KND8T6PMv2sVAQaIKbrFZEIC4E2m5Z8cHZp8d4SNJBb5Pt9ExroeqRUe+D7LrRvtzsPj1zI\nNCQ4ES5D76FdVBhex0Jv4Oljth/aDpmZH47eWcXo/ZSPiIhjkOKoPtDj66UfLsaWnYwWUBpQOTtb\nXBQdWnp9XpmJvN/mK88XcQsimKYiciaM1D1f/2Bi6/ziBpFmB+qXvY3I1+Liou0T0cRwASKZBiPS\nbXNDGt7YiEZb7+bu6fhUUkhFcy7wqnt3ZhPOR5OCSe690hOY4ZmNRyHa4Lwf8JnP1DaI7pUXWtcN\ntQGPpKrntpnsI1zbIGVGuSIKrYCfgEg/3L4nIu+q4c4Q18N1KGyunOxzKqlrgMk+xZZ3/BuB2TGM\neINozPMaVXELasfvxvitt6vrc969NcY0y8/PH4fC9sYCK/Lz88c5/y2PgP4z8lbpA9xbw6E6OXzL\n4DLfvgv0ipWBzqmlJqNsr/EIognIn++WJId7EfUJcTP2QXk7/g+aB2RC8MxCC6U/ChSGEhIvfoQL\ngh+gRYQfJzFvj7f/EkQmfa8GbBle///snXmYVNW59X9vN5MgiOKESsQJZ5xHBJkLaHHAMWocEhNN\njDHmJl6Te1ujneRm9ovJTfRGE6MxxhFESmhGEUcQBEERUMABmWWemu5+vz/WPvTp6urqqu4GWqj1\nPDx0nWGfXafO2cPa610vars2orC3F8Pnj1CfTOz/OFK3bfvs7m8g/6uuiLz/RRb1uAG1gy+jTIoP\nIa/FOAah8MW/obbpX+WbN+y3+tMPfmaFzTq063h4d6SunoMIzCRSkBPay/6hTm+hhYEouUdt37G2\n7XeFf9ORSnZwNHYKixD3IH+tJdSu5L4B9UMvhrpUAkXZLEztDsiTUnk0CYRB0Xpqhu9BTVXUWmon\npepSSoFIqXz43o7FLPTbdq7PyWGiMZPtF8K3CQ20e+1qiqLS4qJX0aDulnSGo7spnkehU2lXZ3cg\nJgBdEiXJg+s6sFnLPeacffP9zx5/0W2PIan3bcAHtfm7mNnZ4P9ssefeo06+unjagSee3xv4OSJC\n4qjVTyG8dy8BiUYMd9zqXnntklmT2nhFRRQWGPdQiAaD0fhkTzRQ7YoIqpPC313ILiterjg/1Gd6\nrWSdYejZ+Wjp3pvOocqboz1aNNmMQg42oYWSdxBh0XbuqEeaUWVwPtndV9a8QHUkSpKFydM/PnTE\nGR//Y8nem85DREYPFPp1MFK7RabnI9a0LrsaKFvaftNwRB6UTvz1144I13w+fMd90STgvMM5/NB9\n2fdVwzpSXSV1LQoNnJLtzduB6AssCOqgrojErBG6Z1UG52OCwfn+SCn1EkAInz0PZc/zQLJcgNRD\nkQdTdzSBja9mX4JWuKeG6xgi/WaFUJYIl6JxyTazXTM7DD0PT6cQVQNIr5LqhQjIVC+p1mhSPTo1\nzNRk9tsTeDKm9iJ85zYoHGpcaXHRgmh7QUHBE82bN+83ZMgQ7rjjDoYMGULz5s37FRQU/Cs6xt03\noYnZIuRHlbXpcx67LaJECrWRRXWppcrRs39WoiRZq7F0eF9HAJfVpYQJ78vzwKVm1jHTsWnq44h8\naYdCanPBg6iP+3aO50V4Cvln/TAXQiwVod35BVqY+D/gSHd/3N1PdfeScEyhuw9POW8fd38s/D0x\nHLM2tv9W1FbeD+yTxe+wzN0vdPfW7n6Yuz/h7oe7+wOxYza4+/fdvZO7t3L3zu5+3UcT/jWlsFmL\nn531rd/N63/fiAf63zeidTjm+yFMMzp/krt3D9fo4O6Dojq7e293/0GaeqV+dwdmu/vZ7r6Hu5/o\n7q+knPNzdz/I3Zu5+9fDtl7x8t19jbvfEO7jnu5e5O4fxfb/w933SSn3BXfPFBa4yyBPSuXRlJBK\nSmVSSu0RVp5TsRpoFwxIa8NK8kqpHY05aKJXL1+pgLeR2qreHXEdmIDCI7aH+mJn4/+QAuXODKuR\nuw1Ki4tWoNXZITv5fkxGK5U96zowDIRHH3xqv4P63zfifqQU2YoG+mXU9DI4F1h45jd+9Z0Oh5+0\nuOvlPzqO7EnheHkvhr8H1XE8aepQAwWFzQtXf/LBJRu/WExledlzWdRlGnCcuy8I4Xvxf42aCS6E\nrh2FSJ5Mpt7HAIduaVYxCoXSbUREVAGaXK1Efh0HAhPCpCpRtnHth5tWL+2KSPrOBGIkC5y+ts3W\ndmNPWfQKIqHeQqF/LyGlzBuI5KgA3mi1tbAbzoy3j1reHYUhDkfkyEJEkF0eyvjUsCvP5MyyTnR6\nneoqqdPC92xyKqlg3n0mVURPP0SSfJDm8MjgfHT4PAD9XpEKLoFIxcgs/TgUyvdiuJYh76133P1T\ngBBGfiYwLHZvjkNhgHGV1L6IUBrm7nHi9QrUHm+b1KSopJbEymiGfpdXvXpGJhAx1hKpA1JxI8oc\nmM5j6/Jw3jYPKjPrUllZOaCoqKiwa9eu7LXXXnTt2pVBgwYVVlZWDjClMwcg1ONepDa4y8xOTXON\nPPIAtoWejUCG5TWSF4XnfRzKxFdb6N0kpPC8vo6Fw6dQv3htFlV7Bs0nvpnFsdUQ/N6eRIrrw+s6\nPnbeGkRonZsoSeacyTL0Jb9DCyA353p+HCGk95dogeeGhpSVUm4ZUmU7UJxFOGW9UVpcNBMRYL2A\na6PQ43h71UjYpRarmyrypFQeTQnrqU5ArUeNWqpSKvJGSKeWWo0aj0wmnHml1A5GSLE9h4b5Sk1B\nJoGnNEqlauId9Gz13k7l7zQECf2v0YT26zu5Ok0Fz6J2ot/OqkB4L15DfhkZBz1mdub4n1958sqP\n3mm/fM6UyxHJsC8yz1wIdA0Dsg5hIjsP+Mrouy+4aMW8qdPnjv77bdQR1hDDQuCs4N9Q6JWV44DB\nGQi8Ov0UIrT/yrFHLJ4x4ZDKrWXrSW/MnIpfoXTffzSzk8zsSDO7yMy2h9F5D5SZ6AsyeygNBBZf\n8l+lFSh0qh1SRW1Ek/02yMupNTA+mPyePG/0o8sQ4dUahYtNz7Je/VHSghMQ+dIJhQl+gd7pUYg0\nHA+c91mHDRv33tDycUSmTBp99wV7IpLpOeRpcjAhXfuhHHrUsRz7xQhGrKSmSuq9HOq4I3E+6udf\nDgq+c4ExtZBnCaoMzpuhezne3TeHxauBwMTg+QVS/iyi6nsfi1KPx0PgLkKK7Zdj2y5Fpv9vx7Zd\ngp6LKNw0Ij67IdPzOKk6AD1HqSqp/sj/6l/xjcFo/GJkvL4yZd/JyFj9H6lhIeFZvAh4LiT5iHAE\nwKGHVrft6dy5c/TnkfHt7j6OqnCpn5pZnWrPPHZrDEdzztq8HJ9C4//a1FKO/MyOR4kX0sKVKfJJ\noG9QJNaKoCD8K/Icqo8Kfxgifm/N0Xz8NdS/fDvLRCfVEEIeHwT61IfYisPdP0Am8RcFP6ZGQVAZ\nvwR8F1gTD78P/9bWUUTWKC0uemXt5x89PeXhH/2OeOhxs2bbQo8bAU1qYWZXRZ6UyqMpYR0xpVTI\n9JNKVEHtYX0gmTxkDuHLe0rtHMxCZuL1WnEIq2mfooxBjY7S4qIKtHLdow6l3ZcSpcVFC1HmtqJc\nDDp3VYSB3US0OrszDXtfRoqaujwi1pZv2XDW9Cd/fvr0J3/+IHAf8AN3L0UD6zloQrwMONfdX0Qr\niH+c9vhPf7Ju8fwD9zmsazpFRTr8Fqlu3geWzSl9ZDIi8HqmOzgHPwVvs/9Xzv5iwYzmlRXl0xBx\nltG3wt1nIhLiKPR+TkN+EYuy/C5ZIShieiD1x2R3Tx/WaLRD4V6jKgo9yrrniJzaiMIh26Px1Yfh\nvevrXrnp8+njOyF/vNOAUSkG12kRsgudgbxIuiHlS39EQPVDhGD7cP2XgAuSZ37y5I3ff/lzFNI2\nFPlHLQ9lXI58peYCV/al77K92Xv9zdx8MlUqqbMRSdHkVFIBfRDRtAb9ZoWELHlxhMyNR1FFCp2D\nnuPI4PwMROxG3lH7hmNejP02F6GJ5zSAoPToC4wIpDJm9pVQ1vPReSGTVQIYEULeIlyO7vO2cL5A\n9kYZ9+IqqRZIVTUxUmmllFOJyMX4dzakkpqN1HCpuB6NoYambD8BYMGCBdU2/vvf25qMD9OU9RfU\nhh6OiKmdndE0jyaKoBCKvBxrqN2Dh1qklqrN63EqIsrrUkuNRIsC38jC8+wNREB/qx6m5+XAn5DS\naEAO50Xhfwbckss1YxiP1GPfbYQEPSNQ33B7I5PLLyCV52tAMVXh9ych0rzRMPmvP7h6y6pFHW7/\nzZ94aMIUbv/Nn2jVunW/gsLCf9V9dma4+8chnO/dxqhrHrUjT0rl0ZSQjoBaR+5KKchgdo4GhG0y\nyITz2D6YiX7fWjOoZIG3gdO3o+/TBPTsdN1O5e9sjESDsNsTJcl9d3ZlmgCeQZPSXjuxDjORaXXG\nOrj7B+4+sM9/P9uz30+Hjep/34iL3f0vYd8Kdx/g7u3C4OmVsP0ud9/fvbLdadeXPHL6jb8oi/sV\nuPu97l5j1dnd57l7N3dv4+6FH78+bAryXBtS27uXjZ9C//tGnN624xEHl21YU+EVW//mQjXvhnQD\nQHefGr7fXuE7nuLuv8zu9maNw8O/AjKH7vUBbO5Bq19GJFGkkAItdqwN2zoiE+4CoN+KuVNne2V5\nJ9R/GTFSog70QeGRUbj62nCdySiEbARS90xHJvYd0GTgEuDd0XdfsB6ResMQ8XAkeu5PBw7/Jt+c\nv5KVqz7n8zOpUkldA0wvLS6KG9A3CQQPtSOpCrfrC0wpLS5alebwAdQ0OJ8VI3guAOaUFhd9FNu/\nhUBwhUyM5wDDYyRVFMYaEVsg0m8l1Z+byGvpxVjdO6Lf4vmUcL6BaDyTqpIagPqjJ+MbzWw/FLY5\n1GtmujwfPcd/TyU9gzlyd+DxNIbwfwQqR4wY4TNmzGDNmjVMnjyZxYsXY2bpDNZx9y0oTGcBep7+\nM6RKzyOPdHgehRPXRuA8hRamM6ml/oEsFmrNYBcUiH9D5EfGRczwjjyIxgFDMlc/bZ1mo9Dg6xIl\nyaxVOSHhyoPAeYmS5Ln1uK6jDHCbgB/kqNSqhnAPHkBt2I/NrFESwLj7Fnd/DhFwfYBO8fD7xrgG\nhNDjiooB37z7FwU9Bg9h344H02PwEG4q/kVhZUVFtdDjPJo28qRUHk0J1ZRSsW3pPKUgPSkV7cuk\nlIqk7nm11I7FHKRCaIiv1BQ0SD+iUWpUEx8iBcbOJCm2G8JA5o/I/+aHu6IiLBeUFhd9gmT0lzdk\nUNfAOjiazHbPUrH1DiKxcg07TAJHJUqSXXI8L8LzwMELXxt6aQM8Gy5eMnPi3l5ZuQyRKU0JPZD5\n/TJqM/aWwfkA4NXbbnmtM+qD2qF2bR0aU+0dyqhEv+upQIe5pY8UhO1HI3+gNTXKT0EgAPujVeye\n6FntiVQwJ6AJyaJQ5otI1fMuCg/sgtQwFyH11mikupmH1FpXArM3svHebnT7iCqVVHe0cFDNVLsJ\noTci5t5OlCQ7IyVUOoPzVlQ3OO+E7tlIgERJ8hA0aY1UUi3Qbzsmpmy6AN27CeGcFmHb+KD8wMw6\nICLohSgcL5irDwZKPWYCjNRQ64hlXIyppFK9pFohNdQ4TzExR5n4NpCSVc/MmqMMZW+6++z4vvAs\n3YQIpBqqMhQS+ll5efnaoUOHcv/99/PSSy8BbHT3WhNCuPsiFBq+BhGE+fDwPNIieDlOAC5JFwoe\nfJrGokx8aYmRQAJNBq6to7+cgtrCr4ew3VoRnuFhwOWBiM4VjyJl8U05njcJLfZ8J1GSTBf5kRGl\nxUXrkb/U8agNqTdCm/cLlC32O42cVfM51ObcbmYNzRqYDkcAHHf6WdU2Hn/GtoCAI8njS4E8KZVH\nU0Kq0Tlo8FmNlAr+OFHabVL2lVEVPlEbIh+FvK/UDkT43ebSMFJqNvp9t1cIn6NB0zkZJORfagTv\nlN8iY94rd3J1mgKeQaqWBnkzNBAvo3butLoODGHNY4Hzc3xGo9C+olwrZ2Z/GX33BVNG3zO4aG7p\nI88QPBvMrNzMHsmmjERJ0tYtWfD19Us/LqjYWjY8eH80CcRC9yqB1zyWuScFHZCv3UhE3lSGf3sh\nYmo1UgK0BSaHd61/2ca1n25Y8dmxiJjvSHWVTSachCYJ85EP1DSk4oxC+MaG/5cisqMLmlwNAT4d\n/4ur5qAQsiQimk5EXmonISLrqV70OmgOc05DKilH2aSmlBYXxTPINQmEyWUv4OVAAPVFZMjUNIef\nT3WD84Hh2MgrbFD4/Gr43AONP0aEa+2B7u0or8pedz4aWwyLXedCNB4pjW0bEK69LUQuqJv6IJVU\nWcqx6VRSRaE+1UJuQ3hNX5S5b1PKOYOQ4uMf1EQ3ZFz/SGhD4mUa8C10b1qHYwch4/ifu3s6Fdo2\nuPukUE8HrjKz/pmOz2O3xrPoHepTy/6n0XOfKbHG4yjkvdaFmaD+eQS1m4ks6vUUmm/Ux/R8XbhW\nj0RJMmvP05jaqZB6mpYHNeszwDWJkmSDFEFBQfpH1MZmHY6YRbmOwhw/BP47tIWNiY8A3n+7erTy\ne1PejP5MF3qcRxNEnpTKoylhPbBnSnhIuvA90GCytpWF1dQdvgd5pdTOQEN9pcqRUqQ+ppTZYiKa\nWO6yvkulxUXvIePcqxIlyYaQhF96lBYXfYgmtVdsx7DQuuqwEJmL98zylDFo0ps1kRYmokk0cM7V\nXLXYCgqmtmrdpvKGu37Kz54Yyg13/ZRWbdpgBQXZhuMe/vmM8SdWbt2yGa94OMfrb28cg0LfKsgU\nuuesAL753ZtfnYvCuqJFEEf9yVbUN+2DQvf2Bs78aPwTkcF5W+QBNTtN6enQH/noHY0UUYdRlZW2\nHfLqOA8RKRciH5VFKKxvaPnm9YNQqOAIpLr5DIXvXokUU9OonnGvJ5rEPZFl/XY0TkET2nFBJdEb\nKYzSZWGMG5y3CseOcffyQOb2AUaXFhdtDaTMYGCqK608iPhpRVBShbbhYkQ2LgIIhv4DgZHuvjFs\nax6Oe9ndV8TqMwQp27YRkjGV1ITgcUcoY4+wfYy7L0v5XtcipWQ1YjPU5UpgtLt/Vu1GKFPxDYhs\nnJHmXvVA78D/IHVJd9fu0G4AACAASURBVER0Hkl6gisdHkGqj1bAd83s+CzPy2M3Qmlx0eeICL4s\nnVI7qKXGkFkttRAt5Hw1kw1HCBEbC1yTKflGOHYzeobPMrM6F4fSYAIKxf92Lhl9Q9jxQ6hfru+Y\n80m0cPGjhi6mhtD/JPLYarSwtxCu/HPUZ97dWCGCoey5BYWFo/56348rJg5/jhWLFzFx+HM8XPKT\nioLCwlHpQo/zaJrIk1J5NCWsRwP3eIOeLnwPNPCvTQ21KsM+SouLNqHwpbxSasdjJloVPiTXE81s\ngpn9Hik+uiRKkpnUcDnDzO4xs2khhGI22RME2Za/wMy+15hlNhBPI9PQH6ZL07yb4SmkJDmrrgO3\nIyYAZyVKkhkHz7Bt4D4DkRa5YAxS9uR63j5eWXn+zT/9ZeHgG77FsaedxeAbvsW37vlloVdW9slm\n8FpetunGFfOm7uFe+T5qB5oSeqDJ9CI0Ka8dTuW8g9ecgkih6L1ZjYipDqjPWoMIn97ulZWLpo05\nABHyXRGBkY3BeTvgnMS0Qz6+blyXa1qVFY5HRMkYtIo9HSmeKsLf3VCGq4uAtR+O/+friGgZi/rD\ns5BK4XikVn0KtcNRxj1QWNjrMY+lpoa+wIIw2TwT3f90oXuRwXmkXuqOFEARkdMLhWpGn49FPkwv\nhvML0L17NUYsnYqIy7hB+AA0Znkxtq0PWhR7NlafvRFJ9kKKuimBfpunUr7Cheh5rKaeCt/rPOBf\nKZ5UAJehsdOT1MQFKIPf31J3hMnhjcDrwcft4fD5RmBsCG2qE6E+v0LE517AT8xs/2zOzWO3wzMo\nCUOPWvY/jd7X2jL1gYjztlR5t9WGf6J3NBtV+Guo/b85kMtZI6Z62g8tAOSCiSgk8db6jMUCKf9b\n1O58K9fz0+ARRHLdZWaNNjYMIev3IfXvD0M72yiorKi4evPGjWMeuPM2bu51Bg/ceRubN24cU1lR\ncXVjXSOP7Y88KZVHU0K0AhwP4asRvhfbXttqf11KKdDKcF4ptePxAZpEnViPcy9BGTzeRhPA+qxm\nAWBmlWZ2Ycrm31AlKR8/7Z/3fr2wWYsXyRFmdr2ZpQt3OB34v1zL214IypnfoYnM7TtLJdQUEHwq\nZrET1VJoYNoMpbfPBqOBY4M3TlYIYQavAANz9BNrkGdDoiTZbMXcqVeUrVvlFWWbH86GlNlRCMbM\nkWnuK+5ekcVp8dC9PdHvtgKNqfZDBGMF0H/lR9PnVJaXHYIUVWVhXzboBdB1QYfDjlzcbu/NLSo2\nA21QCGAXRKgMQobpvZHZ+mRCZrj5L//7fEScDUOExXL0jF2JVHmTqa6S6osmig3OVrQ9ECZHZ1Jl\nEN8PmZSnZqWDKoPzt8PngUgFtSy830XAW6XFRcvD/sGIkHwnfD4DhVkOryqSi1EYyHuhPs0ReTTB\nlf48epaGAG+kkDmXIBXdNh+1oKa4jJoqqTbh+FEpSiuA6xDpU+0ZClkDLwSGRXWJXacd+s1HlhYX\nVVNQBVyKnpO/h8//QmTlTWhymjXcfSnwe/Qs7g8UN6YiIo9dA6XFRQuQ59Pl6frb8F6OQYk1alNL\nLUVZNS9LlCRrzfoY3ofngMEh0UCtiJme74/ewZwQ3q9nQ51y6Zcd+F9EnuUcPhjK+ByNL/vVxzg9\njkAw/xIR9//RmP5S7v4x8qA7E2UCbaxyV1WUlw9EfeMgoEtFefnAukKP82hayJNSeTQlRB4jcRJq\nHdAuTceVKXwvo1Iq4AvypNQOR8j4M496kFLuvtrdNwSD2bk0cgifu2+MdWCvgXuLtnvXJ0OdkSbN\nvbuvjHmTNAkE49E/IBVFzl5DuxieQuqKrD0hGhOlxUUr0SptzyxPeRO1j/UxPN+P3N6fhno2nLtk\n5sud3CvXEFOQNBGciCbhW8icdQ/YRiacTZW5eURMFSLipyUiTo4HDpo3+lEQYdUFhXRtrFlqjWsY\nUtG82ayi4KxNLSpmIT+jaWgwvyxcpz1V/lKlA6Z2unH/1Xu03LRq6Ug0qXoNtUU9kFH9ESgVd6pK\nqgARF5NKi4s+rqt+Ownno7b15URJsgNalMjG4Pwo9F5HqqjjkSoyMjjfFxHBI2Jk6YXAHHefA5Ao\nSR6G7tvQMIEkXGMfdF8jdENk1jOx+rRDpNgId98QO7Y2ldTFaHL6THyjmZ2A1FqPpyFOr0bq7+ep\niavQfauhoApKpiEoi98SgGDM/hwaj72Qek5dcPe3kNKlEt33HzayaXIeuwaeRub6tYWsPYNIkUxq\nqadQu1uXyfcwNGeokwQJvkrDgSvrqfR7BvUDt+aywFVaXPQFIpV6JUqS9VVsj0Vt/m0Nza7s7suR\n+upUGtl71N3fRoT3EDPr28hlz3P3kfmQvS8n8qRUHk0JESmVqpQytEIcxxoyK6XqIqVWkg/f21mo\nl69ULHyPcT+77LrZyQevtoKCv5nZWjP72My+GTu2uZn9ycw+N7NNIXTuP8O+BWiiNiwopuaH7T81\ns3cARt99wQ9WzH270+bVy88Kx1SYWQ8zOz98bhe71klh21fM7HwUIrFX7Ly7o+vGw/fMrJOZvWBm\n68xsjZk9FR8EhXDCd8zs2nDuajN7si5vhFxRWlz0Fgo/+XqYfO2umIHIzit2Yh0mACdmM6AsLS7a\ninw1+mSZtS8670OktsmahGyoZ8OGlZ/fsmbRvGaVFeWj3H11ttfdQeiBSID56PevC6eiBZHWSCG1\nBqmi9kHtykfB86T/1k3rl61bMv8oROp1IHuD82OATq3KChfuvb7lgVuaV7xNILVCfUeiydr0cOwe\nLbYWlPaY1fHmK185YuWk+79xIjICfh6RDusQgXMlUtq8TnWVVCLUr0mqpAL6II+oNeHvrSh7VSrS\nGZwvp0o1VYRUUTNi+7cQFFhmdhgKs4ybmV+MiMXXwzGG7utbkX9T2HYZMN3d4yTthWgMs43giamk\nXk5RSbVD4Zcj4iv8oezr0YLOG/Eva2ZfQSq3f6cSnomS5MFINfB0lC0wBTeicdczKdsPBv6ZJkQw\nWzyOns2tiPC7tp7l5LGLorS46AMUxp1JLTUaqaX2qKWM1ei9ujBRkqx1kTksBj4GdDOzY7Oo3pPo\nvfhGFsem1qkMhfGdQO5ZnCcgBdl3Mqm/Mlw7UlxtBu5oaEZhd5+G7sXVZnZyQ8pKg+EovPrWQLjn\nkUeelMqjSSEdKRWF9KWG8GUK31uF1FWZJmp5pdTOw0xEGh5U3wIqy7duWTx9/NHtDjpyEVrB/jPw\nl5i3ze1o0nYZmsxdg0JWQAqRaJB/IFWKEadK4fTblm07jNur09HLjx5w0ylo9fv12HGpiLa9Dnwf\nPZ8HhPN+m3pwmGQMR/ehO5pUHE5KpiWkbLgITSyK0ITrrtruSwPwKJqs/ueumnWwLoQB3VPA8TvR\n/P0NNJHrmeXxo1E7mKtqcARwcqIk2SnbE+rr2ZAoSbZdMnNiv4qyLeWVW7f8Ocd6bleEEKxuaCw0\nMcuwwu5IJVWJyI89UH+yFSnQxgVfsG7zJz61BBFe7ZDyZn6WVesPLDv6s/an7FFWuOWNY5YWIlIk\nIisXoHZtOCI9Xj/6s/bdWpUVtum4co9nkHLg3XBO33Dcweg5eTr8HamkChEROy4y8G5qMLPOKER0\nbJjA9gVeLS0uSqc6ixuct0Ft5ih3rwwT13OAZGlxkZtZCxTqNzbm9XQRum9vAIRzegDDY4bqZyKl\n2XOx656GjOjjKqk2KDTwpaBAitAfWQykqqSGoL7puZTtZyDy8bE0z+gNwBLSE543IuKxRhh6mAie\nB/wjUvCaWXszuwTds1n1NToOmRF/jfrB9cAVZlabf1Aeuy+eRmq6k2rZn41aaigila+q41oT0OLA\nTXUp90Jb8AhwrpnlrJwuLS6ajsLkv5GLR1SMVGqJwmdzRgjRvx8pgHMOQUyDf6Ow5h8FVWmjIBYq\n+T7yn8sYWpnH7oE8KZVHU0JtSimoGaq3BmhTC/EUrcTXFt4HmkR02J19dHYiZqMJXX18pQDwyory\nvQ45+tOzb75/gbvPd/dfoYlEtDLVCZjn7q+7+6fh/6cAYj4da9x9mbuvrFG++4Yt61d9blZQdui5\nF3cNx6XL8JR6XpR9y919eTgv3cSpLwoj+aq7T3f3KcgvpGdK5hcDrnf32e7+GlqBri2Vcr0RVvd+\njSa9jWGU+WXFFERe7hS1VJhkv4Uk/HW2TUGRM4/cQ/heQ89pprTb1VBfz4bKivJLls9+ay/MFiIf\no6aEUxA5vgGpkDIiZHo6E7Vf68P/zZGSdyVV2fvOd69s9tnbozqg9u5YslRJJUqSrRFhNGm/Na16\ntN3UYtnUI5cfiwjIAUgd1AtYjNqHjsCwDutaXd1mS/NVP15w7SpE4DyLCJatKFTtynDOK8BVv+bX\n+29mcydEdrelJiHelNAbjQXeRu1mR7IzOO+NwnuiYxPofowPn7ujccKIcH57RMiMiIXIDQ7nRMor\nEOk3293jWRQvRwrEuIn/Bej52Ka6Ciqpy5FK6vNY3duH44fHCawwgf4aIhmrZc4LxNIZKKSvWv+U\nKEmeiMKyHw3te/y8AuRdM5fq/lQzEFHQDBmezy0sLBwZjNpzQuhXf4MM21cBtzdmNq88dgnMQP1X\n2vCwYC8wGrgktIvpjtmAyKtEoiRZ60JnIEEeRv1XNgTpJKTqz9n0POBh1PbcmMtJIYz/YaSArpdF\nRWlx0buI2P5aoiSZ0e+xLoT79jvkh3iXmWWtys6i7HLkXbUe+c81ahRAHl8+5EmpPJoMSouLKpBB\nZqqnFNRUSkVS9HTEU0RKZQrhW4kMnvON4A5GyH74IQ0gpQCa79F2JtUVIkuQQSVI+XOKmc0xsz+Y\nWa6TdvDKyq2b1q0Eem4H8vIY4FN33zYpCROc1WgCG2FhCqm1mKrv2KgIJp0PIaPM3XJVO6aWOiVR\nktxZE6gJKMtX5yyPHw2cHnx2skII/StFA9+0oRG1IVfPhi/mz7hl05plVlG26RF3r8zlWjsAPdDE\n4f3gJVITRl+Mc8KnM1Cf0yr8W4sIi+jz5NLiorVA4osFM+dXlG06GIVSbCB9qFltdWoBVHZe1nbP\nNa3LlpU1r4z8qvZH6dTPQ0TTRYgIadtxVevD221sPmsMY/ojJdU8RDi9hELzzkWTt4MM634xF68r\nb1kQhZyNDsbBTQ5hEtQL+XGVI0J/McFwPAXbDM4DmTMQmY6vCgtYAxAZtCHsvxAZoEft8EBELI4G\nCKrRgUBpmPwSwn+OJaZmMrPjgOOAZyIlU/C2uggoTTEfr00ldRlS4A1N2X4+aguqqaRC/W9Av/Or\n8RNCf3UTejaq7Qvoh5S5/xcvs6Cg4P2WLVvakCFDuOOOOxgyZAjNmzfvV1BQUK+wTnefjsjOvdFY\n7r/NLK9QzwPY1t8+g+wcagury0YtlUQLzddkup67z0IKyBuCSjLTsZGSpyN6j3NCaXHRKhQy2C9R\nkjwux9PHAVOB72aTjbcWPIH6gR82VP0eSPL/Qcr9rzekrDRlrwPuRZErd4ZkEXnspsiTUnk0Nawn\nu/C9TKRUtHKfaXUvUsfkB0g7BzOph69UHJvWLF8AHJIoSUayXye0ae7+DhrI/zchtbaZpfpm1Imy\n9atXoIlgNKiIJtXxetdnFS1bpHp6bPuO2wljkZLi1kRJ8oDteJ2mjNeR50yjmnvmgHdQu5etH8Uk\n9JzkqqAbid6NXH0vskaiJHnI5zMmdHWv3OgV5Y9ur+vUB2bWEoVyFVCbwbnRDIX5dg1botC96D1s\nh36rLeHvcYmS5BHA4R+Ofawc9TNHofCwMrJDf6QIOu/YT/deP+OwlXsiU/vuiIDogn7veaFeLwCX\ndFm019ZV6xfNRZ5XzyFCqiDsvwKRWhOAqzrTecMRHLHln73m7UdoH7Os287AKWiBaVxQS5wHjI0Z\njgM1Dc6RoqoTVQq1s1F/nwyfj0HEzIvh/Obono0LEyUQebMH1bPwDUGhznHV3+XApynbBoZzt5mP\np3hJbQuVNLMOSH04zN3Xx7Y3QxPttyLT9RjOBY4GHk0T0tc7fLdH0tynNkh5NSFeppl1qaysHFBU\nVFTYtWtX9tprL7p27cqgQYMKKysrB9SmcjKzQ4N/Ytd0+xEpNR15sDVHxFRGQiCP3Qpvonfn8nQ7\ng1pqFJnVUmXID69HoiR5eB3XexS1JxfXVbGQKe5F4Kp6hq6NRMTwrTn6PjrwJ9R+1DeMrxxZR+xb\n3zLicPe5wF9RFsNGXbR0ZSr9JbLiyNnHK49dB3lSKo+mhmqkVOhsogF/HJG8PZ2vVERYZVJKRSuX\neVJq52AWuvf1jiNfv2TBIjRBPD3dfndf7+7PuPvNiGC4NIRIgCZ1da3IlG3dtG4Dmsz1DNuWUxUy\nEyHVc6Asi7JnA53M7OBoQ1htb096BcAOQRgM/RlNtH+Uy0BqV0FpcVElWp09K1GS7LwTrl+OiMHz\nszEqDQqOV9GKbC7ZfiLfnAu2VxjzlnVf3Lz6k/dbgr3mNdPb72ycgd7jteh+p8PZ6J0cFRRlp6P3\nfwNS1ID6oDXh3zSg/9bNG1av+WxuZ+Bj1HdlG7p3OCKxPjKn4+J9Nr42uctSUFjpqWhyNgCFn/VH\nIctLWmwtOOmYz9pvfIRH9keZ+aYgFdAYRAb0QOF8HYHuN3PztMoCCsZ3XXQqMDI8C00VfYH5wY/r\nPKQiG5/muB5UNzgfhMjlKJyuCHgvhLyC7s/n6DeLzt+LQECFd+9C5F21HMDMDkEhcc/HFFGHoeci\nrpJqgcir8SGLVYR+qN9LVUldgRR1w1O290fehI/HNway6jqk8no3vi+EmH4t1DseXhjhSkRE/iNl\n+xEAhx56aLWNnTt3jv6sLQwobbbZCEEd+Vv0/daizIffq8vXJ4/dAzG11BkZCKVn0bs9OENR49H7\nfl2m6wVVZBK4PMuw1CeBTdTP9DwaTx1CFiRYyrkrUBhf30RJ8rS6jq+ljEWISEokSpLn1HV8FhiJ\nFnBuM7Os/SizQVBVPoRIr6xtBfLYtZAnpfJoalhPTVXUujTbIuKpBikVQlPWk1kpFamp8hn4dg7e\nRwPZehtKV2zdvBWRWzXi7s3sDjO7ysyONrMuaNC/OJb5ayHQx8wOiBFVqVgIdF363muzN69Z0ee4\nC7+7Bwo7/BT4qZkdaWZFwA/SnLenmfU2sw5mViM8yt3Hhro/YWanmNmZaJIwIai8dhoCyfFrNAnJ\nKIffhTERTe7Trt7uAExAk9dsQ1xHI9P+XENik0hN0qBQ2nRIlCTt83dfvrZiyyYv37T+d41dfiOg\nB5pQT0shDuIYCLyP8zHykmqH/Hb2QBOVzYiA3ht5UhUCPRe++txi8JZh+7thJTgb9EcLJp3c+PS3\nQ2Ysn9V51QfIQHsdajPbE0hL5IV0YZdF7be0Wl+5OUmyM/Iv6osWd55Hbd8qpIK8Clh5B3dsWHDA\nular9yxzNOFrkjCztui+jwub+gHTaiHRBlBlcN4eqeBGursnSpKHor4mGcrdFymNRri7B4LkonB+\n9Fudjd6peBa+S9C9fDm27TLUVsTDMxNobLLt3iZKks2p8pKKq6T2R7/78/FQ7aDkuzJc6xgzm2Rm\nq8xsBfKEOwJ4NKZUusTMxo+558I1k+6/6eIpf/tx3NsKM+tmZq+htPMDgH+a2V5hX2QezwMPPMCD\nDz7I+++/D8DChQujIr5tZsvMbGMIi78+bI/M+6eHeowPZf7dzIaa2U9Qf98TPbPdw/+Xxuo23czu\nJY/dFa+Qob8NPkuRWiptOFuw/3gcOC34qWXCv9HCZJ3jG3ffgDIqn2dmtRmy14rS4qL5iGz+aj3U\n52OQyrAhYXyj0eLTbZkyFGaDQLr/CS3O/jioUxsN7v4SUqbdvB2y/eXxJUCelMqjqWEd1cP3QKtr\nqUqpTUglU1sGvtVkUEoFBdY68qTUTkEwdM7VVyqeHS/6fwpwYoiZj6/WrgPuDPvfQh498dWX/0AT\nnE+pWilPxV+BOTOe+uXdr/z+xkvWL1lwQ/A0uQqFfswAfgT8V7VKur+BvAieQgOtH6XUOcKFaIIz\nEQ0cPqTuDDI7BKXFRXPRAO+yRElytxscBLXSc0D3kFZ9R2Mu8s3JNrTufbRKnKt32kz0DhTleF6d\nqKwoP2v57DcPsoLCpeDpw+N2EkII09lkDt07GIXHRSqn7kgFGbVD7cLndSgsaSzK5Nf608nJ9ihs\n4zCyV0m1RBP315Ea51VErIxFhEEpIsneQdmqKlCYX4+T53eY/AEf7Pk+769AioFLYt+rFyKnDgjf\n4anK5gUnvnPEin2AEcH7pKnifEQcTgyZIo9B96Ma0hic90Oh1hGZNQi1tW+EzwORAjvafwL6rV6I\nFXsJMKu0uGheuMY+KCzuxZDQgpAxqjsilMrDtuZIJfWyuy+OlVebSuoqpLwbkbJ9MHrGnkDel79D\narmByJz/WHdfGDv+Z607HPzns27+/fiCZs3nrlo480/B0JwwwRuLSNPh6Nl/gSpF708QUbWssLDQ\nDz74YJ5//nnGjRvHSy+9VAF8gjI2JtBv8G2k0gORhhbuzYHhu0fog8JN+4Zzf4/CiT4FrjOzs0J2\nsxPQxD+P3RCBUHoW6Jahv30WqSQzqaVeR+Oo6zOpf0OI7JNA/5DZsy68jPrYm+tp9P0EmsfckqOa\n2YEH0PtfLy+nUMYfEQn3g4aqokOmzl+gTLO3bQfF4yOIiLsrHkmQx+6BPCmVR1NDqqcUqDGvppQK\nDe0aas+wt4rMSimQ30c+fG/nYRY5+Eq5e293/4/w9+Hu/gAinZoBJ7n7qe5+X9j/cPjczt33dvf+\n7j4jVtYIdz/a3Vu4++Fh273ufmrsmBXuPsC9sm3/e1/8w7GDv7N32P6Gu5/s7m3cvae7P+/uhe7+\nSezcW919v7D9vpQ6R8d85u6XhDq2d/evxhUbqfUJ2/4Q1XcH4Hk0Af6PREkyUyjsroqxqB25bEdf\nOLRvE4BzA1mRzfFj0aA+tf2s67wRwNmJkmSjpXsGWPPpnO9vXPl5YWV52T9TM4M1AZyNvOIi1Uk6\nDECE0+thlfo01NZsRAN8R4siW4H5ISys/xcLZn5SvnlDR7Roshp5pmSDc9HkI/KsaoaIla0oBG8u\nIl5GIpJlHJr0b/rxuu/97XRO/7yc8hGIyNoXhcRcjvrUUoJKajjDX13ZdsvZC/Zft4aYWXcTRR9g\niruvQcTGOrTIkIoEVQbnBYQshe6+Pvx2vZFZeXkIrUsgn69ImXQRIl5mACRKkscg8iWukoqy8MVJ\nxiFofBLPBNgbLXZt8zCMqaQmpqikOobv+EyY7EXb2yAlUam7Lw19zDB3X4CegRlAxxDyHeE3593+\n0EHtDjpytRU0uwWFyUUhdz9CIePLgd+6+yx3f9Ddvwj348fAP4GpW7dufWXq1KmUl5czadIktm7d\nOgaFlL/j7u+4+yfuPt7dI2+uqM/6wpVtdjVVWA/c5MoeOxuFI81Dv+W7wA+B7wETg39PHrsvxqH+\n9tJ0O0uLi75AaqmLM6ilHCnOj0ZkaSaMRAs/36iLWImZnh9CZlIsLUqLizaj0LTTUTufy7nLEWHb\nP1GSTLWKyLaMdYgQPokcwwjTwd0/A/6A1MaNuqAV/AB/jRTD9wS1bB67CfKkVB5NDemUUutITz6t\noZ5KqYAvyJNSOxMz0eSp3obapcVFi5FCpF6pc3PABOCM9l859hQzG7g7pLYOA7z70Sr4HdvLd6ip\nIqgphwK9EiXJ7ZLxsA68jMLEzsry+HFI+XB+jteZgFQjA3M8r1YkSpKtFs8Y398rK8rKt2z8U2OV\n24joHv5/K2QWqg6jBSILxuKUIRJrLzRmioijtYg82gcYG1b4j/9owhNlaHJ1BDA6B0KuP5qon4WI\nsp4orKUvIt/PQ5OoNqEuoxG5MnLR1NI+jhsKT7sMEWGbwrlD0ap2d+Cpw77S7dQ1bcoO/KLt5mfD\nZKVJIigYjkT3thkie14O4fnx41INzk9DhONL4ZDeSGExKnzuju5fFMrXEU1gX4gZhl+C+pXJ4ZjW\n6P0YFcJ5IuVU33BeWdhWiMin17x6Nsd+iKhKVUl9FY1VUtV0Q5D67qlQ7pFm9i8zW4Am3X3Qs/eV\n6IQDjj9vRajPk+uXLpiP2u2o3ToZKetmUqUWi3AkIj3vA3q7+2lIubUVeKeiomIgUmt81czeMbNf\nmVm2/jQz489/uL/3hHq3RYTWVcikOo/dGKG/HQb0TpQk96vlsGfRe3FhhnKmI9L2ukyejOG5/Bt6\nN+r0bAqE8Ajg6vpkkCwtLnoTEerfqs2wPdPpqG+4rR7nRtefgfqC67Iwg68T7v4qUl1+w8yObmh5\nKWVvAErQXPCueqrT8vgSIk9K5dHUsIHsPKVAk4JMpFQ2Sql8+N7OQ+Qr1VA/m7eB07cnaTJ39KPv\nTn74R93WfPrBNDTZmVvYrNnILI0yv7QIoT1R2EiDV9i+hBiFlDFpV2+3JwLhOocqk/26jl+FyIv+\nOV5nEyK0EkHR0WBs3bT+0i8WzGxb0LzlzBz8lHYIzKwdIpmM2kL3FIbXlupExmbUXlWiwXIB6me2\nhnL6l2/ZuHHVx+91QoRGK6rCyTIiEFonoNCTjii8aT+kjuqMyKluaFJ0ESFsGWi54sNpo9Hq/RiU\nce5gpNIZEur8EkElBYz9zZAZpww7e8HsBQeua+rhUr3RwtNUNGlsT3VFUoQe6F5HBucDgY+AeaFP\nGAS8UVpctDIoIgYjg/DouRyMFD0vAyRKkgcitdkLscx1CWS0HDcivwiFb74U29YDLbJsy2YYU0m9\nUlpc9Fm0PZim9wSe9lhmxtCnXAQMd/cotHIEGs8MQ89Ud/T8bstid9DJvQcj4/aRVIWKR2P8Fuh5\n/muMeIsQLQKOQ+38SShs9Zhwb3D3UYhI+j16PseZ2a+pGxvSbHsG/a7nINK9ADg6P/HMAz27mxAp\nXANBLTUSuKgO2111ZQAAIABJREFUj6V/oOe1Zx3Xm4yI2q8HQrkuPIEWcOqbIe4htKhwbS4nhXbo\nD+gdvrGe1wZZMnyCktjUqcDOAn9HfdZdkT9dYyGEPv8CZb6+JZ8YYfdAnpTKo6lhHdAmhWCoEb4X\nUFf4Xl4p1YQRDLUX0ACz84ApiFw8rMGVqgWfvDH0z2WrPt/39t/8iYcmTOH23/yJVq1b9ysoLNzl\nV3hLi4veQaF81ydKkru8QiyOILsfhjLb7Yy2YgIybs12wDcaODxRkjwix+u8hAj+bjmelxaLZ078\n/tZN62zrxjW/aYzyGhndUHuxmPShYKA25Zc4nydKkm3RanpzRPJsRqqTNmiyPwURl30Wvjb0c9xb\noH7lbXdflmWd+qO+LyKkjkXEyomIaDgEkV9LEUn1IlILTJz22N2noP5xGCI/ZiAvuwQiUToQVFL9\n7xux95J9NvaceOLiB5/+Zb90hEGTQCAoeiFfpnKkNPqotLhoQZrDByCSaXkwDT+dYHCOyJVDCKoo\nRLQcge5fFCbXLxwfEUMXIpIqMuxuhkiiiR4ySJrZnojseimmnCpApvKTg6oiQl/0G/w7pd5XI6Jw\ndMr2K5AS7/lQ7j7Il+lB4HDkuVLDYLhZyzZHA38PfnjbECaLhUBhSr0iFCIS6213f9/d58f+bSOU\n3X2luz/u7tcB3we+FXaVxcqpE0HN9ncUnjoQEa5HIb+e/MRzN0bob4ejBZLa+rznUVt8UYZy5iF/\nqWsyLbSENuIR1EYk6qpfeNf/DvQws5wXU0Mo3hMo421t2SxrO3dZuPaAREkyZ8P1UMZW4DdIQVlf\nYm0bQtv8K/R7/DDysGssuPss4H/Rb1OrOi6PXQd5UiqPpob1aAUwvgpS3/C9tnWktP8C2Gd3C0tq\nYphJw0mp99Dq2nYJ4TOzLpUVFQO+effPrcfgIezb8WB6DB7CTcW/KKysqBiwO4TyoRW2+cCd9ZWP\nf4mRRBOvnaEUm4QmjN3rOjBgKmrXclVLfYrIjAb7QyRKkgcsn/3GCVbYbE1l+dbUFPdNAT3QPX0t\n7uNTDc56fJvX1DlU9TOt0eR7HSKmWiOFyZnAXp9Neakdek8OInuD82YoHOvNUM4bSBk0CfmPjEKT\n93FocL4QkVD7lW1YPRypCl4N1zwCKVEuCfV7kZhKChEeG6mu+GmKOAUtKo1LlCT3Rm17KnmDmR2O\nCI1I0ZZAfUGkgCtCyoBZ4XOkJoqSW/RFE6okQPBj6wckS4uLtoRjzkek0vOxSxdRZRoe4Vw0uU1V\nSV0BTEpRSXVG7/STkWl62H4AItmeC2bMoAW2lcDdqB3agNSrDtC8dbsCwMq3bJhHCDdMwTVIlXyI\nmf2vmZ1oZseY2S1mth9wHXr2vmVm15nZ4SEj7HfN7GuhXvea2YVmdoSZHQ9cEMoEEaCbgAFmtn9Q\nItaFhxHhGvnY/Tt870ZPuJDHlw4jkBo1LemUopbK5J/4T6Q2HZDpYu7+ESKgrwkkdV0YD3yA1Dv1\nUfe9CHwM3JopvLAWjERj5u8lSpI1sjpng9AO/RUYmChJZmsNUCsCUf8bpLD8akPLS1P+WNT2fsPM\nTm/s8vNoWsiTUnk0NUQeF3umbGuRKEm2SDk2EykVyd4zKQxWondgdzRxbiqYCezfEM+esDL8DtvP\nV+oIgONOr95/H3/G2dGfOa14fRkR7vGv0fv0nd2JyA2KviQaxO1Q083S4qK1iGjqmeXxFWjQfH6a\n9rIujACOyXUFNxVrFn14+7qlH7coKCwcHg9Lagowsw5ISVNBCNfKAqmhe80QGbUWLX5MBfqv+uT9\npWUb1uwfyl4WtmeDM9F7VRbObX3eewe2Ofqz9gcixcyWsH8KauMiImr6y7+6tiPKePYcUknNQ+rT\nQVSFfEUqqX0R4fJsUCQ0ZfQF5gdlT090X15Jc9wARMK+HSaI/YHx7r45GPefjQgmD7/9ucAId/ew\nqn8hMkT/IlZeIVV+U4bCIKdEiSzMrGU4b0wUXheOuxKY7u5zYvXrQ3qV1DXAEoIaK4ar0cLci9GG\noOb4D0S+DUbKhB9Gu48bfGsPzFj6/htDY+GGoOe1Y/hOfw33pitSB74WvkM/FO55LfJwuQuRTZGZ\nfqSsKkOhNDPQe1NOmIAG5dNtwM0obDVuDp8W7v4hUrLMRiTuueh5/WY+FfzujeBzNxIoyhCi9xxq\nhzOppT5FRPyVWRA4j6Pw3Mvrql94H/8CdKIeJGoYS/0JjStzOj+WjW8v4IZcrx0vCrUD32uIAtzM\nJpjZH1C71Qt4xMwejO2/w8zeNbP1ZvZJIMXbxPZfb2arzKzIzD4wsw1m9rSZ7RH2LTCzL5BSeTJw\np5kdamYtzOy3ZvZZKPsNMzs/Vu5XzGy4mX0R9s80swFh3/lmVmlmg8xshpltCucfHzt/n+Dh91mo\n07tmVi0ztgl3mtk8M9tsZgvN7Mex/YeY2VPh+600s2Fmdmh97/XugjwplUdTQ7Q6GJ/8RUa0qStw\na5AaKt1zHGWAyeT5Ew1E8yF8Ow+N5Ss1BeiSQ5hTLvgI4P23q0f6vDdlW1KtD7fDNZscSouLlqDB\n1PnI72V3wgtIwbkzJOQTgKMTJcmDsjx+DFKa5pTlB71DK2iAWiFRkrTF08d/zSsryjevWfGL+paz\nHXEeau8/QUR2RoT25GQ0YSlDKiNHY6e2aILeHjh1/oQnN6F+pzPKmlaZZZ0SyDvsNOCNVlsKz79x\n7NH7Hrpsz4vRb98PKXvOQH3ecuDIyoryYcjUfDoKIzwBqXQuRM/qC1RXSV0Vzo97IDU5mLItnYlU\nUoa+/xulxUXrU46LDM5HB2LkbPRbRAq1gYhMnBD7vBUpzkCG8vuj+xQp1gYjM/Vo/HAa8qaJZyns\njxbN4sqpM9Hvvo18CuVFKqltpudmdmSo65NxE3Az+wqa2P07JROfIV+VfwCt3f0Ud5/k7oX97xsx\n7oDju/Xrf++LdyyaNnrb7xqyFTZD6oVFQDKc093dW7t7B0REXYJIugXu/kd3P87dWyE14R9RuCju\n/nN3P8Hd93RllR0Sz5bn7n9z987u3tzde4dtN7r7EGrHQUgx9UukMGtBVSr4bNu6PHZNDEMKxrR9\nUfBPfAm4sA611JNoAaFW8goUmore8YuCWjEj3H0+ameusfqZns9BxNDXEiXJnHxtwzjsUWBQoiTZ\nNddrhzIcvd8VwPcbuMh4HZq3nYzI/G+ZWeTBGRHWx4XjeiFSPY7W4ZgrUF/YCxmyD0Bt9rWI8J6P\n2qO7gf9D7fcVaO7wDDDSzCLbgj+j9uQ81C/+J1Vzywi/Bu5Ai1TLgeExX7FWyKt2IPJpfAh4LEWp\n9UvgTuBeFG5/JVpoiEK+S1F/2w2NxdYBo/LeeZmRJ6XyaGqIGo7U8D1IT0oZ6f2mokFlJhXUyvB/\nnpTaSQirYgtpOCk1FT0Lpza0Tqlw97kFhYWj/nrfjysmDn+OFYsXMXH4czxc8pOKgsLCUe4+r7Gv\n2VRRWlz0CprgfjuYM+8WCIqlkcDgOgxWtwcmo/CYntkcXFpc9DkKV8o1hK8CDfR71FcRVlG2+eSV\nC6Yf2Kxl64VN9L2IQvdeyTIrXmR4XolMmVuh8Kky1N6MBfqWb9m49Yv5Mw5Cg9JC0oSapUNQiJ6C\niO0DgaWHL213UPPygrI5B682FCZyZHQdwjMIfDyu5NLyNrQ5ai/2GopW+D9FytPB4bh2VKmkDkRE\n8jOxsLSmip5UmdB3QYqEbA3O33P3T0LYXAIYV1pctMnMWqBJzlh33xiOvwh4P6h2ovL2QROiCJci\nwvB92DbZGIKen6VhW6SSmuXu78XO7YvC09KppBZRU6n3NaSwSzXHPwNNjB5NQ3Rejp7Lx6mJc1C/\n+nAtz/rXkQrviWiDme1TWFg4MnxnJfQoLGzUhB5mtq+Z3YYM4R8NargHUXv1Jhq73Z1lKFUeuyBC\niN4YFKJXmyF3pJaqNaw+eDglgSGJkmRdYaVD0QL4DVlW83FEcmd7fCr+gfqRm+pxbhL18d9LlCRr\n+Mtlg9LiojUou/IpNGyx7V13LwlhkDegha07zay5uz/g7hPd/RN3fxkoRkRSHM2AW9z93ZDR71nU\n737d3T9w95fQwsJ5KENoe9RWftXdXw+E+u+R+jMyge+EwvPfd/eF7v5SKDuOn7r7+NBmX4/630sA\n3P1zd/+9u88M5/8vapevgG2egt8DfuTu/wx1eMvd/x7KvhIwd/9WqMMc5OGVjfn+bo08KZVHU0Mm\npVTqRGlN+D9dZ5MNKbUGTVDyGfh2LmbRQF+psHI2j+0UwldZUXH15o0bxzxw523c3OsMHrjzNjZv\n3DimsqLi6u1xvSaOhwgDj8bK1vYlwVCkmBm0Iy8aUmW/BvTMYUVzNHBioiTZMcfLjUbjgn45ngfA\nklmT7ilbv9oqtm7+f/U5f3vCzA5EpPUWcgvd24JWfCtRf9E2bJuPFFf9P3lrxBL3yuaIhHjD3VfX\nUl4q+oay9g1lHdd1QYcvVrcp2/PT/Ta8Heq7GHmjFCIlyZnAMK+suPS7fJf5zP+JYWegwfwFSGEw\nlOoqqchUO6tsgDsZfVC43Br0HC5HYWOpiBucH4JC0yK10LkoxCX6fF74PAK2qZWOp0olZWhCMjVS\nNZnSnJ+A/J2isLjz0W/1bKweJ6PQuqeiDTGV1KspKqlj0Mr8v+IEU7jW2cATKeqpQjTRe5cqH6zo\nGvsjYu350uKilfF9gYT7BjIvrxFGamYnhO/yaGTUDlBQUPBE8+bN+w0ZMoQ77riDIUOG0Lx5834F\nBQWNmdBjGfDfwDfDbwx6RseFOj+Cxm0/skY2Ts7jS4XnkSIxrQF5UDMmkVoq0yLKM+H/jKF5QZ34\nGHCemR1bV+WC59ujQK946Fe2CMrPvwLnJUqSp+V4bhTGtzdSINULIYnNC8ANiZJkfRMFvRv94e7r\nUFt9AHCTmfU1s7EhDG4tIvI6BJVrhI3uvjD2eSmw0N03pWzb392XI//AAuBDM1sX/UOLCpFS6gGg\n2MxeNbOfWk1TekcEeFTvVYiIPxaUtMLMikPY3spQfn9EKhGOa0HN8OsIJwFHpdRvJRo/5pqEZrdC\nvsHPo6lhE1UptyNESqnUjiciq2qEbIW47XVkCN8LyoBV5EmpnY2ZwAGJkuR+DSznbeDUREkyqyxA\nucDdV1WUlw9EK/eDgC4V5eUDvSpl926D4Efza9RBNyQ98ZcKYfV2NHBxfVcnG4AJyB/m6CyPfx2F\nmvXN5SJh9XQSCg3IaXyQKEk2Xzb7jd5WULipbP3qv9d9xg5HD9RXfESVSXOtCF4bJ6CBpKP7GRFT\n7dBE+mRgv0/fSrZBpNK+ZBkeF+5vP6SEOx21XyectGCfzfM7rm1WWeCT0IpxEqmfJqJV1lUTf3vD\nJ8Apl3HZ4td4bS/Hl4VyLkLEUxuqVFKHhL//HbIvNVmYDMCPAMaGd6wHMDbFKymdwflAtMj0Rvhc\nBLxbWlz0aVAyDQamxbLJXYjIkSgm+yQUfhdXSQ1BpuhvhWsaCpecHIWuhW1XAXOpTpz1BfYde9+Q\ni83s97Ht1yCT40nh/AVm9j00sfyEKoP2CL3Rqv/fY8RYhChs5jlq4mI0rnk4dUcgum5Bk7Bxse1d\nKisrBxQVFRV27dqVvfbai65duzJo0KDCysrKRkvo4e4FKOzlL7FtjtRSS1Gf8nuk4Mi6fzH52/y+\n7iPz+DKgtLhoKXofhmRIWPQcmsdmUkutRQRXURZjzPFoseGm8G7XhbHoPbolFvqVC15BCw3fyaAI\nS4vS4qLFSG01OFGSbMii7j+Az4Af1cOHEqQWi2M9uieXor5rOmpLTwVuDcfEr5N6vteyLRqPrEGe\ndq+hsLyTwr9jgdsB3P0RlI37MdSHv21mt5I97kQhhf+D+tyT0Ngvqvem9Kdtw56oP+8aq99JaP6w\ny2fsbgjypFQeTQph8Lme6gTURqDi1T986x4zi/s4RKtsmTLw1WVivpLtGL4XTPkqzaxesd+7CaKQ\nh4Zm4ZuCJmN1rnLVF+4+z91HNtHQpB2G0uKi+cDf0IDozJ1dnx2I58iwersdMQu1Vb2yOTiEaL0M\n9K0HSZtEK505rd6uW7rwqrWff9Sm+R5ta89qt3PRI/w/Ps0EH2xbJrAI3RD5FDc330JV+N4rQP/V\nn36wesu6lR3QwPkzqjK91YVTEIm1CSmx2pqzuu2mFkcsab9xCSIVtqL+cF9ETPYGRmxZu+Iiw5Yd\nxVH7jGf8PmjS1R+Fcj1HdZXUNcCSZ3/RfxnG17EmPe7rg/r1qej+74G+QyriBuctw3lj3H1roiR5\nOOoDkuHYo1EI5IugEDVE0o0IXlSgSe0Cwqp/8DQ6BxgaUzSdg7yPIuUFSG11HPBU9EyFCfTlwKuV\n5WXbQiWDOulkpIaKnr/T0Yp9VzSBKjezC8PxLZGfyiuxEEPCNbogpdPjqab1JkP3y4EXYyRcHEVo\nQeHBlPfgCIBDD63uxdu5c+foz8ZM6PFvNEHbhtBm/A9SBXZHhNrFZpYTsZ7HLoVnUDuYtt8LiyjZ\nqKWGoXlExuxw4X14BD2bdWa8Dcc/BBxKPRTUYb7zF7R4fmWu56M27X0UxpcTqRWrw1a0yHgACult\nDCxCJHsz4I/uPjm0YY1h+fAO4i5eRYsRB7j7/PBvWXSQuy9y9/9z98tQttJvxsowpEzVB4Und6Fq\nsepc4AV3f9LdZ6K+Id5ezUN+hX1qqeM0tGiyPFa36N+6Ws7JgzwplUfTxDpiSqmIqCoobJa6WrIB\nDeYzZeCri5T6gu3rKfUJilXOdqKy2yGsZH1Mw32lPkREZD5t7I7BCKQi+H6uZp1fVpQWFy1D5MCQ\nHRm6WFpcVIlWjbtnWDVOxRjUtuXqszYXDbpyMjz/fPr4OysrtlZuWbviv3K83nZHMJHuivqMVDUK\nGHsCD2HVyMYodG8rVZn39kTjpinhmLPmT3xqA+qzOgEj0xJe6ZFAfnonIWKi22FL2k7d2qyy06aW\nFeMQyTQGETAzEQHiM57+1dvAef3oN3EJS46azextigKkfNmDKpVUZzT4/lfbzc3PAM7BydaAfYci\n+DX1Al4OIWx9gRnhnYsfl2pw3h0RhlFoYhEKL45UUINRCGQUxjYQrbSPBkiUJL+CCNh49rpLkBJ7\nfLhmpJKa5e4fxKpzJZqwTIlt64OIlW1eUuH8a5FK783YsV8gAnEOUrrFcSEiRav5RYVQw5vQszOO\nmrgePbepXlbR5OsaYFQq0RXqxscff1xt48KFC6M/PwxlNNio1923uFLJp27/DBkw90TvXSlwazbh\nVHnsegihr68Dl2dQ7j6PSIZMaqnNKLy2b6Ik2SnTNd39XdR23BDCYDMiLFCWAteaWc6ZvIMH5NNo\nTPGVuo5POdeBPyDi7mu5XjtWzqeIjCtKlCQbywLjf9Hv8oSZHWtmX0OG5Q1CuN//Qu3pKhSmd7GZ\n3WVmAwHM7H4z629mnc3sVNSvpKqj7zaz3mGx4FEUJv5C2DcP6Gdm54S25yFE2kV12IIM239tZl8z\ns8PN7Cwzi0i9J1Af9IKZnRfq0dPM/pBP4pAZeVIqj6aI9VQP3wNYa4XNqk0CQ4O8lvSeUiCCoi6D\nzpU0IHyvrgGaC8vSGJTmUR0zabivlKOJx+6k3NlpiA2IyoAf5hru9SXGM6hdqW2VbHthAlKQZksy\nfYQmzLkanjtafT4t24x/ff7r6b2/mD+jS7NWbZZv3byhhodNE0APdO/eQ5P5VPRCnk2TARIlyX0R\nCdQKrfZuRhP9yrBtLNC7vGxTwcqP3jkADWgrqN1johoSJcm9UTs1Dy1arAL2OO2j/fZx3GYctnIe\nWmyZDRyDfo8iYOzSWZP6Ahvu5d6NK1m57xzmPIkUVG2R11FcJXUtUm9NROqh2dnUbyfhVPSdx4Xn\n7gSyMzgfhELzloRMXD2BUaXFRRVBFdUNqaI8TDIHIVVV5KV0MSKHopC69ujdHu7uZeGYk9DK9zaV\nVPCBOpmaKqkrgNdKi4s+CYc2Q5Oo/0CE0b2x77IIvZ+PobAhB4aZWSXwd2RYf4CZjTeztWa2ZtzP\nr3h/5fwZZwOPBLJ6G0KdeiEi6zJTOvKLzGyumW1CE/wWxIiusH8qCj/c8sILL/j06dNZs2YNM2bM\nYOjQoZjZe8BvgzfKT9L8JvE6ZJNy/XozWxX7PMbMRgG4+ytI5fk8Uid8APyXmXU3s5eCR8sSM3ss\nqMLy2LXxLApd75ZuZ1BLjUBqqUxm5qNQO31tFtf8O1rQydYA/DHU/t+Q5fGpeA4lybg110x4gdR6\nHH3/4+p5fVBbMwW4PfRP2aDWBZjgZXcPatenI5XaXQ2oXxw3oHveDbWfTyAla9TmFqJM0e+jcPoP\nqAodjOp9Fxq/TkGLCINjfn4/Q2qnUahPX0z10G7c/T6kwLo3XOffoRyCH1aPUJ/nwv6/IiuAteRR\nK3aXSUQeOwkhzv8PZvarYBi32MzuDvt+Y2Yvxo79vplVfvzm8AMI4XtmNi+wz+usoFmLsO1uM1tm\nZmumPn7PKRVbt9TWgG5TSpnZN82shpR90v3f+Pq0x3+6TXYbDdDCQOrDcK3C2P5KM7vFzF4ws/XA\nT8ysvZk9Eeq00czmmNn14fga4Xth0PaWmW02s8/N7H8sZuhZyz27px63/8uEWUDHRlDcTAY6BRPY\nPLYzQvbE36IJfGpWlV0SpcVFi5B0/PIcVEuNcd2FiFDJNoTP0aT+jERJctsKbro2KQ0mIfVPViEJ\ny+ZMvnvzmhXNCpu3fCy+PVynIZl9GoygUukZPtYM3TMMqWfewIkmyt1RH+ThXxs00F2HCIypQP/P\nJr+0zCvKC9Fg9JVgfpsNeiOCa2+qVKJvr2lddsrGluVzFx6w7sxwjbPRgLgd0HbRO+PGIYXViPnM\nv2gJS9YvZOFw5N/xMjI5j1RSRyEF0BOldxe1AA4nCy+tnYg+wHxXNrY+SNX2Rprj4gbnRyKyaGSs\njAKqVFMDkeImUhSdj37XEbCNHOwFvBh8KEHKqigTZYTLEWn0TmzblSjj4euxbb2B/amuUroh1PEf\nwHeAH5jZN0KfvyfwWVBnnIGUBdcjAmssUnf8M1zntJbtOpx5RK+rP6so2zyztLhoevymhOf8m4iI\njsi81ohEuhYppA4EjopCSMyse6jX/Yhge7OioqJ82LBh3H///QwdqnmYu++LSKITUdh2NsiUch2q\nT2ivB043ZeUDTTBXI/LxAfSulKLJ7anoHdgfKUzy2IVRWlw0D713V2QgbCJbj0sylLMVkRfnhvDX\nWhHCXpPAFdmon8L79BjQx5TMICeEuv0ZhQLXJ1x1OFJb3t6AML5okdFDOXWSY+7e291/kLLtEnf/\nevi7BH2f0cBD7v6Euxe6+9qw/x/uvk/K+fe6+6kp22509yGxzxXhuCNQO/AsWoSbF/Z/z927uHtr\ndz8wnJ/q//qqu5/o7nu4+7nuPitW/ip3H+Lue7l7R3e/J7UO4bj/cffD3b2Vux/m7r+K7VsWzjkg\n1OMod78lhzHCbok8KZXHjkBkyHkmMpC7x8z6oNXbbmEwBWKWl6+cN60jsKeZHYwG0hOAdQWFhc1R\nA3cMGlxetfrj9w579+lfXVrLdeNKqWeAfcxs24TOzPbetHrZSQef1m9ZoiTZLGWAdgySml5PzZXB\ne1AneAIaoJWE4xPh/28j6WaEbYOvIN1MInlwV2Q4+g2UjSbTPbs73LNdFVGH0FBfqekoNGO7ZOHL\noyZKi4tmocnT1Q1cqfsy4Wk0GOpR14GNjAnAmYmSZFbp0sfee8kVkx/5zzPQZDlCnSHFIeNfKQp3\nqNPUffnsN79qBbZ1/dKFP8+mXjsYRyCV0FrkA5WK4wmhd7Ft3ZECcDNqvysQKdUGkT9HAYd8Mvml\nlsgMuy3ZG5wbWt2dhnylZqF+7sPRp37Gf1835bfh8ySUNe5FZGD+xntD749Ckyc0p/nZlVS+ifwv\n9kZ9XKpKaiEyhO2CxntNUillZu1QXzcuKC77AhPDcxg/Lp3B+QpgSrivRcDr/5+9M4+vqjq7/3cn\nYZ4cEAcKoiiKogjOyIxwgQsOOItTra22tlXr2CGtNW/f+tO2vlatrXUWreCEwAXCICCDIIgKCIKI\nIlXmMcwZnt8fa5/k5OYmuQkBknjX53M/yT33nH3mPay9nvVkZ0a3OOfq+N8nm9kO38+4GGX2+85v\nH0XtxXhffn1ExGYHgwfnXDvUVr8REJr+OM4OL/ME9VUo4144Bm49IhafNLP/oPC0uxAZloEP/YsL\nZ+uOMvRtRf5Pk8zsix73vNS+TZdLdrY4+dyHE1zGnsg/65mQMjsDKQTmoT7TSOAU51zwHP0e+LOZ\nDUME6EZk8LvWX4d26Pkf5geQX/sQu2RQasr1ePj7cRvwsHPuf9H7cQkiY2/yx7MVkcLLzexTFMLY\nyxOTKdRujECJCBJaM3gLiDHAoHLUUlNR+3djEvt8HdX7Q5M8xgkoxPWnrhJZI7MzowtQ+/7DSFas\nNEuS0rYtQITSESSnBCutnK3A/6HJjEGVLScMM5uFVEY/dPshDNfMNqEx2LHAXc65ds65Aa7sxAwV\nUqOlcOCQIqVSOBBYYGZZZvalmb2COkh9UKe7KeqYgzpif81Zs+I4NIPYE/jWz5xuc2kZdVAIxQ/N\nbImZjTv69F7ZG7/8uGsp+90CNI5kxTJMKbrHo9TYAa5waembjjzlgsDsvLCDZmYrzWyyX3ZbXLmv\nxnXQWgMfm9nHZvaN74jFQuuHK8DbgW88k7/MzEYhkuvuJK9ZrYRvDFex7yF8O5EaIEVKHVi8jga8\n95ZjOFor4FVLH1K218X+wPtIDdMlmZUL8nPz8nZv3wT0C2Y+KxBSPA4pLXqWtVLXO5/puPW7L5rX\na3L4YqueJp7dEZk0z8zWJPh9AAqjWggQyYodhSYX6qFQpzxkkhuQU5OByNZvl+3cvWXtoah+/xLv\nuZMETgXmVWfaAAAgAElEQVSO8WXmozZwHSLPViIC7Ttkqr0btWMtd2z4NsjCN+EojrrwGI5pdCqn\nvoO8jmb44whUUqcgImWYnwE/BSmPvqF6ogc6/mmoP3AY5RucN/LbZftnuRMK8xnj1+2KwgGD76ej\ngcu7AF5RMBCY6NOzQ5FZfOAtAlJJfUtxRdRVKNwmTHL2oqRKCmRk/xlF2fk+QMTaUHR/18et3wsR\nqKP8978Bz6WlZ7z3eexfD25c/vE87wFTCE+m3YRm/8Nkc56ZzUPX7XhkJL6FomQgHdGE13ZkLD4Q\nTco1B6ZYUUKPiobklplyPeEGZm8i0uwB4G4z+xANkLsg5dThaPC504cRLvH7SaVYr/34DN3vq8pQ\n8AThVWWppQqQoun0SFbsjLJ26Nuy14GIc+7Ystb16xegDJLHo/etMngO1YMVzmqcnRn9L1JVXhzJ\nilWa/MnOjH6E6p4fRrJibSpbThxeRiF0DzjnKkS4JQOTP94zzrm7UT0zFliWnp4+zslHr8QmVX0M\nKVQNUqRUCgcCC+K+rwZa+FnAT4GezrnTEOH0zJ7tW1rl7t7eDA0mAlPabS4tvQ7wqclkDoBD25z6\nWUFeXl3nXCLzwkCuGchvXwUu8zOoANfWadAk6HweRlEHLSf4oDjgI32nL0B8B+1p4Brn3Mc+5O78\nMq7FyZQMSZiJlGE/CC1LeM3KKLc2YCH7bnYOmnk+rbIy5hQqjuzMaD4K46sP/KKivgg1FCMQcZAU\nQVQVyM6MbkDvSc/wcufc5c65BT58eIP3aHkEuHH72pWnTPj9oFsn/H5QnnOue3z4nivygOnnnJvv\ny5g04feD7OuZb2+e9ugNrznntvoQ5fqhfX7lnPvlt/Mn/iV/725XkJeb6evA3yc69tB+moaWdfTL\nWvvvrZ1zo5xzm5xz251zC51zle3gByFNvVAndGrJFWiG7t84rLCj2pUin8ICRE41QCTSCkQgdf3q\n/TdyENFzNDC2RFhg6Ygg0ukURGyei9qAsxHJcQFSqfX3fwcCn8/8+62t0GTNuLWsHfBLfvm3S7l0\nL0VhTFcDG5sc3TZQSX1BkXl2e+Dz0DlWN/RBCqatQF+k8CpG8rmSBueB0ijwloqi0LXP/X0fjCaL\nAmXPxb7chaF9NsYTUE7+kJegMMz1flkrpCB6KyBx/bPaBamk8qFQJXU18pIKq6SaIhXdsLjnIw0R\nP4lCOTogldRuUDgLcEqLU7qs27JqyVEfvZz5G+fcxXHbXOHP5YX4wvwg8Abko7Us7ufGaFLsCTQQ\n7eT3386KZ9DcwX6Gc64BUmjk4TNdmdlsRFSdgMjgOxA5+COKfL4SqR9TqEXwxPoIpARMOHHp1VKj\nkVqqLOLjQ0SQ3JhEPyWGyOekstKZ2VIUOntDZcgXPzn7ItAnkhWrTF94JEpUckckK1auSXsZeAm1\nUffsYzkAmLyaHkH13n2VUZKVh7S0tDvr1q17+JAhQ7jrrrsYMmQIderU6ZuWlvZa3LFMC4cQplC9\nkCKlUjgQyI37bhQ9e1NR57IHMM3MtmTUb7hq/ecfHhcs8+sF4XvFkJ+7p6z43C3+b8CUj/b7jXoC\nqFvdRs1e8r8dRlEHrWPoU24HzczGI7XU39AAZbIfEO4LyrpmtRWLgJaRrNi+ZkOcixQOZXnmpFDF\nyM6Mrkf+H+dT+ZnCGoPszOhSFC5altfF/sAURLo2B3DOHYWMlJ+lKLT5LeBB1JEf3+2uZ189//Yn\n/0CR2iMROfEH5HlzPqrPRqx4f0Tb06+4f8HRp/e8HalIflFsC+fc5q8XnZ9Rv9G2Heu/SSZ8LdF+\nw8v+gd7drqjuvZ/EA/dk0R4NXDfjjazj0NfvP2xQHoTu7UJKpgK/TmM0MO6Wt3d3/Q1ffNQcqXZ2\nkeTA2BtxX4AIoyPRuaUh9dsuv489FPlYfQZ0yNuz612kAJgOdDKs4Xzmv7KUpRchRUqQhW74+T99\nvKM/71ezM6OGIw09F9XST8o51wapXSb50JtzgUmhTHgBAoPziZ50GgjMNrNNkazYkYjUi/nt2qH7\nPtrvo6X//V0zM/++XoxC/db68rui8Je3Q/u8HIW0TQktuwKFDIafmRIqKX+MRwIN4tRLXVEfYjK6\nb2EUoGeqmEqs30NjdnW88v765932fz/Hh8KE9nMkejbetlBKdI8MiqwBXnIyQj+EomdhPgqb7AA8\nbWafm09dzr6hvJTrifA3dD0GAHc453oGx43IxvORofM4pFRz/lh37eOxplAz8BF6DsryrkxGLWXo\nmTqBciaUPJnyPNDZOXdmkscZjCmSCRFMhAlIFfazimb4DYXxtSD5sMNE5ewFHkWK3psqW04YPszu\nETTxXOljSwTnXLuCgoL+0Wg07fTTT6dZs2acfvrpDBw4ML2goKB/OaF8KVQj1PZBbgrVH9NQJ603\nfia7XpPDPl6zaHob1Kmc6tfbhkvLADo65woVMOs/n9MqrU7d/H4PjUnkcxCQUodAYRrPt9Es8jXA\n511uf/IDRAAdjjpoJwWdsvCnvJMws41m9oqZ3QDcCfyklFWXoM5VGF2BnAp4NdRWVJWv1HdIWZYK\n4TvAyM6MfoCk07dEsmLlSt5rAYYDx1GK18V+QlBn9fDfj0Z+R+/48OHPzOyfZrYTER17Ghx61Ogm\nR7Y5o99DY4JZz3gSzYDfmtls79fyHNA9f+/uoYe2OfXz0y6/5xhkJlrMZL1Zy3bn7dy0ukH9poeP\nr4BSqCy0Amaa2WIfHj3WzGbsQ3k9UAjiDB/CHQ+ZYhs5AJGsWEs0G18XKaQcuoYBSTUN6PftRxM2\nFuTtTUdql/fiJi3KQi+/zyZItXM68hfsjtq6PoiQiCACsTuwZsrD16QjgmMkGnBNQ0TT0egZDKuk\nhqJ2Zr7fZ100ex98r27og/yCPqJIATg1wXqBwfk6SvqADUBKtmAS6yLUBszz3wf7fQTk4TlowPUO\nFBJIl/nyv/bLWqDn5x0/OMU5d7Rf9mawLOQlNcuH9Qbohki0Bs65v3ivk2sQsbsCEcmFcM51QuF8\nOUBzpwQq9Z1zT6yaO+7BnDVf75ny52vWo3YtTO7cjML93kpwzfKRqmg2GoS/AMwyZcYCeAgYgp7j\n1c65k51zVznnshKUVVGUlXK9GJxzUTT4vdbbJjwKvOyca+av8y3offwAhapuAf7hnBvm710KtRwh\ntdQZkaxYQpLBJ14ZRTlqKe+D+RFwfSQrll7aeh5zUN/0R664UX9CeLXny0BfTwJXCP48/4Hq9lLJ\ntTK2X4XqlksjWbEK7z9UzkpUXwyOZMWSJeTKhJktRNfmSudcVfbP2wIce2zxLmebNm2Cf1O+czUE\nKVIqhYON91EHfRC+I9ro8JazN3zxUUucW+NjhUEdNVAH+znnXHvn3MANy+dfc/TpPb9CM8zx2Or/\nhrNnvIpk/jcTzCRrZvIw1EG7wSnj3inJdtCcc390zl3knGvrlPZ4EKXPCP4DaOWce8I5d5KX4T+I\nUot+r5GdGd2MvDv21VfK0GDk7O9JGFl1w3OIGLz/exBCmYzXRZUiOzO6A4Ug9PSLPkWqi0XOuRHO\nuVtcyYxBk1HdWZYx+8LQ/2uBnQV5uStRCEOXjPqNthEXQpyfu6e3wxXs3LT6zkqfUHH8Hch0zs1w\nzj3ow7orBT+A6I0G5tMSrmSMwPhXaEk3itqSQJ3a0H+fiyYvTlz14Zg6KIyvAcUN0ktFyOB8Acp0\ntgwRI2tRmNdG/3cV0BK1jV2tIP9dy88bglR5bVBb9SYiQj5CyqpAJXUmmswZVqg0MnZjPIsl7Xl1\nwOBD5noBU/s9NCYfKdc+9GEs4fUSGZx/Cyzw4SX9kLpqt3PuMKRGi5mZOecaI+P0cWYWGKdfCizx\nakdQ2FobiqukLkVEV3Zo2RWIEJkYWtYTEYb/CR1vOvKv3IYImQbonX0SEVJP+xDBwDjdIVImGxGV\nqxCJmFenUbPjv3zv1aEfPP2LS3J35QxD7+ODfrvTkdrjxQTEqEPP/kzg50hltw0RmAF2UaQsnoNI\nnzsRYRqgMmRzeSnXiw7SueZI5fkHT4iDVJtrkEcP3iz9aqR6n4ie/XMRgRyoSapraGoKVYdZ6L0v\nSy01EikOS0uAFOBlVM+W6dXqJ1ueQyR4vySPczx6z2+rTKiaJ7dHon7F0RXdHpHty9n3ML4xqI25\ns6Lm62XgLVTX3O1V3lWBLwFWrlxZbOHXX38d/Fvt2r4UEiNFSqWwv1FmR8HPXi8E1gV+B8d06jMd\njIy6DeaEVs0BSK9bfyYKfXgf+E/dhs0mt4/etowiD5BC+BTPORSF74Ek95tQBzeYqdwEHG5mExCh\n1Bd1IJPtoO0F/hcNDqciT4RrEm1jyjIzEM12foJIqn8Df0q0/vcQC9l3pRSoI9wcGdumcADhpd+P\noIHaLQf5cPYr/MB/OBocVYUfWrJ4D2gTyYq1MbMCM+uHlCSfISXG5z4sKjjODWiQ27eMMsMhwxb6\n/h6Q2/SYE9pSrM/gbE/Opub1mx2xavfWDUEIVFnhBoGxepi8K7a+mT2HlGcvo3pgrnPu9jLKLAun\nIaJhHSV9/EpDVzSQ343qdfPHXQcpmPpu+2557s6Nq5uia/GZmSVrHn6CP54dqI04FBmPd0BtwQWI\nTO+C2rj2wM7pj92yDpnnvo3CyWajAVIrFC4W7yW1wGdyqgnojMzIJ6PZ7jYUJ3wChA3OC33A/ICx\nG8WzHw5Az24QAtcXKQnHAniVxalo0BfgMnTNF0KhD1M/YHRA9njlVG+knNrryypNJdUDDXj7mdkv\nzOx2MzsEJTRZjBQfmNKJ/x0RW8cDvzOzk8ysrpkd3++hMfm97n91Wc/7hz3d74+j65tZKzO708z2\neuLrx8gfJxHp2sGf931mdoIpLXn/QJHtnKuLiLCYmZ1pZo3N7FAzOx+Y7nwGK++/MipB+eWhrJTr\nhangzWyDKe36I6Hf88zsHDO7JrTsXZSJeApSm5+N3p+fO+ecJUhPn0Ltgg9PexM4L5IVa13KOoFa\nKlqOWmoFGkdcWx5x4yfH3wOGOucalrWuX78Aec2eQPJEVjxeRwT4Tys64eU9Ph9Haqtrylm9rHIM\nJRtwiODa54k3X2c/hgjyB3w9tK9lLktLSxsfi8XyP/30U7Zu3cqnn37K2LFj89PS0sZbUcKGFKo5\nUqRUCvsViToKZnapmd0c+t7JzApNvlucfN53/f44Otb7tyN+G9psW+fr/vBpn9+9ebeZ/dHMjjCz\nZj3ufemetIw6hjq2ibCZkFLKhJZmlhHI9Dcsn+9WfvDu2b4DNtHMuoU7aH6gFGxfooNmZn8ysw5+\nmyPMbIiZrfS/rfTbLAitP93MzvOdtZZm9lsLZcJK5prVYiwEWkWyYvFKj4piERpYpkL4DgK8hPwZ\noH8kK1ZadszagvloJu6qA7jPjxHhXhhOZ2YfmEyRO6FB+SWIWAlCDiYA7dp0vbxlRXbklVlTGhxy\nZDEJfEb9Ro3z9+52dRo2/T8Ab2B+XBlFrUed2/DMb6f4lczsWzN7xswuRz4zP67I8YbQA4VPTTGF\nMpaJSFasFZqsqINCheqg67gTeQgtAHp9PfPtHLBdiPROSiUV7MKX0w6RT2eiiYx2R2yp/0Xd3LS2\nfvkZSDETAcbt3rp+MJp1b4SUVW+gZ20BIrgCldT5iNQZVoFjOtjoA6wwZdjti4inj8MrJDA474uI\nwsDTKQrMz86MfueUxGQACqnc4YmbwcivMkh8cikK7Zvtyz8RqZPe9gMmUPhfAUWZ+0DE1U6K3/Oe\nwFEU95LKQAPB2SGlN17BNRgY6UN8guV1EZn4gZktibs+PdHA9tkEHlv90P1+JnTcQZlNEMmZm6DM\nABch5d8Loe0OS8/IGEc4g1VGRmkZrMrC/lKNvob6CPeid+nvqA6scJhTCjUWU9G9v7yMdd5FxH95\naqlhaHwQTWK/ryDF4xVJrIuZfY7I9hv8+1ghZGdGdyOlYCc0WVLR7Vci9eZlpYU7JlnOFkRwnY0m\n1PcZZrYDeBhNrJRmdVIhFBQUXJubmzvxnXfe4bHHHuOdd94hNzd3YkFBwbXlb51CdUGKlEqhOiIw\ntg2H5AXhe/GKqCCDQmmk1BaKK6UKEXTA5r/8+3uWjvv31VS+A5ZC1aFKfKWyM6O5SH2QIqUOHiYg\n/4+fR7JitTZzZMjr4vR9ScVcwX3moVneHmkZdc91zv3aOXemzxZ2GSJMluB9i5xz7WY+8dPlBXm5\n2w4/oVOiDm65WYjS0jMapNdr0ChYkF63fuOC/Dw2Lv9ovg+zexENBErDchSW9KBz7gTvI1OMfHfO\nPeaUBbCNc64zGnBW2KDbkxO9EamUOHSvJLqjNicwNjdETtX3ZZybt3d3k/VLPzwUtSvbKDKOLxOR\nrFh9RJItRyGQe/yxHQKsu2T2cdE/vnr2CUgttMkfR52PX81ahEiqN9Fg6BO/zfGEVFKtzh30HvKS\n+ig7M1oaCVGt4EnMc4DJXqnQA5jsZ/nDCLyZAoPzAcB0M8vxg60TUUgbaPDWjCIy6XwUOjYKwNdD\nFwCjvOoC5Km0Bn8vvRIiCow3pYUPCKW+iFDa7ctKR2FEs7Izo1+Fjrc3Uom+GnceV6P7PjJu+UD0\nvr4UXuhDn2/w5Re7pz4k8Vl/TPNdKGOwc24bGkCnIVK6BJxz7yN19lgz+zZYnpae/mr9hg373vHo\nk/xrylzuePRJ6jds2DctPf210LZPx+2vcL/OuX/41faL2ttP3v3Ff70HhSSOAG6qYo+aFKopfNv3\nNtAjkhVLGP4Vp5YqtT+fnRldjfopV0SyYo1KWw+k6PP7vdirJpPBC+g9vCHJ9eOPby6ql35c3vGV\ngrfRhMadFTVNT3AcY4CbS1OoVRQmr95/AhHnXJkhlEmWtzk/P38AmvQZCLTLz88fEJqMSKEGIEVK\npVAdEZBSTcpZBiKrbN2SD9qGOkaFHaWJf7zk7kl/vPQhp2x7xZBMByyFA4vszOgm5EdUVSF8J0ey\nYhWepUph3+HJmieRmuNeH+pSWzEbhZKU5XVR1ZgCHH5ct8uPQoRKDCkcHgJ+ZWbZKDR4KTBvx/pV\nq7+ZPXpV3UbNulBy0FjmIDI7M7oyd/f2dRn1GjUDaD/op10K8nPr1WnQeD3KcDYa+Vh8WVq5Jj+Z\nq5FB96dI7fDbuPXT0TOzGCk1PgcqE77XGc3CrkKeGGXChyV0Q4TUXkQe5PnveWjGu9/qTyZvzd+7\nOw2RCBPNLD5LamnohgiuhsBKpMyZjTKUzWi0J+MMJ8KpJzrvQcC09Uvn9EGeU7sREfUGuoZLEDHW\nDRjePnpbVxQuVpNUUj0QGToNXYdGJA7dG0CRwXlnROoFaqUoCs8MG5p/bGar/PeLgEVWlKzkIqR2\nmgSFxuUXoJC8gKQagO5VmDy6FD0XsdCynkj1F1ZJ1UEqqRmBEju0n37AG14lECxvhOqMCWFyyONi\nREC+mOCaXI0UmudTPFtwR79dXeBPZlbagPxI9G6GfbDaFeTn9//x7/+c3n3wEJof3ZLug4fQ/9of\nphfk5/d3zp3hV81MsM+OiDz9ve3nlOt+kBlk8boWPfMfAvc656pkwJxCtccE1PcvSwkVqKWGlFPW\n6+h9T0Zt95bfb1KZ9bwi8lVEvFRWrfRvpNCqMLHlCbz/Qwrbq8tZvTy8gMj7e/fRp6oQZjYR1fk/\nc86VpbKuSJlfmNm4VMhezUSKlEqh2sGrXPYQUkr5ynUHcUopP9uZc/gJnXMp6hgVdpQ6XZv54Nm3\n/L83ENFRiNI6YLdk/m/QAUulED14WETV+PPMQ4OezlVQVgqVgA/9ehTNXlXa26C6wxNwbwBnRbJi\nxx+g3S4DVp/Qe+hxZjbAzI7yvjHtzexpKPRr6W9mTc0svU3XIU81ObJNer+HxvQIQooTDSLDni8B\nTr/ivgd63PPi3NbnDe69esG0Z60gn0PbdOjnw5zbmLKPdjazh0LlFAt39iGGZ5hZIzPraWZv+3W+\n8b//0sza+fM4ysx+WMmZzu5oYD7Zisyty0IbpFJKRwOUeqh/tAsRbbuB076ZE0tHhuQZFJluJ4MI\nIpI6+PIOR+0Z6fmu7jEbGzX8pvn2wPh6G9B85ayRMxDp9A4aWC3rRKeGL/HSJfdx30y8Sur4ntdM\nwYeLZWdGa5Khax9grh+49QUWeeVCIRIYnA9EM//LIlmxpug+j8vOjBb4TFcnIoIU51w75Ms1EsAr\nDfr59QNT8EvQ9Q5IqrqI1HnPzDb6Zc0QUTU6IJS8Suoq4IM4lVQ/dG/jJ7aGIhIxFrf8cvSc/ie8\n0Ks7rgDGJLgmrRBp+ZKZfWzFswR/hYi6FQn2FWzf2h/j0kAJ5tEW4JSzzi22fpuTTyn2u69TSmQo\n9p8NifZZ1TD5U72C7kFnlChmHUqSkJqEquXIzozuQaTThZGs2GGlrLMdqaUGlqOW2uTXu6Q82wiv\nknwF6O6cOznJwx2LJiJuq0ymSO8HOQwYEMmKtavE9l8j38vLI1mxSmeh816hjwI/oJLKr1LwT+C/\nwK89SZ/C9xgpUiqF6ortJFZFJepwbE2vU69pok5S8xPPXN6sZbuMsGeTR8IO2Klnnxf8m0ohevCw\nCGjtBx2Vhu9srCAVwndQkZ0Z/Rx1qq6IZMVOP9jHsx8xHXnVHBBvKU+ETQW6JJvl0Ht9LaES5qsz\nn/zZsg+fvqPzqjljJm9dtaR93q7taZsWz3q4uoU7ew+iPohISjZ0rxtS6gTG5oHCqyFSSfXdtvpL\n27FhVSNESM03szXJFBzJih2LjPC3o5C9Fki9dhYw6wcbGg04PKfe5pmnrGmDfJL6A/OXjn/2TNTm\nrUJk1ojWtL61Ax1oTONv/TEPP6H30J4kDhertvAm/G2BST6kriNFxuRhRCgyOD8C1eWBwXlg2j/B\n/x2M3r9ANXUxmtmf67/3Qz5hY/wxNENZ+caEiMs+SJ30VugYLkLPQ9hLsiclVVJ1keppqnkz8dC5\ndgdeDxOkPuvcRUiltSnuvK9Fz8rw8EI/qL0F+bMlMh/vg561f3r/LZxzDZ1zL3v1+LdIebEXtY04\n565zzs1FpDp/+9VP2bppIwDrvv0vf/vVT4Oy33DO5TvnnvfbRZxz051zm51zG5xzoz2JeKDwJrrX\nd6N3Nwu9r7/2vl4p1G6MRZPXl5Sxzkj0HpXnLfUWUlUl03a/h96dW5Ihmfx7+DSamCsr0UhZGIMI\n59s9IV5RvIlC+e/YF8W6J7heBC6OZMVK+EFWBr5O/DMSHNxZGeIuhdqDFCmVQnVFDupoxC9LRFRs\npWyj80YJ4qm/BFg8b06xhZ/NnR38W5NmnGsbgtT0VRXC17mSDXkKVYc3kTHz3VWYWrhawXvhvAmc\n702zDwSmImn/ORXYZiJwRkV9vvas++ZlW/3lUcNQnOIwoBH0zSipCjnYOBsRBisoqksEx1E47sVR\nOLseCt0zNDDZiwgtQ23OdKDPylkjczDbg9qgsSSPfqiNOg6F6HXwx9YCWH/c2qZHZuSn7VnWcksa\nIquO3/TVwol+u9Fo0LUK2NGGNh2P5MjlD/JgL2Bju8iPpiLF1PS47G/gqIujJ66YN2N1QR90TT7y\n/+8BZoZX8ORiL4oMziPovkyNZMXSkGpqenZmdJv3fOqKMsmZJ3wuQOqmAj8QuwiY5icrQIoiwyuK\nvCn6ZcBMU5bcwLtpMPJeyoFiKqnZPoNXgAGI0CqmekKqgjWUJN2GIiXe2+GFnsSMAK97tUcYZyFl\n0HPxCkB/rDchU/dFoZ/+gp7vwSibcEf0DAfEawbwO6BDg0NarPxiwcc8dPPVbFj9LYvnfkDdevWC\nCb0T0Xt1h//eCCmUOiMfrXyk6jsg8MTk39Czcz9SMP4ZOIXKJ0dIoYbAq7BjSEGUUB3n13nXr5NQ\nUeXX247a7v6l+VQF8BPczyHyNykDcjNbjMLtb6qk6Xk+8BRqQwZVYvs8ZFbein2fNBuFQofvqqq+\nnJ/geQyFcZdFMqZQy5EipVKorkiklNqWYFmwvCyjc+J/N7Nlaenp4//90K/zp416iw2rv2XaqLd4\nNus3+Wnp6akUogcRXq68hqojpZqgDkQKBwle1fM3FB51Z1WkFq6meA8NjpLK0LOvyM6MfoeIjF7l\nrRvCdDSQuzDZDZxz7fKg/1OQNhT1bIcCT0J6HlS3cOeeSBEzIYFCNoKy3u0ILQsMxtPRAL0uCt/L\nR0qME/P27j58/edzmqF2aQNFapwy4b03eqFJjiOQCms7Gtx/AXTu+NXhm1a2yKmzq17+XESkfD3v\nhd+0RqTBQkSyvQFcdQ7n5AELCyjoBgxvc8GlF5I4XAw0M3+332+1gVex9AKm9ntoTD56Dt8PhdQF\nCBucZyCSbooPoTkTkXpBiFp/pIgIiJ+BiFwMvndBPmAj/THUR4O7CaEQtq5IcfZG6BgGoeci7C/V\nA92/sB9TffTOTzaz1aHl7dH9G+Y91YLlxyIy7nUz2xV33jej9q8Y8emvwS3Ij20OJXEtem6fD23T\nyJd3N3rve/rjLqx/zexFM8vu99CYBuf8+K+fZ9RvvPjrzz/j1l5n88QDd5C7d+9c9NyuN7N1wfXy\nobcjzewrHwp8C3Cac64w3m9/wx/Lw+gdvtGTcU8DA51zVZIpLIVqjVFoHHtROesko5YajcYS5WZr\n88/7HEQyJeuv9CJqX65Lcv1iyM6MLkN1wnWRrFjzSmy/AiUFuGJfLAZ8X+5xVC/+oqr6cmY2BxGD\nNznnqqLvn0INRIqUSqG6okLheyRWUIGUUpAgA19Bfv61u3funPj3+37Brb3O5u/3/YLdO3dOLMjP\nT6UQPfioKl+pL9DzkQrhO8jwCoXH0Gx/WZ3IGotkMgPtB0xBasCkZi394H868uNItg/QFhSDFEaP\non+rRbizH4T3Qu1H8dA9Rx0UPjEZY0/ol25IbRbOumeo0z0JiKxZMHVX3p6dDrUj2UFoVBI4D7VZ\nDTfBevMAACAASURBVJCvSAdElJ+B6rjj233XLG350dvSkfH5Wbu3rh8DNgiFpQ1EXjlrHe6M7nTP\neYmXjgQ2dhhy1/soXOy97MxovEk2SDGy0++3OqEzmiSahAzfW5DY4Lw/CpNcB5yLrn1A1ESBL7Iz\no8s8WTMA+UDtcM7V89tOMLOdftB0KfBJSE12IVL6BCSVQ/5O8wNTdOdcAxQCmB34mnmV1NXAnDiV\n1CBfXjiczyGV1Ar0voVxIyKeivmSRbJiZ/rr87yvS8IYhMiwf3uVUCG8SfAg4LW4UMC2iKD9ED37\nrZHiYmlo2zOdc6Om/PnqOdMfu7nX3h1bj0Xvwk+AdlZQcD8J4DNovuac+9I5txWFF5nfxwGDmS1F\nJsyXOOfONyV4GA3c6pyrzeHi33tkZ0a3ondocCQr1qCUdXag97w8tdQe9P72jGTF2iSx+xfQhEBS\nfRn/Xr4KDHDOtU1mmwR4Bakrf1LJ7Ucg1e2d+xjGtwn4O6qX+1e2nAQYhtrF+7z6NYXvGVKkVArV\nFTlQIuygMuF7gVKqhIGhmW3Oz8srnkI0Ly+VQrR6YCHQZl8z53kj/I8QEZLCQUZ2ZvQj1EG8aV9M\nN6s5sik/M1BVYob/m1QogUc2UtB0THL9LwHej1sYYn2qS7jzeei8llDymM5H7UQhEeAJi+C6GZpR\n3+M/6xChcNaqD8eC2hIjMYFSGiL+OE5GZq5NkEolBzi6wZ701en5rs3aQ3Z+hcKjNs14/NZ6iOCY\nhQizt4DLO9Jx8yEcUjCe8a2A4cec0SeC2sPXS+xVaA8sxYhXix1s9AFWmLLT9UPXZWl4Be9N1I6i\nLHsDgcVmtjKSFTsaKaUClVRX1L6P8d97ob7DaP/9VESavuPLTkck1QxPeIHahzYUV0kNREqtcHhd\nd0QMFSrTnHMNkRH9hFB5IHKpA/BKmETyKoCzgZfD6ilPeN2MBmXFlFDe/+oa5Ke1Mu43B9yGruNo\nEqM+Umi8Z2bLQ9s2BMY3OPSoBh2G/GrBsV0uvZiiLGRzylGMj0FE4S0ofPgc9GxXSWauCmI0el/u\n8JkOn0Ph4g/47ynUXryDFIIDylhnNFJOXl5OWRMRWXx9eTs1ZcscC1zp389kEEOkUGVNz3cgT7jz\nI1mxioTsB9sH2fiOpfxrUV5Zc9D531JVdgV+sudR1M7e6+vqFL5HSJFSKVRXbKckKVVm+F4pMtKt\nqIIr1YzXUilEqyMCT4xTq6CsuYjgqlZhLN9jvIRMN+8rbXazJsNnqXkHKZEqLLOvxP62Io+HioTw\nLUOd46QMz81sWQaMvx3yh/kNhwE/h/wMqE7hzr2QwmlCvJoEDVoWYawKLTsJON5v41B4RT2kLpkK\n9MxZ81XG9rVfN0SD7dlBVrby4MmT0xEBlQscRVE43izgnF318t9/4KY5X33cduN/gN75uXtiBXl7\nL0bKmh6obVsBnP0zfrboa74+5mM+/uaMa343Aw0qJmZnRksarjscIqUWJ3OsBwrOuaaIvJgUyYo1\nRkThRB8SEkbY4Lwluo5hgirw+gJ5JX1iZqv8QO8idJ/W+t8vRWqxj/33C5A66y1/TA6F3n0OfOaX\nBSniJwUZ5cpQSV2ESJ8RofMMVFKL0aRIePkPkYK3mIcWRUqm5xNcj+uRemkYJdETqeL+FSa5PL5E\nPml3ILXeKz4xQZDF62Tg8M7XPbjtiJPOGbli2vDxKIQxjMC7qnCA6FUM7YD/MbMpXq10eIJjOyDw\n7/rf0fvyADrW/4eek0xPvqVQC+HtHt4DLvXh0onW2YHa5P6RrFipz6knbYYB50SyYu2T2P1/0HuZ\nVHSFfz+fRu9d72S2SYAZqL2/LZIVq1/RjbMzo18i8v3qSFbsuEoeQ4DngbXAPQl8eysFM9sCPILq\ntHLJwRRqF1KkVArVFYlIqRygSQLyaSsaTJQY4HqDwBwSKKVSqL7IzoyuQ0qFqogt/xh1HFJqqWoA\n3/F7BBHFPy1n9ZqKsciU+dLyVqwiTAFOimTFjklmZT/onQCcl2yWyzy4dgdMvB6NnK8HdsDEvCQ7\n5Psbfra6OxqYxofutUJ1SbxBeeBblIc8pAr8Zw/Kutdv5QejtpsV7EXtyziSR1/kXdUakextUZ0W\nDJB3A822NN67Zd0hu+oAeTOf+NlWRJhMRiFmI9EztLo3vRstZGGD7Wx/rUX78wb6coplZwuhFVJb\nLanA8R4IBBGf09C9SkfPbiFCBucT/cz5AHRPZ/osk30RkbXXOXcSIkcChVAndO6jACJZsZaIBBuZ\nnRk1TwpdhkisgFg6FRF4b4SIzH5oAiycha87cAzFvaQaI2PesXFk5QWI7Hwpjhy9wB/vC+Hlnpy/\nDpiSnRktRvB61Vg/FJqXE/dbQ0RyzTCzT4mDme1Aqq6b0bNwFAo7CsJPv8Gl5a94f8SpC0Y88p5z\n7iJkeh7GSjSxN9g519yHyG5G3nk/cc61dc71Rqbn8WTaAYM/14fR/b/FzLajjHyHIdVFarxTe/EW\nUsGW5ZM4GtXr5SmEpqOJgJvK80vy7+PrKCQvqbBV73v2PvBD/y5VCL7t/ic632squr3HcKSs3Ncw\nvj0okULQJagSmNlnqJ66zDl3Xnnrp1B7kKqkU6iu2E5JAmobicmnhGbmIWwmRUrVRCykCnyl/CzZ\nYlK+UtUG2ZnR1cA/gF6RrFhFFD41AtmZ0V1oYNz/AGUb/BB5TfSswDYBGZDU9TezzblmxcKdc82q\nU7jzBcjMer6Z/Tfut/5o8uKDYEEo617Qxjg0WN+DQu6a5O3dffT6z2c3Rt5M3yGT6XLhVTUXosFN\nMDO/CYWRzUfG29PQ/ZoI9LeCgom7t6wdiEj0Tv44Fvp137iP+xoPZ/jiM2/ImoXCxcZ5lUAitEcE\nwbJkjvcAog8w18y2IXJpbnZmNP75CYjCCd5EuA8iqHIRMdSQInJxEAq3CYznL0LX/DP//RLU/gck\nZUdEFoXJpssR8TIXwDlXBxFXU31WqHDGvQ+90iDApahP8mawwIecXAfM81m3guUZSD01z8yKZ4XU\nMTQAXg4v9CTaT9AAMhEheo2/Hs8l+C3AF8BqpJaagAbdHwH0e2hMvZMH3PLJuiUfHLJm0fszgPuQ\nKXohfCbCPyDCZw3whCfUrkZhlAsRIXVPGcdwQOCJxn8hkqCHrwceQcd540E9uBT2G3zCj+nAZaWR\nLNmZ0Z0kp5Yy9B6egp6b8hBD78XNFTjk55Aid2gFtimE7z8NBy5J0v8qfvtcZFbehn20GfCq0ZeR\nUu2MfSkrDu8iRfFdqRDc7w9SpFQK1RU56PmsH7cMEmflg9LNzrdQRvheCtUWi4DjfJjHvmIu0LE0\neXcKBx7ZmdEpSHb/s2QVPjUMY5DqZr+nOPYzlrOQSWtSXhU+7G8O0LciGXSqcbhzH0QsFfd8cgTZ\n3iZihMObTkWd8jT/CYfvTQb6rV00PT93Vw5owmNcgpDA0nAWanPqAd/4fS1CXh5rkAp4l9/fDqDx\n/GEPLkeEyTikDoohkmU98MXbvH3iu7z75OEndBqMwgvfpHS0B77CiM/sdtDgnGuD1GKTfdjICZRv\ncN4NXats/4wOAuZlZ0bX+jC0rkDMzAqcc63QIHKkmZkng3sDY/wgDDQAW4EnF70K6UzgzdC97YPU\nNWF/qe5AS4qrpJqi+zPGh5wQ2r4lMiUOI4KUSi8VW6gQ30uQmiueZLwAPTvPxIfmeWXGRcDwIMQw\nHs65k1GI5K1m1sTMjjGzv5pZbzP7FfDj1uddtKDP795obWYNzayrmcXMLN1nGAPAzP7kt80ws5v9\nsslm1sFv18nMpvvtRiU6lgOICYhw/7lzrpWZzUckwBCv6EqhduINpDKNz8cRxhhU75aXHXc+qq9v\nTEItlYsy653pnOuczIF60/PXgEE+SUFl8DbwLXB7ZTLgeUXmWyiM79hKHkOAkcAnwF376gMbwNfH\nj6Px268rkOUwhRqMFCmVQnXFdv83XMGVRj5t9X/LMjtPKaVqHhaigWJVpJieizxhUtl4qheeRgqS\n+6rKk6C6IDszmoM6wdEqIlbLwxRkwtyuvBVDmIiIkopsU+3gnGuOFEWbic90JiLqbnxIVwjdEGmU\n6z9B+N5WpLzpsurDsQVoMmQPyhaXLCLIeutERELVRYqW71B99hEiVKYjEmPWxuXzeyOF1rGobzbX\nH+ObaBC18ZxbHp2DMsKN8RmQSoOhgVV1Qh90bT9CKrLg/0KEDM4DM/oBiKBajXxYjqfI4Lw/umcB\nsTUY3f8ZoW3BK4x82WcAb4UIqCuQJ8p0v06GXzYjUNv5DJWBSipsnn8Zus6Fqis/cLoGeD8UHhhk\n8rsGGY1/HXddbkBKvGIkoy/rZuBDM/sk7rfA3HwNPoNgPPw6tyAS7r343yNZsbMQIfec98ELb9vO\nOTfAOXdiorKrM/y9/Qcicx/w4aCj0HPyC0/UpVDL4DNrzgWuKI2k8WqpkUCkLL/HkFqqDWWTXAE+\nQOrMH1XAnHs0UkBW1vQ8Dz3nJ6P2pjL4D1JR3unVoJWCv16PocmSX1aGJEsEM9sJ/BmR/D9zwh+c\ncx+Xs2kKNRQpUiqF6oqAlAoP5kpTSgXLywrfSymlah7WARuoghA+1PivIxXCV62QnRndjcIrjqV2\nhle8i3xzBh2AfS1EPi8VCYf8GL1jfffLER04BBnYZiZUjRirMQrDxHwHvBvqA6VTpJTKQwObM3PW\nft0wZ81X9ZBad0a8n09p8IOdsxDpsgd1qBeikLxFwHHI6L8FChs75otJL3+EQstGI/VLNiJdNiMD\n7m7A8ENat7/YH2c4/KwkjMex4oqcgwlP9vQCpvZ7aIzz/7/nB1ZhBAbncz2JdBJFoXpRNICa78sb\nAEw2sx3OuSaI9BprZrleETsImOTJYVDI4zq8wbhz7hikRHrbe1eBPK9aEDItJ7FK6lBf/rtxz8VA\npLJ6Ne68hqDwvGJG5ZGs2In+WgzzIb/x2xxK4tC8rqhd/JdXaiRCN3T9notX+PkQp1tQhrrCkFbn\n3GF16tQZh7IhjgWW1alTZ5w/3xoDM9uNBrNHUuRb+DQKZfytJ7FTqH0YDvwAqQNLw2iSUEtlZ0aX\nICXxdeX5Lvn36znkrZRUW+qVj/9EkxQ9k9kmwTEuQqremyJZsQpPvHsF6f8hBeuQyhxDqKxNKNnA\neSSZQCUZeBL/SVS/B9e2Qt51zrkC75dXZXDOfeWc+2VVlplCipRKofoiaVLKd2y3k1JK1Sr42ZeF\nVIHZuS/rQ+CsqprFSaFq4D1aXgQu9rP3tQbZmdEtiGC4aH9nGszOjBbgDaSTNS/120zy21Q4k081\nQtBZTVbN1AENIAIyKugLpeFD91bNGbPDCvLyEWlVEYPzPihjWUvk6dQStU95iGRYhUKyPkMm3Eu+\nen9EJ6R6aYYUVTMQWfE2UuRsPO+2x+chNdC72ZnRbdQsnInObRI65ybEhe4lMDgfiAjTeX7AdQEw\n1tflF6BrOcZvHkH3MbhPPZGieqQvuwUiad4JEVCXIeJwkl8nDQ1U5wRqJq+Suhp5X4VVUlcgdV2h\nSsmbjl/pj/+70PJDUXje6DBh6tuhmxExGX8tmvt9jAqXFbpOI4BDfWhaCXiV1U3+XBYkWGUwMm3/\ndzjTX0ZGxquNGjXqO2zYML755huGDRtGo0aN+mZkZLwWV/6xfqB3uv/ewzmX70Mak4Jz7gXn3NvJ\nrl9RmNkq4CkUwnmhJ+/+hO5bpr+OKdQiZGdGlyKitSy11C5Ur/ZLIjvuK4jYLJdk8eHsU4Drks32\n6N/NGcDNlTE993geKXwr4mlViOzM6DJ0Pa6NZMVaVfIYgrJmI5Xrj32SiYTwvn1Jw8ym+HJvIyUw\nqNVIkVIpVFcEBFSYlNqDOhSJOj5bS1kOmm1ulPITqpFYCLSNZMUq22CHMQ/Ngu9Tw5vCfsEopFC5\nK5IVO+xgH0wV422kkhhQ3opVgClowJ+Ut4XHRKQGumC/HNF+hjdBPRupYGYluVk3FFK313/2INJo\nDbA1f++e49Ytmd0Izah/hdRK5cIPhPohouFQRGitQR5Pc5GCar7/Ph84Ze3iWdOQ8mUUCs2bisiZ\nHKSs6gYMb3pM20uJI0JqEPoAKzzZ0xdYmp0ZXRW3TtjgvBFSLWV7EqkfGngFpONglEFvlVdNDULG\n5Fv9PbgEmOMNgfHfd1BEQB2OyIp3zSwIXeuKCMRwRsNulFRJNUfv8js+41uAS/zxvx53XtegZyve\nA+w8RI4+78nhMG5Cz16i7IpXo+cq3iw9jIuQYusFTxgVBISRJ/iuQQTf16HzapeXl9f/qaeeSh86\ndCitWrVi6NChPPnkk+l5eXn9E4TyhdUKM4GjvYF9tUF4MOucO87MtqKMfC2BOyoTNpVCtccbyK+u\nUxnrxND7dWVZBWVnRleiNvXqJCdtXkZtfXkZ/sJ4DtUblcqk5yconkdJYzpWdHvn3JSJD1585qcj\nHm4zKeuyZc651c65P4R+b+ace9Y5t845t9U5Nykgo/3v8eTyc5/850/tZv79ttnB5Jhzbopz7gnn\n3GPOufX48GznXCvn3LvOuRxf9nA/gRA+vgecc2uA/0Xh8D0JcRfOubOccxOcc+udc1ucc1Odc51C\nv3+F6qqRvh5c4Zcf75wb6Zxb4/f/oXOuT7LXDKn7H/Nl5jvnGvpzGBK37iXOue3OuUYhMv8q59xM\n59wu59xC51z3uG06OOfG+uNa45x72bdZtR4pUiqF6oodqCIpVEX5Gb0cSobvgfymylJKQUotVROx\niKrzlVqIBp+pEL5qBv9uP44Gb3d7hUKtgDcvnoyy0+xXYtwPMr+mAiF82ZnRdcj4ubK+FAcb3VDd\n/14yIXa+o9wNDewzkA9GHf99KnDh2sUz3d4dWwxNdFTE4LwjIr4zUMjwSYjUOgw92zuB5nVy09Y9\n/OK5d3T6svmeT4f/+VjUfuX79SYjz6WRKKRiY5efP/UxUg69k50Z3U4NgnOuGVJHTfLKhM6Ub3De\nE5GGE3yo5QBgWnZmdLtzrh26roFKqgvKcBh4hp2JJh7e8ftvgkitMT6sC0Qg7cGHBnpy4kq//y+g\nhEoqbOp/JRrQFnqU+XO81O9jQ2h5S/RejTCzwvvmn8EfAvOzM6PF1E7OufaIkHvJe6qEf/sBIi7X\n+2MoAefcIf4YY2b2LWo/jaIskzegZy0+xLAtQPfuxS10evToEfx7Qvyugn/MLM/ft+qIf6N38dfO\nuYZm9hXKFtgVeYWlULvwKQrTLDU8L6SW6hvJih1RTnmvojHH4PJ27N/9d4BL4smVcrYZDgx2SgZR\nGUxGytufVaaPYQX51237dvm0c295dObRHXuNAH4fImjeRPVrBNXd84HJvp4pgezM6O4tqz6fl5ZR\ntz7FswvegOrcLhT5aI1C47JuqM07nhCp75y7EmX+fABN6ExAY4EWIUK5CVLadwHORerksSHl2dmo\nrroRJZoI+v+NETnZC3kNjgNG+Tq2PAxBdUqmL/NoX1e/jur1MG5C9X94AuMR4FG/3w+A0UGItG9L\nJiO/xc7ourcg8QRFrUOt6finULvgB6k7KK6UAnXeE5FSW0mRUrURa5DHSFWE8O1FHZZaFSJWW+Cz\nwf0VeaXsU5riaoi3UP1UZV4LZWAqcE4F1YUTgfaRrFgyHbLqhv6I8Clh5lwKOiLSIgjdCwbsu5Dh\ndbdVc8fmo/ZnG5opTxYRRBgch0LPDHXoP0dkyQfAeecua7G0bm5a2zrfbZmKWR/UOb7Y/34+sBtl\nM+oGDG/c4tjLiCNCahC6o+swDamTcokzo3chg3M/2BgIzPZZqs4BmlNEQg1C5uRz/boXA5+GDMQv\nRQOTJf57FN3fmN9XE/TMxEKkz7lo5juscuqK/GnCKqkjkdLrTTMLk0JX+HOMV0PdgHzeYnHLB6LB\nzPNx18EBPwa+pEjV1dDPlOcAi/1260PbXOecm+uc2+acW43e5QzgdefcsRS9F5udc/kfv/rQPcCw\nCb8f1MU5N905t9k5twG4F+D9998vdqDTpk0L/l1OKYhXYznnbvTl9nPOLfYz/uP89SutjLO9GuPe\n0tapDLwS7mFU//7SOefM7APk7zXUOdelKveXwsGFHzuMADpEsmJlTWaOQZME5aml1iHC4rIkM8u9\nicK1K+KRORL55d1aGfWeP+enEHlRmb7Tgp2bVt/Z5OjjXzvtsrtbpaXXWQD0cc5dgPrLV5rZx2b2\npZndh8ZUparB9m7fvHXvji1r0DULVFVfmNkDPnvvF4iEOhW4xsw+MbO5qL7s6Zw7029zB/BvM3vR\nb3c3aksbBvs3sylm9pr/fSkK8WuIiP2A9APYambrzGyjX77AzP5tZkv8ef0BJYUo13vKzDYjYn+7\nLzMg5J8FIkE955w7AtX1z8cV8YSZjfTH+1M0fv2R/+3naHIk05/Tp8j/r7dzLn5ioNYhRUqlUJ2x\nncSkVGXC9yBFStU4hHylqsLsHBRCc8oByoaWQgWRnRldgOT310WyYrUmS5IPI5qGOmlJ+T3tA6Yh\n5U9ZZq/xmI3q2xpleO4H3R1Rh/7DJDfrhq7PHv8JwveWAa22r115SM7qL+uiMIypceRDqYhkxZqh\nkKxNFBmcf4bIltWoLSsA9rZd3fR4c+x9fOq1gSJ4A/L4mYCIrXcRubJx0VFrmnVe3vxK4M0EZtg1\nARcCc/s9NCbH/z/DZ8EKo9DgHIU2tqbIHyoKfJ6dGV3hZ5O7IUKpACmm2qHrRSQrdjzKsPpOdmbU\nnLyVBgOTfOgWiNRKwxN8fhB4FbDQzJb4ctJQOM28OJXU1eg9KSSZnML5BiLD9G2h5Sej2ftXQiGC\n+IHtNUC2Dw8KozcKUXkmpM77iz/nB9DseS7FQ5MygN/5874VqQ1aedXgKvwg1aVnnHjBL//1z1Mv\n/uU4FD7TCE0CdPb73Qbk3H777fnDhg1j1apVDBs2jJ///Of5GRkZ4wMFWRmIVxM2RFkvh/rjb+3P\npQScc73Rs/9rM3u0nP1UGD574+MoRDlIOjECkaO/8qRoCrUHc4BvKFsttRuppS6MZMXKUzWNQEra\ncgkfr8Z8BejunDspmYMNmZ53ILlsfyXgw6HfBq4sy8+pFAS+c8OAdY1atG6MCK6OSASwyRPLOZ4c\nb4NXVpaGPTmb1qO++69cWno6cZlWUdbAVWHPPF//bkFtAP5vfLs+CY3prnfOne6ca+Gc+7dzbplz\nbgsaCzZC9U2p8OF0f/Gk+WZ/XieXt11Z8MTaYooIyeuBr81sRtyqs0Pb5CNrkeCcOyICKny9l6D6\ntcxrXhuQIqVSqM7IoSQplUPppFRpSqlt6IVOGeTVTCxCvlJVYRQ9D9V7ZfkNpHBw8R9EENxbRV5i\n1QUjkOKjItnxKgwfLriwIvvxKsIpQJ8DQJpVJbqj9mC8me0pXOo4EkcJE9tIVqwOUsDUQeFhdUKf\nSUC/VfPG7S7Iy81HBNLY+DLKQHC9j0Izrkf4MjYhomA+Igqn1c/N6JJvuYtycjf1RYPxwUgZ1RGp\nvubjVVKuTt07Oqw8rD4l1TbVHs6549C5T0az4keTnMH5auBTr9zrSNG5R9AMdVDGxX7def77Jchb\nLMgodyEaVAWG5/XRtZ4QIqk6o9C0cHhEIpXUMYi8eaPYswbXIsXFu6F1HQrj+AopF8O4ChFJxcLn\nnMyRbwLeN7PFflkjZGB8P1IsTPHnXPiOehVBtleKnYlI6c4+VC14/jj3J387qVHzlq3rNj7kqezM\naL6Zve1n67/yhsu3AI23b98+6/rrr6d169Zcf/317NixY2JeXt61VBwZwK1eYfEJRRm0isE5dwm6\nPz82s0SZBqsEZjYL3aObnXMnedLvcUTcZZYWjpRCzYOfzHwDJbYpi3CMIUVseZn4tqBndHAkK5aM\nt89kFEb/o2SVT/4dmYWez6SM0hNgBFJm/qyCCX1yobAf8HhG3fqNGx3R6jg0/voOEd4dQ5+TUPgZ\nqI2L31dgZP4YUK/+IUe0RNe5qrAZRT3ch+ro04FfoPa1I6rzygtj/CuqSx9A9X1HNNbYV4uFZ1E9\njv8br5IqD43RhEn8NT8ReL+M7WoFUqRUCtUZOygZqldhT6nszGi+/z3V6aiZWIjqqn32lfID9q9J\n+UpVW/hsmo+i2a6f15ZsiX4mcxbKDJS+n3c3BTgtiexCYUxAdWiNeDdCYV57KBliNxT4H1yJznIn\nRDY41Jk2/9kMrMjfu6f9usUf1Efqqc+9/0y58M9oBA1wm6FO+SpUZ32GQsPWoQ7n7mM2NWy6ZO2M\nb9AzvgKF+41F3kljUGd54x8GvLfKsOMdjMzOjO6hPDiOwFWrfl0fNGH0ESKIVqPrEUbY4LwZUrME\nPl4D/fYznQzNByLvsO0+NKILylBn/lnvDozKzozmO2XTuxSY6ZUyoHvUkCK/qUAlFWTtCntJfeQz\nUwW4Bj0n44MF3jPqQkRUhVVs56B7/2LYjyySFTsaKb/e8APdMK7wx/ZiaFlb9CwdhZ6rf/vQkaWh\nYzjTOTfKh+79BoUmQtyMf/2mh10HzPJqVJxzJzjnXnPOfemc24oINMvPz/9fpD4bCLTLzc0d4PdZ\nUewMhVSC7n28IuU8vDLWzOJDH/cHXkShkfc755p4cvFPSAXzG1fBrGApVGtMR2G+5aml3kLeUuWp\npUaitubq8nbsyeDnkPqlIglEnkVtRLn7SATfRjyNCI0e5axeWhlL9mzfsrrBoUe1bdbq5JWo7sk3\nsxVxn01+k/VosiGMM3xZG4AnMuo2bNb4yDbxCqQlQCtfhwLgnDsFjdM+C61zbtx25/m/f0ETOF2B\nJz0xvwQRbPH9nlz0jofRBdXPo8zsM9Q+tyntuiTA3gRlgtRmxzrnfoHu/8sJ1gnOAedcOppMWOwX\nzUcTOCsTXPOaqJSuEKpT5yWFFOKRSClVlqdUvUhWrF4pZW0mRUrVVHyH7t8++0p5fIhm0FL1W81u\nFgAAIABJREFUXzWF93F4AnU4DoQP04HCCNSB67qf9/MB6oglHQrgTdK/oOaE8J2AOn0r0ayp4GiC\nru9ErERIUTh0L89/clG4x3nrlsyqtydnIyh0ryIqqZMR2ZWO6qsT0ICoDmrDVqEQ5A8P21bvwmM2\nNNz+5t7//ADNfF6ISIYTEFk2j8BLqv5ht6YXpO09c/kRiTq2xSEC7nHK8Ug5UPAkUk9gar+HxtRF\n92SSVzGEETY4vxCRhJN8tqs+KMwtFw3uDqXIWyqKfLaCjHyDkBfXBP+9CxpQve2Ppw4iqaaFPEBO\nQ8/Q8BB5dAHyHAurpFqhQd6IcCgecB1SJowLrZuOwjc+BT6OO9ebUHhKsQyKThkkL0FeVespiQHA\nWyFyLdiuISLJtqJ3/jlEaELxGX8HrjHFZ+3HoOt5CyLRztF61PVeJuOSCNkrC7lx38Nm6wGWo4Hn\nj/zzsl/hw6T+HyJB7/L+UhsQMXUCcHtlPH1SqH7wk9FvAheUE842DoXklml6n50Z3YHa736RrNgx\n5e3fK5/mAjf5MOJy4d/94cBFvs6pMLIzox8BM4BbKmtTsXPT6lWWn7v73B//5UwUajbSOdfXKXtc\nF+fc/zjnggy/7wFnOeeu90T3g4T66tmZ0Vm5u7dvatyi9enh62Zmk5Ay6VXnXCfn3DnAS8AUMwvq\nzceRcuwm59yJzrk/IsIGr3R9GLUB9znnTnbOnYtIofjw8K+RR9aRIUXkF8AQ51xH51xHpFytyLv/\nNQrRPMaFMuOZ2RY06fEoyh77XYJtb3fKyncS8A80Nn3B//YUSnjyulNmweOdcxHn3PPfh7opNShL\noTojkSqqrPA9KNvsPBW+VwPhBzGLqDpfqXnouWpXReWlsB+QnRmdiQZcP4lkxSrVQatuyM6MfolU\nI1fuTwWY70B/SMVDBSciwrYmpB/ujgifMX6wGaAP6lxOCq/ssxIFpFSQbS/drzsN6LVq3vhc1Mnd\nhDr2ySKC2phWqC3ajUiqBWjWeIn//u3xa5v+gK05u2czu47//VRgNCJVxvq/G7v96oVlzXbU7dpk\nV52lJ317yOoSeyyJlqheW1reigcIZ6L2eBIipOoSZ0bvShqc9wdmeD+kXogcDJRJg5Gh+Tc+DK8/\nCsPb7UO7+yMCa5cvawiwIESs9ESm82FFzlVIqTYPChVv1yCVVPg6XosUAQHhhXOurT+v1+KIqj7o\nOYhXSZ2KiLKXfZhMGDej5+ftuOVfIjKnbnDc3lcraLtO9ueUjcLlHgWKmYkf2qZDY5xze3dsjWVn\nRtf6Mg7zZfyPNwpe6ss50NiAQiJPAEZ4Qm+/wg/8/4oUoZf5ZUvRJEgfiki9FGo+JqMJzVJNuUNq\nqT6RrFipRvweY1HbcF2S+38ehXEPKm/FEN5Bqp3b9oGE+Ddq45IxWy+ZWdYKCnLWfr0YOLnbXc89\niSZPnkdty2tIhbkWwMwmAFmI7P0QtckvhYvbvXX9dwX5ebuBe+LsAS5C92caqluXE1KJmdmIUNnz\nUL36j9Dvn6MMeD9AEwAvISIrPhPo3Wiy7RukRAL4ld/3TBTWOz70WzL4PVJWfZlgf8+hOru00L0H\n/OcT1CYMDpRnfuLhAsTPZKM+wt+AzeH2pLYiRUqlUJ2RyOg8B6ifwPekPFIqpZSq2VgInOBnz/cV\nS9FzVCPClL7neBZlYLy/MqmOqymGo05dvCy9qjEFaBPJirWpwDbvI4VDCe+X6gTfWR+MQrynFv2A\nQ6qSWVhhmxDgLGQmbih0L99/vgUytq9d2WLbd8vrIBXFpDiioVR437NuaLCyF5FDXyCVzh40a3sU\n6rx26vjlYRu+zFva6Du+m406pN8g9VwG6tR3A4Y3OOSIq9qubpp25JYGUxMovhKhvT+36kJK9QFW\n+BCuvsB8H84RRmBwPg95Ox0FjPXkUBSYk50ZXe+cOxH5mIz22/VGoW6Baqovum/B7x2QB8dbAD6U\n7zKU0W+VX9YehbmUp5I6DpFPr8eRnzegtODvhdath0JH3zezwmx1/nx+hJ6LqeEL4Jw7A4VzvBDn\nVRWcx38R+dTFOdcBzajn+9+/Qc/cr9EA51Rkel6Ik/r/+ALA5jxzd55zrrn3qdqMFF4/cc619Ubj\nfyXRADV5VGoA7ZVKvdE5vn6AiKmPkOrlen9NMbMpiPi72RVl/0qhBsMrLN8BekWyYkeUsepYklNL\n7UWkTLdIVqxc02kz+68v+yofmlwuzCwX+BeqmyoS+hc+zk3IbL1/JCvWvqx1zay3mf0qbtmle3I2\nDwHGNDj0yKv6PTTmETNrZWb1zayNmd1gZt+G1v+jmR1jZoeZ2T1mdoeZ9S78vaCg5xlX/+Yy5C94\nbWi7/5rZpWbW1MwOMbNr4pWiZvawmR1pZs3M7GYz+7WZdQ6t8iRSTI0G+nivvOPN7O+hMsaY2Ulm\nVs/MjvfLVprZhWbW2J/T04muRRnXbY6ZdTKzBmYWX2f9ABHuibLlGrDEzM7z255mZsW8okzZAC83\ns8P98Z1qyjxY65EipVKozigt+x6UVEsFy1NKqdqJRUjVUGYDmwyyM6MFSK1y1r6WlcL+hfdIeAQN\n2n9Uzuo1AtmZ0SWIZL1qP/tlzUfka0UMz3cghVDfau7ldSry2/kCpYgOcBoinsYl2KYbIn5yESkV\nYArQ59v5E3MLcvcUoEH++ATbl4buaFb6CBRK2BTNkq5CpMI8NMBYBBw3Zd1bUx/jsU2GzUZ10Lto\nxjgbEWobu9/z0oqMfHfBaSsP25ZRkLa4xB4T4xRgJVYidOGAww/AzkFheK0Q4VCWwXkeOvevEKl2\nKvLhCgzOB6PZ6LmekLwImGVm67w/28XA9BDpdRkKrwjCQM5HZOEboUO4Et2jD6CQOLoWkWdhYm8o\n8kMKk08dEIk2zGTOHuBidP/jwy27I5Ls+XD4oidgfoyUdNPjrk9d4CdoEDwJDXAm+PU+gkJC5zl/\nre5Bxr+Fg5dIVuz0pse0Pa3pMSc8l793VxYi+J/wJNzVSM22EBFS91AxxBNYlSa0zGwtIqY6AMMO\nUJjKa8jH5d5QSM8r6H29r7LhUylUO4xHEwOXlraC72e8idRSR5VT3nuIKL4hyf3/B70bSScL8KTp\nHOAWX09WBmNR+/izfUhe8jKaNPjlvvYHfBbTYcDlkaxYVVlx4OuyvyOS/dfOuQ7OuQF+IuOAwjnX\nwCto7wf+GTeJUbjaAT6sGoUUKZVCdcZ2oGGcKXCO/xsf1pdM+F5KKVVz8V90j6uqMZsLHF9DwpS+\n1/Bp058FBkayYl0O9vFUEYajkJX9lgXSG8ZPB3pU0D9tIlKsVFW47P5AD6SUGRUnaR+AiIZiZtpe\nYRmEkGWgvk8aCtX7NH/vnk5rF8+shwirT8KzwEkggnykmiC1zldI1fMtMjKvgzr2rYEV/1z+QIvR\njJ6Dru9a1GY1QN4d3YDh9ZsefvUJ3zXLab6t/lZEWCSD9hSZpR5sdEcDsWnIJyqHkqm9wwbnzRGJ\nFRicR9H1+9QTBt1QmGYBIlJaUpTt7nxkoB2Yl7fx67xlZuYJjitQKN8yv05bRAiWp5I6ESka/xOQ\nT768G1GoyazQuk0RGTbWkyxAYdjojcAH2ZnRRXHXoL/f5zMJQjMuQ94iT5nZjWbWxKsR/hrM6Dvn\njkQk7E/MrKGZdTWzmJml93tozGeI1Fpy3q2P/cRvm2FmNwOY2WQz6+C362Rm080s3cxGOefalTWw\n8yqDdFPWPsxsmv++zX9/ycwOi9vm3bCiwMx+aGZDQt/XmFl7r5bY72Eq/n4+iuqBe5xzaf75+gtS\nOWQ65xL5l6ZQg+DD80YBkUhWrKwxwDg0uV2mJ5/3qnoF6BzJip1e3v79OzEc6F9BovMZ1KaUqd4q\n4zgLkD/RsYjUr0wZuxHhcyoVC0EsDW+jtvnuyvpdJYLJAPwp59xliGQfCyxLT08f58OdKwTnXFfn\nXI5zbpv/G/5sK2PT+1B7/R1SbyU83Ioez/cJKVIqheqMgIBqlGBZMaWUl+nuil8ewmZEcNWWEKDv\nFfzs8kKqbqD8MWocUmqpmoHxaAD4y3Jk+DUFC5AipFIdzgpgCvKKqQiZ+xnqVFVLw3OvLhmE2oJp\nRT9wGCIoxiUIdzsbqe2CkL1cpIhaArRbt3R2w93bNoAIpEQqq4TwIRxt0eznakQ85aC26AfI7Pos\nNOvd6b/zxs9FqqlpiCQbhdQ1kxC5tbHHfa+sAs4+8btmox3uIxT2V85FoSkiapIlsPY3LgTm9nto\nzE4UxjfFt9FhhA3OIyjUcWokKxbcx5iv9/ujexYorS7GK+T87P0lwILszOgK//sQ5P8UeIKdge5R\nWCV1FbpfM6CYl9T87MxoWHk3FJGc00LLzkbKr5fjyJPgXR4ed54XI3LpxfBCT3hch0JFl8f9diTy\nwRlZDkF6IxpIx3tRga5ba+CZBObyCeGcOyw9PX0cqpv2aWBXE2DycXkUvZPX+GU7kY9NY5Slb78b\nsKew3xFD6thS/cLi1FLx2eTi8QGqg25IUkE0BtVJNyd3uODrxTeAS8IZ6ioC72E5GhiaRHbB0spY\niK7fjUlcl/LKKkCqzAbA7VWpxk5LS3u0bt26LYYMGcJdd93FkCFDqFOnTt+0tLTXKlHcXKAjajs6\nxn3OKG0jH8ZY18z6+Xok/vdiZH4KJZEipVKoztju/4Znq7YlWBZgK2UrpSCllqrJWAScWEaGxaSR\nnRnNQQO4lK9UDYAfVD3B/2fvvOOsqs7u/90zdETssYtgEESxIGCjKXKBCxbsxG5sMaaYxJj8MsYw\naW/im7wxxpiosQQrKKhc4AIKiIgIojTFgoKCIoJIL1Oe3x9rn5kzl3vn3pm5wAye9fnMZ2bO2Wef\nvs/ea69nPZLh/yxFPdng4M/nGeCYfErZ0+A9NPiuSQifIQLgtHzOZuYRx6PZ37lmtjS0vCkaLExO\ns00PFP5bjgikwOR8MtB3+exkCWZbUHjTzBocSz/ka3WQ/70eOBKFFB5K5fdqD2D1u2P+eRiV5NVa\nRIK18sfdA3i66R57XwosfbH70icx7sK2y2KWDkFY8y5XSnkPprbIZDhsdh4uEzY4b4Su48t+xrs/\nIg1f9usGoIxMG5xzR6BBwfOeEOqAVGmjfb37I5XW86HQiYvQAHKuL3MEIr1GhELvTkf3JKyS6uiP\n/wmvoAlUUlegCZK3Q2UPBAYidVbFTHqsONHa7z+RLIqnZmEaip7BdJkVr0fPTirBFb6GHdAz85jp\n2a1ArDhRQXgli+Ifpts+HQoKCh5v3Ljx2Z06daJx48Y0atSI8vLy/sCXIaVAImtFDQh+gPg48v05\n0S9bAfwBkfm7Rdj4Nxm+v5cA4t4DMBPGoXY5m7eUIVPto8nBG9LkE/UwylKXkdRIg+eQaq8upueP\no2/TjXUggR5B1yUfYXyrkA/UGShkt85wzrUvLy/vH4/HCzp37kzr1q3p3LkzAwcOLCwvL+9f01A+\nM9tqZh9l+snHMUdIj4iUilCfEZBSe6QsMzJn4MtGSu2WM37fECxAoTcd8lTfLOCESD3XMJAsim9A\ns9pHE8rQ0oAxC4V67TC1lO88T0FpsWvynL+E3rVeO+K46ogzEQH1YpWlxucY/4NVfDcAiBUnWqDB\nexNEAhQgYmoNsGbDyk8OWbv8g8a+zgkZfCC2gyfHe6HQvBKkVFqKSKamKOT4WBSWd+pXH897xcrL\nTkUEzZlo9vwcvKcVsLr3zx9fgUiXx3NVt3gc5Y/jy2wFdwLOQt/iN5Ha7sNkUfzjlDJhg/NuSEk0\nznufxIAp3t/sNL8uMDQ/x2833f9/PrrOs/3/5yKVWhLAp9w+DhgZUjVdjK7TZKhQSV0KvJWikroc\n+VJNDy3rhTIuPZqikroCkUjPUxXfQUToU+GFzrnDEYn1lCmFeHjdyWigezzwe9LAD1C/izIHvpym\nyOXoOU9HeKVFaGBXOGjQIJo3b85pp51Gv379QO/Nuf6Yvptrnb7eh51z6ZRc9QnPIPX0T30oKWY2\nHxlOD3LO9d+VBxchL3gefdPimQp4I/ORyBi9WlVQsig+FxHTV+YYHv8amgi9zideyApTso1/o2/C\nqblsk+Y4N6HnuBu1TK7iw/j+hr5nA2tTR0p9r6I+xk11VV95tAM44ogjqixs06ZN8OdRedhHhJ2A\niJSKUJ+xHSnlO+obSK+UWkf12fcgUko1ZHyC7nG+QvhmocHjjlSqRMgjvEn4E8gkvD57HmVFSC11\nQqw40T5b+TpgCpLLd8t1g2RRfA16P/rVZofOuV7OuTLvs5M3OOcao07xWpQpMBd0A76FyIESYAsK\n3ZsBnP7ZW5Nc2bbN5UiFl6zB4ZyOQsv3ReGOzdD3531kOv4xIlRKgNK3n/htK9R+7YVC1bahSZJX\ngR4493STlq0vQ+F6r9fgOEDvxI9yzNK3w+CVTb2BKf2GjWmFlKjpDM57U2lwPhBlI1qCstDtQ1WD\n83lmttSbp/cBEmZW6gczpwCjk0Vxc87tgQitsSHl0EXIm2qG3/chiKAcGSIfT0PKu7BKqjMK6Roe\nkE/+3L4DzDSz90Jlj0LqrMctlD0vVpw4HKm+nvRKjaC8Q0qoL0ghVv3zfQMK703NHhlGD0TOP5jq\nv+SzbQ4AnkoWxb9Os20mVAzsmjdvzk033USPHj3o1KlTsL6pVwp8nm5j59wRzrlyf+3C+AFwdQ2O\nY6fDX8P/Re/k7UHInpmNQ8/iTc65Bv29+abDf9MmAudmyeI8Hk1i5zJZ9BjyhMuqRPbP2IOI1O6b\nQ93BdrPQt/j6Opiez/B13BgrTjSvTQXJovg8pCS7Olac+FYtjyOMf6Fx2U/qYMQeYDHA0qVLqyxc\nsmRJ8GfOatEIuxYRKRWhPiPoyKXLwJcpfC/TIGgdUlhFSqkGCj+IX0D+SKRP0Ix55CvVsDACPQc/\njRUn8kp67AK8hgbN1Zqr5oJMigQfNvQeNZfKT0DJAKpNfe2cm+yc+0vK4unAQeFQpjwhMLme6T03\nckGQdc/87yb+7zfKSrZ2+2Lh9EbIs+gNS0lHnQUx1H608D9L0ABlk/85DJEL3Td99fkrpVs39USD\norORX89gZETfB6mkViEya3gNVVJgGFYx8bIrEQ7X64Ouayp52AORpBM8SXQ8lT5ecWBBsii+xIdc\ndKCSuImh+xaUPRd914NwzYFI0fMiVITpdaeqSupCNBCaBFVUUm97wjsgjS5HIX9hc/azEbn532CB\nL3s18p16KeU8r0XhoKnhbt2Q8uFBH9YTxvnItP1+MsBn5bsaeN2reSrgz+d6RJK+uP3W1WIxwMcf\nS9TWokULGjduXJOBnSONia+Zrd8B7UDe4Y/xTyis9IrQqgeRz94vfJhmhIaLZ9F4IpapQEgtdWas\nOHFwdZX5jHLTkWdT42w794kWpgBXOOdqQg79G7WrF9Vgm/BxGmpT9kTEem3xMBqX5SOMbzMigr9N\nHZXvZvZ+QUHB+EQiUTZ37lzWrl3L3LlzGTt2bFlBQcF4M/ugLvVH2HmISKkI9RnbgFK2J6DWU8Pw\nPW+wt5ZIKdXQsQA4Oh8hd/5DPQvomk/DxQg7FiGzzMbADxvyvfPnMgLo7hUOOwpTULagTErSdHgT\nhUrVWC1lZqU1II1qgn7ovuc04Pb+IQEpVYAGzeWIRGj95aKZe21eW8FDjc31IGLFiUMRgWSImDoA\nfau+Qp3sBWhGfCXQ4s1Hi0r9foPwwbXA/oiUkkqqxZ5DkRfVm7keRz3EWcBH/YaNWYpInBk+7DaM\nGJUG5/3R93y6f/6PpZLEGYSu3xteuRJHvlPrvWdSX+TVtM0TNecAL4XC4S5AfixTAJxzByCi7Dkf\nFgMKiWmDlGYBTkQeXY+HVFJN0cBpSoqP2YmIVHs05E9FrDhxAiLoHvFZMPH1NEYeRW+hb0+wvIVz\n7mnk/9KLlMGnc66Jc+5u51yQhfY8Qqb2zrnDnXMvTLzr3LWThp3/80nFF/SdcOegvqH1xzjnXnTO\nrfUZpaZ676+AzB6FCLvS0aNHM3fuXP7yl7/w3HPPVQzsgPecczc558Y65zY55xb7bFcBAq+Vt71i\n6mVf/yNhstyfyz3OuS+cc5udc9N8yGKwvpff/kzn3Czn3Ebn3PSa+sLUBmb2LvLPGeKc6+6XlaJM\nWhtQRr4WO/o4IuwYJIviK1F7cH4WEimJyOtc1FLDgf2QOjEXPIYmMS7MsXzgcfYsei6rJcoywZ/7\nk8A5seJE21rWsRll4+uM2u46IVkUfw+1eRfHihOdspWvDuXl5UNLSkomjho1ir/+9a+MGjWKkpKS\nieXl5UPrepwRdh4iUipCvYUnDdazvVJqPTU3OgdJciOlVMPGfPLrKzUbOBCpLyI0ECSL4quBvyLV\nQT5SFe9KTEWD75xmQZ1zFzrn5vmB4Srn3ETn3J9QJq5z/YCuzDnX05c/buJd5/504m/OGzTxN+d9\n4pz7l3OuZai+h51zo5xzdzrnVvqB6z8n3DnIIb+aXplIYOfcw2gQ/cPQfg8PDSz39OWucs6tcc7F\nnXOL/EDzGedcc7/uY+fcV865v3n1SVB/xWDcObcB+CkKfZue7njS4BREGJWhSY4SRA69DPRdPmdi\nKVa+BZFUb+VYJ4gc2+br3oy+PW18PS1QKN8yoFPJ5g0zN69Z0fMGblh8GZddjhRocSrNzVf3+fkT\naxGZ9d8aq6TqCXx4XTekQjoaGb2nhu4d6deN90RSX5R9bhtSOn0FvO7r6gmM8SbjPVBY3wu+qgFI\nmRMQiWeiiapRfj/fQs/lqFCY3oXI8DcJVTLupVNJLQLmhA59EOpbVJBXIZXUO4QUVd5f5jq/fEbK\nZToHqa0eSAm7uxuReC8hYq83cFJo/T+Q6uta9OxOBIY75wIV43041/Tkq3838eSrf//38pKtP8Db\nH/hB7CvoOe2NiLQH0Hc0wFl+fzOAd0eNGsW6deuYN29e6sBuGCLRO6PB5FNOvl2ge+/QvTgQZUGE\n7dVTf0aKsCv8sXwIJJ1zqROGvwV+jMi9UuA/7Bw8j8Jnf+yfI8xsPcrItx/wE5ejJ1CEeomRqC3J\nGHLn1VIjkLdUtX3DZFF8GWrzLsklNM6rcUejrHo1ySQ8ArWPN4S/kTXEaPSNuiVHH6ztkCyKv43a\n0Gtrm9EvBSNRW/mTLCb01cLM1pSVlQ1ASseBQPuysrIBZlYfFMQRckTUsEao79hA7uF764Dm1cyA\nfE2klGroWIpIyXyF8M1Dg8soC18DQ7IoPgsNUq+t7cxffYBXUowEemTrAPvwkSdQSEkHNPB+FrgL\n+VONR4Peg4DX/Kz+eCsvW3ni0KL7jhl8y3hEBPw9peqzQvVdigaUv0aD35bIdycdfogGsg+E9vup\nX5c6GG0B3IpCFWNoUDAKzbgOQGTAjVSdQQ4G4xejgf42ZFq6X8aLVBU9kLKqwP9uhIiJTzd8+Wnb\ntcvfb4R85cYFGdaywftfnIkGCNuAg5E/kEPXYAEatL8PHPT2k79dDbS4gAva96TnwSik6yBEFPTA\nuWcat2h1GTDf+3Y0VPRE93wqIli+xGe8C6E/lQbnZ6Bv+zg/GOkDJP370B+Rh5P8AOxc4C0z+9R/\n3wcBLyeL4ms9QXAeMMPMggx3Q9B9ngDgnNvXH9PokN9UoJKq8JJC34FvU9VLqiV6JpNesRCgN8q0\n+HAKwXSWr/fBMMHonNsbKS8SZvZpaHlL9GwvBv5gZnMQwdzIrz8MkV8X+WNbh8zGpwPX+GoO2+fI\nzl/v3ebYwr0O73i3mY01s1f9uu+jvs9lZvaWmS02s+EpIS0b0Hs7Fz277dEz/duUgd0zZvawmX1o\nZnei+3irXxdIDr8ys5WpBu7+XFoANwE/NbMJZrYIhRtupmqWOwN+aWav+jJ/BE7zROYOhb+X/4f6\nGT/36jb8PfszekauyFxDhPqMZFH8U/TNujBLFt8JqK3KRS31BApJPi/HwxiJQryvzLF82PS8C7U3\nLC9Fme/aUzel039Qm3FrHsL4yoG/oP7B9+pan5l9YGbjopC9homIlIpQ35GOlKoufA+qNzuPSKkG\nDN/JX0ieSKlkUXwrIqYiX6mGiUeQN9jtWcxL6zteQu1TNkn/QSgEbJSZfWJmC83sfjPbhAZ2W83s\nSz8oLEX+EU2BK/f7dpeRh5x0dotWB7UrAq5MmaXdClxjZu96c987gR94P6oFaEC/HbwPyzZgU2i/\nmZQ+jYCbzGyeHzCPRGbh15rZIjMbi/yB+kBFhrKrgYvM7DXkw7MWDZyvSVN/FfgQrx7+ejmklir1\n53PM52+/3Lh0y8ZyNGCfmLGi7dEdfWP2ppKMOgB5EB3or8cG4NCy0m0L1yxZ0L2AgmmNaXzCRjbO\nRITcbESKrO59+/BNiNwYDoBjHxxtcTS0sNS+wKx+w8ZsQwTVpBRSJjA4nxQyOH/bG2efiUjD8T5U\nbyA+VA+F0rWjMrNdT3Ttg/+7I6Xrc34/e/ljeSFEQJ2PnvEEVFFJzU0Wxd/x2zn0vixA34QAQ5AP\n2dOhc2mCiInXPGmCr7eZXz7V+82EcQV6/p5MWd7en/tMvP+WJ4ECM/Xj0DP8AcqAdS7yjOrprwtN\n99z3P2uWzL9o6p+vPGbCnYOud1VNuY8HpoXDC9Pgc0T23udDbz9A7Umqx1qqAf8MdH9yRTvUDrwW\nLPDPwhtp6gn7ZQXm6vlQZmSFmW1ERNiRhMgyM5uNfHUudM713hnHEmGHYAT6lp6eqUBILdU7B7XU\nKpQhdEguIfJmthm1972dczVJcvIGCu++3ocU1xheFToBuCpWnKhV5IjP6Pd39E2uVTKUlPpWAveh\nNq13XeuL0HARkVIR6jvSZdpbR/WkVCbz4yh8b/fAAqBDPnylPGYBneoiHY6wa5Asipcgc9p90Qx8\ng4TvAD+HwgWqG3jNRQTWAh/+9t00YS9hdADm+sH5TGDz8Rf/vBn69h8dKjc3nDkMDTbYGHTTAAAg\nAElEQVT38CqNCUDnPKRu3uQzrAX4AljiO+jhZcH5H4sG4+8759YDtyMFynH4wTiOn+Eyenmchnyb\nShFRFBAk08tKtp6xYuGrhUiNM93Mqst0looY+tY0Rd+aT9FkR2NkWn8Muk/tF425fymw/2mctq0J\nTVosY9nbyAB9KtDDFRSOaNKy9SXAnIAcQUTa3f7cGwR8WF5bFMZyOgpfnJRSLDA4Tzrn2qLnb6wn\niAYi/6mv0H0LZ+A7F4VCzvFlzwNmJYviyzyRdAGwIJQR71x0X8f4Y2uNlHgvePIWFNbZhqoE0an+\nHMIqqb1QyN0LZvZVqGwctTmPpZzjBWgSrcpy74fU19e9PmWbPojYHJ6B0N0DPcOPIjXk8f6nI1Iq\n0uunjzY+7Zb7RpVt23IPem9mO+du8dtv3r7KKmiCFH7jvadSfUHYBD64LjttzGJmi5EyJe6c6xFa\nNRq1wT8IhS5GaEBIFsU/ROG5F2dR5gRqqVyMuEegdidXM/KJKDnGd3MNx/Ptw79Q+5izJ1UaPILa\nlO/WtoJkUXwOOofrYsWJmoQhZqrvFRSafHOsOBElFPiGIiKlItR3ZPKU2iPNxyRSSn0zMB8NAGsy\nw1QdZqMB4Il5qi/CTkSyKL4cZZY5K1ac6LWrj6cOSKKQowsyFTCzcjPrh6T3C1HozCLnXJuslUsV\n+Fph0xY9spVNwWso1CDnNNYZkJppzDIsC/olwWD8JOB7iPD5O8Fg3HEwmlndQnr0pDJkLzA6Xw3Y\nl+/N2n/L1yvx9Y/LsP128IThCWjw8RX61jTyx9YOheY1AfYwK1++fM6EY4A5bWhz9l7stWY4w9sj\nwqorsLrX7f/dhkiq4aHddAA+xCil4eAs9P2dg56TuX72O4ywwfkAdP3eQOFih1LV4HyemS3xnj6n\nIlLI0LVvg/eOQgTg0SiENQiFG4jCMQOD9fPQ/XoRqqik5iWL4gv9dgUofPQtM1sYOuaLkcLu2WCB\nc24PvzxpZssrTq44sR9SVY0On7sfcF6PFJ3J8AXxYYVnoOfwkNDyvan8vr2FnrETgL/58JSP/M/K\nWHGiI9Cr5f6H3l+yZeO9ZnYhSgRxvd9+HtDDOZeJ5DzaX59HM6wP45Q0/wdEVmAeXx2Zuhi98xUK\nFa+M64ras/qG8Ui99gOnTJEBMfAPdC6/9PcwQsPDCOAIqrFu8JNezyBfxUOrqyxZFF+PJpbiuZA0\nPlz8IfQ9yxQen267z/1+LnDO1WqiyB/rQ0DPWHGiLv3eh1Df4Pt5SjjzL/Qd+UmW0MoIuykiUipC\nfUcmpZQjvdcUZCalvkaeU7WSvUaoN1iCBu/5CuFbibyqohC+houXUVadW/Kg6NklSBbFt6CQpLNj\nxYl9qitrZjPM7DeISC1BA+9tbD8gfBc43lWmn568+sM3j0ED7fdC5Y5PCQc4FdhgZp96Mmsq0DdD\nRzHdfvOBt3y930IDh63Ak8FgnFDmttQNY8WJvdBgvwANuEv99q8BZ3z21qQyKy/bhkyWazIYPhsR\nZ/ug8/4KESrrUZt0BCKdjl8y7dkgA9/HbWl7RBllS1ex6lD0nPYoaNRkZJMWe14MzEwJ9eqAjLaz\nw3EDjh/V4PjzDk8q9AYm9xs25gDULmcyOE96X6HeiNQpQ6qjT4CFzrmj0CBtjN90ELquk/3/5yMy\nYIH//wK/bZCxcCAiBUf7/bbydYwJKZROQWFZYZVUD1LIQadsfQOAZ0MEF0ih0Ijtw/CuQKqkkSnL\ne/hzeiBNCN21aFD3MPBn51wf59yx/v+g7EcodK8TcLBzro1zrptz7g5XUDAAuPGtx4sPmfDrwc6v\nOwmprwLl3b1I0fe0c66Lc+4o59zlzrlvO+e6IGXikpRzzISLnHPX+G1/g97Le/26lf78+zvnDgiS\nHIThlWr/9Ocac84dg/zxmlPVyDzdAHenh7N6AurvKIvjL4I20sxKgN+jtuX/1TaUKsKuQ7IovgC9\nI9nUUhPRZEYuaqnnUXuVU8Y3M3sbTYpeHXiX5YgRiLy5PlvBajAZEdY31zbqIFkU34je/5Oo+6RV\nEBb4v4iQz8XLK8JuhoiUilDfsR4Z7aYugxSyyg/qtlK9UgoitVSDhjdGXIjCePKFWcDJeZrtibCT\n4b1r7kPE88+8GXVDRAKRHWkNU/1g9Bd+cHkYGpTvh8inJUBn51x759y+nix4HCmJHnXOdZp413n7\nvj/h4Y57HnzUGz4LUIAmwEPOuY7OuYHIOD1shj4BETHhjGABlgDdnXNH+P0G71CdDUuRgexwRFys\nBgqcc3e0dq0H4zO3YRUKjTCCELAy/xOE6i3a+OWyDl8vWxQoqMZV44FVBT5b0dnoGduGyLJ1VJJR\ni9G9KAHWf/jy8EMQmXBSd7pvmsa0pqjdOhFY3etnj5YhX5NKlZRjPyrvZy44ge3VZjsbXdA3N8gc\nt5Hts84FBuezECHVBEh6ddEpQMK/w4MQufGGJ1L7obCyLbHiRBt07UYni+LmPce6As+ZmXmfp3OR\nZ1UQajcY9XNHQ4VK6lKkkloA4BVEQ4FZZvZ+6JiHokmxF4MFzrn9UDjf6HBWp1hxoh3yxXrcD6yC\n8k2R/9nrZlbF9N051xmp+R5GWeamocQNE/zfAdEWQwTyoyiscxFSSpzcYcD1hwDt1n324ULM7kWD\n7LG+zC0A/lqcifpRU9AgOAjbuQn1i1axPdK9F7/2128uUpZdGnhqecLtVpSsYDn+mqfBHUh59pg/\nlrZAv5QQ2nT73iVZKX3o8x/Ru3pTaPkalJHvcKSkivoODQ/PILI8Y18ypJbqGStOHFZdZX4M8jRS\nbVdbNoT/IGI45yzC/pl8AOjqnOuW63ZhhPpM+yPlZ62QLIrPRm3/d317Xicki+KLEOF/qVeBRvgG\nISKlItR3bABapZAFaUkpj7VU7ykFESm1OyDwlarJ7FJ1mI0GVt/OU30RdjKSRfHNKDtSWxpodiQ/\n8zgGGBgrTqRrx9ahgWwCDVSHAbeZWRJ1Ut9Dz/JK4DTv1xRDBM0bVl76dLPW+7/Z5erfLUsh7l5C\nBMorqEM4GvhNaP1i4GPSm5rejYifd/x+g854PgaRVyMl1OGI/BgBnHwXd+2H2v9khu16IeKjkEoV\n1yfAtz6fN6V56eYNZcjE+eUaHMtJiDBqhQiyMmRsvgx5KLVCyqsTvnjntTetvOxYYGFzmrfrQIeC\n13m9OV4lVdik2bONm7e6GHg1WRRfEtpHB/87u1LK0Qpd613tA3QWsLjfsDGfIKJwqvdIA6oanKNr\nNgCYaWar/d9bgMne+6kXyk5X5utqRmVY33mIPAmyyg1B92Gq//9s9O0PDM9bIAJpXIjw6I7ah7DK\nqTfKoBhWSR2GiJynQmbpICJmU7APqCC6rkPeYhNSrs0FqL8RVgEF6rIb0b172cw2mtlVZtbKzA42\ns/81szOBImS+/rKZ/cjM2plZMzM7tN+wMVcdfso5vYGpW9atusLM2ptZCzM70MyuCZNmZrbAzAb4\n+vcys96IDNwPGGhmQ1KOrz0itVJDWz8zs5jfTzszeza80sz+Y2ZtzKyxP378sQwJldnqz+Vbvp6e\npoyDwfqpZlZoSqIQLJvrl33CLoCZLUUD+L7Oub6h5R8Bf0Vtcq5eQhHqD+YgJWI2UmYSuaulxqNv\nS059EFNWx/HAJenUhdVgBvA2cENts1J664ORwAU1INHS4UHUjucrjG8E+gb+NPJ6/WYhIqUi1Hds\nQL4g4UY36KxkMjvPppSKzM4bPuajZyJfJNIi9Kxl9BeIUP/hw6AeRVlw0ql6GgJe8L/PSV1hylI3\nwA88W5hZRzP7p1+3ysz6m9mefgAXZPJaaGZ9zaylme1/yo1/vbZxs5YtSPFQM7PfmNn+ZtbazG72\nISpAxazqRKCrD40Lb/eBmZ3u6y80ZQWsMrA0s0fNbJ80+zspZVnqALYMhQR9BJxkZoea2YU/5scd\ngbkYy0mBD308DfVvypCqaRswtaxka68VC18N+j1TTVm2ckUMERKN0Tfmc2R2vi/wPiI7VgMFC0f/\nrZVff/QBHPDRK7yy+V3enYdm5Ff3/MkjDhECT6TsowOwEqv4VlWHgMDaZaSUJ5K6IVLzRER+pmYy\nrDA4R8fcBhjnJxRiwEueUO6P1GwTvcfTYOBVM1vl72kv4MVkUbzUK5Z6Ac+bWakneYagLHNBpraB\n6P6Mgu28pAKVVCO/7DVPMAS4AhGsFaSn9207E4WQhs3Du6H7+lCyKF4WKr8/IqVGh44pQBwRivdn\nUepd5M/hv2nWXYJIu0eq2T4tPOk2BHjGQr5Yzrl9CgsLxyFyeyzwfmFh4TjvcfWNhpm9hJ7tm8Me\nfmY2Hb3HVzjnTt01RxehNvDftRHA8bHiREbTeq+WehrokYNaqgQR3KdWV2cKnkDK4styLB+Elt6P\nvj9DshSvDiMQifa92hJKyaL4BuSz1gW1kXWCb0fvRhYtN9a1vggNBxEpFaG+I1BF7ZFmWTql1Doy\nk1Lr0ex9pJRq+PgIDRDz5StVhmbNIl+pho/R6F7eVtuUx7sSyaL4OjQgHLSDZgmXIA+1PjXcbgpQ\n/vm8Kd9xzg3wGcV2KDz50A2ptOT95GiDPHoyGZSfgSYeylBHvxFqK9Z9+f6sgzavWVGAiK6aGJzv\n7Y+jBE18NEffpE8RuVSOOvbt1y7/YHbplo1dkGKt41KWvnYN16x7kzdfAHoUNm3+XOPme1wITEkW\nxT9N2VUHcieZOiL174pcz2MHoCf6pk5FSqUlSFUXRqrB+edohv809K0e68mhgcBkk/dTVxQuFRC0\nceQLFpBE56BQ/eD/HigEZiRUqLPOByZ6RRbo/qWqpPr67SrIQa8SOhV43MzCZvNXoWtdQVR5teE1\n/nzmUBXXoFDGZ8ILnXP7IPXTuBQijJRy30LhiB2B/+eXfeyc+4FPUX8OMMKno88ZPszsFpTpsor/\nVUFBweONGzc+e8iQIfz4xz9myJAhNG7c+OyCgoInyFH56MN4y3144u6G+4HPgDtCPn0ATyFF5225\nJJ2IUK/wGgo3zaZ0m4SUmrkQR1PRN/bKXIger+R8GhjonKvWUD1luyBM9iLfXtQYXtV6H+pL15pQ\nShbF30A+VdfHihN1Nv/3Xq//RBmJG3ICmwg1QERKRajvCMw3KwgoPxOxhRoqpbwX0ddEpFSDxw7y\nlZoNHJXNZDpC/Yaf/fwrGkTd1kB9wkYjJWA83xX76zMZ6B4rTrSorqxz7jDn3Hrn3LoJdw76bMKd\ng8+dP/Lue/EqioLCwpd3sIqiFyKYRpuyFYHCjtYAMzNs0wepS4L7XoYMXY/7fO5ks7LSrcACk2dV\nrjgLhQHuhQio1VQqbj9His0lwN7znvkf0OTIYX5ZJ0SqdUQqqSa+nqpG2Y4CpDTKzeRc9b2D7Rqv\nHY++wBv9ho0BhcZN9M8XsJ3B+Z6IPAp8vAYh1dKniATah0qD83OA98zsvVhxohkirJLJovhGn2Gv\nv69nkydZLgJmm9nHfvsYIg1HQoVKaigwP6SSaoLURtN8eFaAK1GoZxAWiHPuODRh8VgKUTUAhf49\nlHLenfy5PpqiqgKFpAZqiupwNXqOwqTTycC/kcHxaiqzENYEZ6Fn8r6wGtI51768vLx/PB4v7Ny5\nM61bt6Zz584MHDiwsLy8vD/QwcxeyFhrJT5BYa0LshVsaDCzbcAf0LN6a+Aj5Z/n/0OEVZFXEEZo\nAPB9yRHoe3hENeVKEcF8Rqw4cXgOdT6GMosen+OhjEETG9fmWD7A06idqLXpebIo/jYK3b82VpxI\nN9mfKx5AquRb8tHvShbFp6DJsO/5zLcRdnNEpFSE+o6AlEqXaa+mnlIgUqrBqScipMUCoGMeTa3f\nRERGlzzVF2EXIVkU/xplcTmBuknbdwmSRfGvUKjIuX5Qnm9MRWFop6aGzKXgM9SpPsEVFLzZrGVL\nu/qOu/jt46O4+o67aNaiRc+CwsLUELR8YghSm4RDwp4GbsMoTS3sU3F3p2rWvXLgrY1fLjvx60/e\nDXymaqKScshLay0iE4LMe2sQ8bTG7+egzV+vnL95zYqTgdfRs/cGun6TgR6Nm7ca1bhZy/OBScmi\neNWQLqMceRNlPzZHI5ShaFeG7h2JlEcvIV8m0AAijLDBeV/Uvr4UK060RaqwwC9qMDDfzJb4ejtT\naZR9FjLpfiFUZ2MqDci7ofswwh9XE/TcTPbqrKBMqkoqhkJfwiqp49H9eiwgQT3xcA0K0azI9OhV\njJehe7kkVEcBcAPyaKviWeazzfVBZNV6MsA51xEp/h5Dzy8AZra637Axx6Jv1ENh765c4InBa9G1\nmZeyuh3AEUdUHZe3adMm+POoXPZhwsoQibxbwcw+A+5BpOOA0PItwG/RZMIvvfovQsPAVEQIXZil\n3CRfLhe11CzUPl+Vo1pqGwrF7eqcOyGH+oPttgAPoWQjdem7Poi+jdfUtoJkUXw9CuPrSuU3oa64\nH40Df5oh+2+E3QgRKRWhviMTKbWe9ORTdeF7ECmldicsQIqInDrL2eDDphYR+UrtFvCzfyOBK2rg\n7VCf8CwajMfyXbEP+ZlPlhA+MyvzIUaNrLy81413/bFw8NU30LFLdwZffQPX3/mHwvKysv47IpTP\nOXcwIggWoXBdf1AYljZbGGggvxdSRxWgTvZqoPmKBa+0Ktm0rhSFakyrwaEci9QwrajMvHcgIqk2\nIxP2RcCh80fevd7ve28U6tUOhfgdBazu8eMHW6B7+lTaPencytKuq4p2aPC7K03OzwLWtjqo3RwU\nujfTt6FAWoPz/sgjah1SSa0CZjrn2iHVV0AynePXzfAZD88FpieL4it92vRzkPH3VyGV1Dtm9o7f\nvi+6/iOgikpqQbIoPt8fW1O/3cuBp5Kv60rkp/RG6DxPR0q4h1P8ny5B5Fiq4uksRID9O1zeZ/m7\nGZFbqb5bQZkWzrnHUHa7PqSoLJxzHy8a98D/IeXfDB8md4Nz7kXn3Ebn3DvOuVOcc+2cc5Odcxuc\nc9M90QcipBzwuXPuTefcZufch865O5Gaj6VLl3LXXXcxZ84cnnrqKe65555g94eFjmMv59zjzrmV\nzrlNzrn3nHNX+XXbhe8553o552Y657Y45z5zzv3Bk3fB+snOub855/7HObfaOfe5c+7X6a5RfYCZ\nvYqe1+vDbZ8po+nvEGH8vSgjX8OAV0E9B/SKFScOylLuaeD06lRVvqwhf8ujUBuSC6ajb8l14fcj\nx+3mATf6NrLGSBbF16DjPTtWnOhUmzp8PTMRyXdDPqIOfPKXu9EkRpRMYDdHREpFqO+ojpTKpJTa\noxr1zBoipdTugsUojDMvvlIes4ET85jVL8KuxeMoI9rPGloWF++pMAWZttcqu04WTAE655jGuR3A\nMSd3r7KwU9dTgj/zQgynoA+aYBiZxQw6jDOR+bNDCpMS4NWykq2nrVgwLejvvGRVM6plQ8zXU4AI\nr1VIGXUgClVqCexRumXTkq8/eed4FFbYFXmVdEFqmR5N9tj7+UbNWp6LwtC+rMH+02EZSlOf6t+0\nU+BVIH2Ayafe/LcjkXl5KtFyBpUG5ycgj6hxseLEHigsc7z38huM1AdvOOf2QkTWGG9y391vF4Sp\n9Ubf7yD73bEoPDBQSTVCaodpIQPvrogkCiv6BqJJrTA5eAoiEx4Lnjdf35XALDOrCEeLFScO9Mf9\nrFc1BtelJfKemmJmqWGYA4AjqN7c/G5Eqs1Gmf56o6yPABQ2btaisHHT1sADoXDBXyGFxfGIpHwC\nqQt+h54/B9zrnDsWEWazkVfLX9FA70Z/zJc455YmEgkDmDx5Mq1ataKwsLAM+ePc7e8PSBHUAb0b\nHRDZFiaKw2TcwUgRNxMp4G5CisBfpZz7lai/1w24HbjTOXdWhutUH/AfRJbf4Zyr6J/6+34vImoH\n76Jji1BzTECT2tmU1S+To1oqWRRfiBT4V+Si6PftwoOoPc352Q+Znh+AvPRqi/GIlL+ljhEI/0IT\nEbU2Tw8jWRR/F5GBlzXQCcYIOSIipSLUa/hO62a2J6CqC98jwzqIlFK7DfyzkW9fqVloUFvrmaII\n9Qd+ZvPPqD3ISwdpJ2MEGoTviMHZa4hc6ZlD2cUA78yuauO0cNbrwZ8f5vPAvMLgAtTOT85lGz/D\nHagcy9DAuARYseqD2UdsXrPCoUFvTUL3WiFD7hK/bSN0P1Iz7x31zph/fI7ajsboO3OoL9cWWH3G\nD//VCqmbnqGuMDZiTE8XwriT0AWROi8hEmU18FZKmf5UGpwPRP5ai3z5AuQz1RoRVAlPQg1A926C\nr+N84J1kUfx9/0wMAWaGCKeLkMLnTf9/b2B//DXOoJJqhoirSWa2wi8rQBn33k4Ja+uPyMdHU87t\nKtTXSPV0CjLiVSnvz/NyYEImLzNPaF2LiKWEmY32+2nkz2WvwibNWm5e88U74XBB4D9m9qyZfQj8\nCQ1oh5vZJDN7D/ibvy7f83X3B/5gZsPNbKnPKncn8AMze2fbtm3TANavX8+sWbMoLS2diN6BPRBh\nBFJNvWVmb/lsmy+bWaLykAi3s7cAn5jZD8zsfe9L9WvgJymXYJ6ZFZvZYjP7LyLP6i0p5b3F/gdo\nAfworIry13QU8F3nXEPNAvuNgg+FHQ30rc6o2/cpnkJqqTY5VP0YUtrm9Cz7d/YVlM0x59B9M/sU\nhThf4pyrlf+SJ7r/ARwCnFebOnw965F5endy61/kgqdQSPRPs3lhZoJzriBSL9ZvRKRUhIaA9eQe\nvheQUplC+CKl1O6FBcAxeYw1X4JmfKMsfLsJkkXxL9DMdU80IG4wSBbFlwOvAhfm0TstqHsjUi9k\nzcJnZu8XFBaOf2DYL8qmvvAsqz5fztQXnuXB4l+WFRQWjq+haXguOAKFdL3tPVxyQRC6V476NgVI\n4XHo5/OmFpSXlmwD3vSd91zRG6l9gkmOrxDpsCdqK/YHyspLS1avmP9Ke0SOdEPhFN0QoXZG0z33\ne7FR0xaDgURYWdOA0RdY3G/YmM8QqfSSN/cFtjM4DzIojvOG6ANRON7XSGlTDkzwYSdxpGRb72fE\nO1JJ/HRDRN9zfh9HASfilXSeWLoYmBEyLj8ZqfzCXlKDEZHwdGhZH0S0PBY6hxbApf54KozQY8WJ\nCr+nZFF8a6j8Ib7uEWaWGl56tT/Px8iMdojQLAEeBjCzNUi5AHAlGKs+mD07Zbv5ob+/8L8XpCxr\n7s/vPqSoutMnMFjvnFuP1Bl7A6PKy8t7IUL3d0D7srKyAf4dXIeUGCCl1WXOubd8yN2p1ZxXB2BG\nyrLpwB4pmcZSPa4+D+2vXsITrn9Bg+/UQfwjqD243T8bEeo/xqKsntkImcnovcpFLfURIpmG1kDx\n/Cga81yQY/kAT6LJk+tquF0FkkXxjxG5dVmsOFGrjH6+ntdQmPyNseJERiGAc+5C59w8Hwa8yjk3\nwTnX3Al3Ouc+dc5tmXDnoNkz/vnD2Whsd4MPCS73PnlBXcf7ZYf7/69yzq1xzg12zi1EkRWH+XXX\nOucW+JDi5c65e0L1tHbOPejDk9c65ya53TObaL1DREpFaAjYQO7he4GnRSaz86+BZjvIPDjCzsd8\nNEhsl4/K/EzRbCJfqd0KyaL4NBRedGOsOHFYtvL1DM+gwVm+ZhzDmAK0yWXGt7ysbOiWTZsm3nP7\nrdzYpyv33H4rWzZtmlheVjZ0BxzX2YSyp+WIvlQN3dsKvL5x1bJuXy9dGITj1tTgPIa+NaXoe+NQ\n6MZeSMGyHGi/eMqTizHbF/lNbQX2bUSjLwcysEtzmq85/db79vLbPluD86mX8KqfrkgldSoKX5yU\nUqw/mgCahUzit6GB3EkoHC/hQ+MGolC39ej5bk2lofl5iJgI/J0uAN41s8BH60K/PjAf7+HrTlVJ\nLcQTN16NNAQY7/1/8GTYUOC1FHL1fETmPB4s8HVeh5SDqQq+6xBpWUU95Zw7Gj2b//V+WpnQCvXJ\nX0olYpu22mcvoG/pti0bSrds3JqyXUnob0uzbG/07CXMbAl6r36NyKng5xFE0oVJszdSrof548PM\nxiMvtb+ga/6Sc+5P1ZxbLihJ+b9if/UZZjYLtVNXOxnZB8vLUTjmVygjX2ofNkI9Q7IovgllwRtQ\nXRa6kLfUabHixJGZyoUwHLVtg3I5Dk92jgaGeFI/J/hMnw8BpznnTsx1uzR4HI2lbq6juvxf6Fuc\nVqXunDsQhRs/iMjrXmjSwQE/An4M3IaiIZLrP1/86PI5E54HzjqsW/w4SJt5NnVZCxQOfB2KgFjp\nnLsZTVTe75fFkeI5wEikgo6hb9YcYFIofDnCDkK9b/AjRCA9KbUOaJWmocumlPra/44al90Dga9U\nPkP4ZgMHx4oT0ezm7oV/I0Lh9h3k0bRD4EN1ZgIXe+PnfOJNRLr0zlbQzNaUlZYOQL47A4H2ZaWl\nA7yaI2/w8vrzEakxNZdt/Lt6IuqQBkqpjUDZigXT9t62cV0ZUjalKjaqQ3sUCtUSfW+2ogF+OVJT\nHgasNSsvWTp91CGI+OiKlG2nxIgt+CW/vHxoi+vmNGraYiDwQrIovjbNfhoaAiXNVEQeLghnEnSV\nBueBx1QMEU+bUef/IxTGdwrq+L/o7/m5wGwzW+5n6E8HRieL4uVO2eg64kk9rzw5DXjOzMr89pcg\nJVwQSnoy8jp7IuS/dC4KoRwROp/+SPFWYVjunNsHPYMvpKieeiAF2EOhOvEhWl2RGfq20PIC5Le0\nGHlrVYdu6NmqIKScc3sD7fc8+KjjgE/KS7ZuzlIHVPVzcojcMyoJ0TnA0Wb2kU9i0B4p0P5gZqmE\nV+admK02s/+a2ZVoAHlDhqLvIvIyjDOA9Wa2LNf91XMMR+f5c0/aAmBmG4Fi1B/9uZPZfYT6jYAU\nPydLuckomUUuaqnP0ft/UQ28LUci65IrcywfYBpSStbF9HwLImy6oHa2VvDfu8qY/9kAACAASURB\nVH+i9/+MNEUOQslIRvkw4IVmdr+ZbULhvX80sxFm9oGZ3QG8vXD0PacAr+zd5rhcvbMaATeb2eu+\nni3A/wP+bGb3+nDht83sXgDn3Ono23GxD09ebGa3o7FltuyMEeqIiJSK0BCwge1VUetR57JpyvLN\naFY7E+kUDKAiUmo3gJ+xWkR+zc7nolnbKIRvN4LvaP0P8kuoddrjXYRn0HHXuoOYDv79mQb0znVG\n1Hfsxu2AkL0A3/Y/M8zsKxwOR28c1albe1DZpgdKqXllJVuP/2LhqwVghvx8UtUY1aFf6O/WiJja\nDHwLfX/WAW2Wvznx3fKykkOonBDZA1jTiU7HFVCw9YvvnVWCvkmp/kOVcDSk9PFnAW/0GzamGVLZ\npKqkwgbnXYF9gLGeaDoZhTAaCnVb4NU7xwJHAs/7Os5B3/2X/P8XIHP3sGpqTWj9qYgkfAoqFE2X\nUVUl1QqRUmPN7Cu/rBkis15OCeu8DKm7KpR6nsi+CmUZrAiZ84qv76KB4HSqIoZUvPd75UxaOOfa\noBDCJFDsnOvjjckfdq6ARk1b7INI9VwQfo/PoDIJQUA4DQOu9KExpwI/QCRrzpmtnHO/cc6d45Tl\nrxNSgLyTofh9wGHOub875452zp0L3AX8b677q+/wfmh/QgPsn4Yzp5nZ58AfkMn7tbvmCCPkCp9B\ndDwwuDrvopC31Kmx4kTbHKp+Go1ZshmpA+CJmeFAH1eD7LYh0/ODUHtXK/gsejNRFr1aeTj5eqaj\ndvGmWHEiVSwwF7XhC5xzzzjnvuuU2bMV8uF6LaX8dDQ5cZ9Z2VZwrlnr/bP1W7aFk1Q45/b3db+c\nofzxaLz5VUqIcxvyFJERITMiUipCQ0A6T6lABl+FrPKd3bVUH74Hka/U7oT5QKd8+Up58iJQPUTY\njeBVRw8Bg2LFie5ZitcbJIvi7wNvI7VUvo06JyPFSj7VhnVBfxSGFxACx6BZ0+qy7sTQBIUhAmgb\n8MGqD948atNXnxegb8L4XA8gVpxojsLJtgGb0EB/b0SEbEbKkuVAs/cnPtwaqX9OQJ3oU4Gpe7N3\n10aNms3ftmfjvkjxs2H7PQGOpsBTuJzThu8yOOfaIuP2wOB8C9sTMakG54vM7GNkYr4JmOqca4fu\n64t+m3NRJsO5XknQDxiXLIpv9b5D3ZEqynw4Sx/geTMrCamk5oUy3p2MiM0nQ4qm81GfNxwSeg5S\nwlVk5vMqrH7AM17pEmAwek8eTjnfAeh5eCCcVc8PrK5AhuqpmfgIlQtCAj9DHlbTkFpjQkGjJjNa\nHnD4+m2b1n2WLIrPY/vQlIzhKz5U8XpEzFWUM7MJiEQ6G4XvnoXuxZIc6g2WbwN+jwaVU9A7d1lK\n2WB/n6HnoCtqw+4DHkCeVdXtr0HBE513o0HtxSnr5iFS8RznXL80m0eoXxiFvicDspSbgkKIc1FL\nfYVI93NjxYlcxx8TkS/idTUx6PYeeC8Cl9Yk/C8N/oXC3y6vQx0gtZRDmTcrYGblZtYPfTMWArei\nSeZqQyKTRfGNXy6a+SQO1+XKYWH/r3TKsFR1aTa16R6oLe5M1RDno1HSnAg7EBEpFaEhIJOnFGTO\nwJcpfG8dmkWPlFK7D+ajmflcZqtyxSxEdDXPY50R6gfGAq8DP4wVJ+rSYdvZeBp11vKt4HsPhSFk\nNTzf0fAKg/NQmGUwSzoAdRJTjZABiBUnjqCSUAt8aFYDrVcsmNa0vGTbNuQX9EW67TOgB5rYaInU\nD2tQp3p/Ks2kv7XqwzmLSjdvaIcGJkHmvfXAAZ3o1GhVp73WIeLmBTLj22gAlKuh+67EmcDaVge1\nm4NIqVc8iQ9sZ3B+MCLqxnmVUT9gkjcHH4zUOTOdcweh0LXnPanTH4VcjPHVno98eab4/89Dqp/A\nH6wLavufhioqqXfwz4wPqRoMjDGztX5ZK6RaGOcJtABX+WOryCbnZ/gvBsb65APB+e4JfAdI+lC4\nMK5Ez+Ij1V5RHf8JKPRvnZldZWatzOzgvnc+99lpt9w7o8uVwy4EMLO2ZlZhyGtmhT6bXfD/Ur9s\nnt9/c+CXftm6ULmJwM9RlsMzzay7mT2UqV6/bB+fFQ8z+52ZHWtme5jZ/mY2JDCDTzmGYNtpZnaK\nmTU3s0PM7P+FlWNmdqaZ3Zayv/PNrEEpi8zsbURwDnXOHZ+yeix6Zm/26rII9RTJovhqRLyfV12o\nv88A/TRwSo5qqecQgXtJLsfhFXgPId+j6pIJpMMTiICpi+n5l76eQbHiRM5qrTT1BGF8Z8SKE9uF\n8ZnZDDP7DQrBL0FE+XLYbqLmdLwic8X8V2ZhZqVbN10RK0609+uz+miZ2QZEwGfKhjgHZVwtC0Kc\nQz+7Q5KSeo2IlIrQEJDJUwrSK6LWkYGU8rOmXxORUrsTPkAzt/kM4ZuFBkZ1MYuMUA/h24B70MD2\nJzvAp2lHYSHqkF2ST7WUvx5TUIrrXe21dQzKvDfFzDbiaI06ouOxjGqKIHTPEHFUhjc4X7NkfmM0\nCMjZ4NyjH1L1lCLCqBkiKhoB+6HZ633effG+AkTodUShZacAr+zDPj2OKzhh4+wOXx0GPOcNdDOh\nAyKullZTRnB0xHGzV1ftVPgwtT7A5FNv/tuxiKCbmFIsRqXBeX9E0L2K7lErYKwniHoi4+0ypNrZ\nAEzxGSYHA1OSRfE13tvpTOTtVOJJoP6IXNrs1QOXIj+fIKSuC9urpC5Ak1HPhY71AkQ4VmTh895V\npwLDU0I9h6Ln66mU8/2O/z08vNCH28SAxwMSLB38Nb0OkWdvhNfFihMHIkJulM8gmjOcc+0Rmftf\n2z4TIN50+yZEzqeGyOCca++cG1CTsKEIFXgGKch+5p9foCKs6t/oWf2lc65eZxaMwLNoHJEtY+8U\nNCmRNeGHV8uOBPr79zsrzOwt5P14dU08onz433+AM5xzJ+S6XRq8iL5N36tjX+lV5OlYEcbnnOvm\nnPuFc66Lc+4w1Cbvh/o5dwN3OOcu9u3RH5Fi6W++vg+BTxeNe+DQtcveG9a4RavzkCl6LrgL+Ilz\n7lbn3FHOuZOcc98HMLNJ/jhHO+fOds4d4Zw7zTn3W+8dGGEHoqF0xiN8s7Ee2CNlIJZNKZUpfA9E\nSkXhe7sJfGz/u+Qx/MgPAj4l8pXaLZEsiq9HnZ5O5DhruavhB9jPICVKvtMTT0Gqim55rremGIzU\nRkGI1VmIDEj1LQIqVDEDkFeHIUJqC7D+i4XT9/cG5x8gkiQn+EyEHdD12IDIy6ZINfUZmiBpuX7F\nko83r1lxNJp1DQzQNwP7dqNbWcHerZt+dOC6L6hU/GRCB+B9jIyeQyF0QSTdtmwFdwC6oO/qSyj0\naxlS2QEV/kx9EFFVgAZzk7zxdxyYkyyKf4bIGkNqqopQPV+uBwqRG+2rHYxmzseH/ndUhv11Ru/D\n02ZmIZXUu4gYCEzL40iJtT60bLBfFiinHPKa+4hKVRY+W2d/4GnvNxOcbxv07D0VJp58PTehgdzY\nLNe0H/KKeygc+udxDZpgG7HdVtXAm2nf4s8jkaHYteiZvj8l5HCfwkaNxqH7OhZ4v7BRo3HecD1C\nDrDKrHulwO1hc3MzKwX+iNqJIv/ORKiH8Obk04ALPFmeqVwZIqu7x4oTuXgOvYjGKN/JVjCE/yD1\nTrwG24DasXeQ6XmtfAt9//pe5KdU0/2H6zGkliqgMinCOvwEBWpzhgG3mVkSTRz+L3qX5qG2crCZ\nLYaKd+nSdcs/KJ310B0XNmra4s/IwDwrzOwxlJzhZuQF+AKV3nugcONX0HV/D6nFDqdSJR1hByEi\npSI0BGxAHdGw2d5mNACpafgeaCY3UkrtXlgAHFOXmRzn3GTn3F9Ci2YDJ2dIZdvLOVfuZ+4jNEAk\ni+ILgSeBy2LFiXyq7HYk5qAZwrwSaT4k6X12YQif7zQPQrPOs3E4RAa8ilVMQqTiSKRSCt5RB3xS\nVrK17YqFrxZi5eXA+OpMptOgHyLGDJEwW1EmvxZIMbUMOOidF+/djDrVbdF96Y78lU69tMU1n67c\na2vrFXtveiwc3rb9SeMQKfVujsfWEVhUjWpsR6IvsLjfsDGrkJpoYjgDHZUG5xMQcdYKGO/DPr4N\nJPw9HgBM9QRRX3StE76dPQ+RV0udcy182XFmttE51xw9H8kQCXQJeh/m+P9PQtnkwhn3LkIkXmCi\nDlJXbaWq+Xw3dH0fSSGIrkHhpBXkoieerkckZSrp2Ncfw/1eCZYWnpD7DvBSauhfrDjRGSU1eKTa\n5yc9BqH34h/p9u+c64xIxYfNbHV4XUFh4eNA7MQeffjX5Fn88M/30qxFi7MLCgufSK0nQmb45/NP\n6Hm6PGXdOjT4PhCZoufbIzBC/jACOABlHK0OU1FbkItaaivqd/TyEyBZYWafIGL+Uh92nBNCpueH\nkD2bYEYki+Lv+f1fEStO7FuHetYgn6qeseLEaWa2yMwGmNmBZtbCzDqa2T+DYzezYjM73MyamdlJ\nPuw4fH4zystKj+3761Gxnrf9Z1G/YWNW+tDhT/z6R81sn+2PBMzsATM7xtd9qJn9KLRuo5n9yMwO\n8+vbmNmVZrY8XV0R8oeIlIrQELCdKsp3ONeTXhGVjZSKlFK7H+YjJUObPNY5Cz0nmWa/Grw5awSe\nRmFxP4kVJ3Lu7O0qhNRSx8WKEx3zXP0UoEusOLGriNbjUed5glfNnIAyCFUXetcDZXcLSKcS4O3V\nH87puHn154XIW2pCrgfgwxf7ILXVFl9va0RqfB3sa8u6VSvXfrro24jIOwCF+pX4sqsPbtf9sC9b\nb15VXpDVXP1Av01GI+wKKEPf0WTOcrbD4EPuuiKVVE8U9jY5pVh/4C2Td9cA4G2TyXUcWIlI/lNQ\neMaL3j/sHGCa9+o4DhF8AVEUmNe/EKq/ebDeOXeM3yaskhpKVZXU/n67UeZNy72HVT9gZGhZIXC1\nP+a3ghOKFSeO9+f9SLIoHg7nOwWptB70M/bBdWrl65lsZguzXNaL/fn9N7zQJ+y4wZ/H1Cx1VIE3\nNb4chUZulx3TOdcE+D6axEmmrGtfXlbW/+A2bd0hbb/NfgcdQs/BQ/hu0e8Ly8vK+kehfDWDmb0D\nPApc6JzrmrLuE0RadaPuJtIRdhB8YpSZwEXVTXiG1FLdYsWJozKVC2ESCvu+sgaH8zgas2c1VQ/D\nlGRiDHCZc67WhBLwGPoOXl+HOkAKpJkoHDBffa6XUXjg9w/oeEr3KPS44SIipSI0BARZi1IbsPVp\nloFmr1tV8xGJPKV2P7yPPpj5zCD2LlJIRCF8uymSRfFyJBFviozPG8Ks9esoU9nF2QrWEK8gpdF2\nRqQ7Cef738/63wNQaFxawsbfq0GIIAGRxOuBRisWTGtRVrJlG/Kmqok56akofKwFUvCsQ2TTPkhZ\nswY4bNHYf69GSt2D0QC/G/LmOaX1YR0m333RAv414J1fJYvi2cLsOvjf71VbSjgSPae5qqryiV7o\n+k5FKptZftYbqAhlOxoY7//uiAzO90Qk1jj/rg0CFviBUndE6AUKpvPR/Z7rFVXnIkXVau+lch66\nn1/68hejELmZ/v90KqmLEWEYNu3+Dpq4Ciuc+qIMeo8EC3z/4Tp0vSsyDHpi5zrgTTObnXKdvoOe\nm0eoBs65AxEhNzLN89kfhYr8O0WJlgtuROc7PMP6oYgUvDdNuGA7gBatqnLSnbqeEvyZy2A7QlWM\nQl5ht6V6SJnZLERaXeyc67krDi5CThiBJktOyVLuFWTOnYtaqhSR0V1jxYljcjkIr757BhjoM4TW\nBI+j71etEwd4P6wHkPdkrfvEvk27D323b6xtPal1Lhj1f0/M/PdtZ3y5aObrRKHHDRYRKRWhISAg\npVqmLF9HZqWUIz1hBVH43m4HP4v9HnkipZxzl0+4c9CMib8577yXfnfxg865x/2seyrOcM7Ndc5t\nds7NiLLqNDwki+KrkHlmd+QlUK8RUkudnKOHRa71rkWGqjs9hM8P9PshH7fAsHoG8EQ1oWpBWFi4\nH7Nw46rlJ3z18fwmSOmUzdMnFf1Q570MfUP2QN+TrcC3gHWlWzdtXPnu620QWXYI+g4Z+t6sPvmq\n3x4KfLm5aVly++q3QwdgWTXhiWF0RATZhzU6o/zgLOCNfsPG7IvIiVSD8/5UGpwPRNny3kDXE2CC\nc64t8nAL/KDOBd4xsw+9b9PJwGj/fPdC5GBgTH4mUq2OhAoj8S7AMyleUouoVEkdiAi0kWa2xS9r\ng0iyJ70aL/DCGooIsMWhczoTEYEPpZBD5yJi58HwBfDnNxB4Igci9Cr0XI0OL/TKgctRlsIa3Wfn\nXHc0cH4gUIClrG+HiL+ngjAU51wL59xjzrn1eCJt03rZZi3/6EOGntiOUQ/8I6jiQ286vMk51yG1\n/gjbwxN/f0VE4R1pfH2eQ4rDH0bKjvoJH7o2jywJRkJqqa45Zqp7Ffm+XV2DybAXkPr3mhzLAwpH\nAx4Gejrn6tJHfgV4G7g5VpyodbKNZFH8K2T63ytWnOheh+OpwIp5k/9dsnbFgT/8871R6HEDRkRK\nRWgIyKSUWpdmGaizB5nNzr8GmsWKE5HJ5O6F+UCnPKldGgG/Ova8H15z/CV3vOUKCtuij3oYDknw\nf4wGVF8CL4SNTSM0DCSL4jORcuK6WHHiyF19PDngVeS9lG+11BSgQ6w4cVCe682Gk1Go3osVPjjG\nZIwZ1WwThO6VIVJoC7Dsi3emH1yyaW0ZCsucV832VeDP+XjkG7UZKS8L0ATGGkRMHfLhS8OXYeVN\n/PIPUYbO14Fue7c59pXCJs1ORZnfStPsJhVPAH/O8RA7Ah9ilGQtmUd4sqUtCt3ri76fb4bWhw3O\nG/u/J/QbNqYcqd2meYPwwSiD4Uzn3FGIoApUUuchImuq99gZAswys098mN8FwAwzW+bLX4I8XF71\n/5+IlFphldSlqI8QJiavRGEzYeP8c1BfoSKMzvcNrgBe8YPS4Fz3Qe/cmNCxhM3Nl5HF2N5n+DsD\neCwgy0K4HD1zj1VXR5o6m/n9v0lI1RVaXwj8ACkswxkI70bv0eCDOvce2qhZy63LFn/Aso8+oGnz\n5pzafzDjn3gEV1AwGb0T/wR+ZmbZw00jABUp6P+ICM5rU9YZMpH+GPhVOFtfhHqFZ1AbmC37WqCW\nyhpi59upx1C7npPyyBPpjwDdvTdcTfAyIu1vqoPpeWBWvjdqX+uCKWgS45a6hvEFocfX3/n7wp6D\nh0Shxw0YESkVoSFgM/L22CNleXWeUpDZV+pr/zuSde5eWICekTZ1rcjMHjGz5EHH9xm731EnrWnb\n69LHgAHefDeMu8zsZe8fchXyiDl/uwojNAQ8jAaVt9d3wtrPyo4ATvMqk3xhJiJ3euexzlxwEVIB\nPZ+tIFQJ3StA5LABq8pKth3wxYJXG1t5eSkwNk2IUnXohwipcqTKLUekhkPk1xflZSW2bPb4g1Dn\nvg0iogt9+dUnXX7X4YgsSfVbSg9jLcZHWcvJEP0YdoGfFFIMrW0fu24eIpxeTiHcwgbnvVGIYRIN\ntA5ABud7IvVTwpOO5yCfqZmx4sRevt4xvt6TUfhaEMZ5OiIsA5VUG6RqfMbMykNeUu+hWXx8eMuZ\nwAgz2+qXdUT+UMMDHyjvlXUhelbCmZWGoAmvR1OuxZWIrHwqZXkfNLi8P+wxlQpPXn0XWEzKM+JN\njwcATyWL4l9vv3W1GIr6QvdneObPQ6TIPaFzb4lIkp/0GzbmleMu/OmALlf/diRQ9va0ydzYpytT\nRj0DsNLKy5ui9nGmmf0jTf0RqoH393oQGOycOyNl3Tbg96gN+5VXjUaoX5iHLCIuqq6QD1F+Eqml\n2udQ7xzUb72yBpOpr6K27jpP2OcE3y78EziMumXR+wyRdOfHihOH16GegJBtQt19qtoBHHNyVdFV\nFHrc8BCRUhHqPXzjtYHclVJB2uZMpFTghRGF8O1eeA+lYa5zJjXnXBfn3AsT7hw0b9Jvzo99NPXp\n//Orwh9hQwoJ/WO2xh9Dvg2oI+wEeP+fPwH7U/dO0s7AZKQ8qbajXBP4zEDTgT47y18rpLT5CHX8\nc0EH1BEtROSRAW+v/vDNYzd99VkBUsO8lOsx+JTffZEaahtSXzVHBMtqpJzc/5MZL35aXrqtNZVZ\n+I5DYWon79vuxOmFTZqdjNQ6GbOu1RKFSIk0M1vBfMLPqPcBJrc5/fwu6Hs7KaVYf+AtRDINBN4w\ns1Vo4PNBsij+PjItB4Xx7YPUOWM8QRVH9zAwhR+C2tF3PIlzETIgD4y7L/b7CkzAT2B7ldRQdN+S\n/jwcIpQ+RmneA1yCnp2ngwWx4sQ+/hheSBbFV4auRXsUxvhfr34JlrdE4TTTzCybMq8n8r16MEwe\n+XctyOb3YoZt08I5dyQKKXzKzFakWX8Quh6jU8zP2yFl2xuItGrf+uBv/w4NwB9G97I9+p4eg9Ro\nNQobilAFY9Gz94NUTyAf7vlb4Ai/viF4G35jEAqZ7xQrTmSzaJiGwtBz8ZYyRHy3IXuGP6CCXHoA\nKbfOzGWb0LYfocQh36mjKu9Z9I29pS79BB/G9wDqb3TNVr4aLAZ4Z3bVz+PCWRXd810R8h6hFohI\nqQgNBetJr5RKR0ptoDJrUjpESqndEJ5UWEQdfaW8Gmo8ek6GHnvBbT/vdP4PgzCiaBZzN0ayKL4M\npSzuFytO9NjVx1MdvKrkWaB3nsPtpiBlSi4zvfnAaYgIfK4GyqZeVIbuOdTmb/ti4fRWZdu2lAAT\nzSwXn6YAJyPPqGboHd+IlFuNkQrqC7PyZh9Ne6Y16uC2QwRCM/+z+oShvzoShUdN2776OsIoxRiO\n7XST8y5IgfMS8mdalCyKfxqsDBmcJ/3vNsDYWHHiYBTqkvChYwORSfk6pAYqBSb4bIcDgYnJovh6\n59zRiAR51j8LJyGFzwi/v0OQMmuEmZWmqKTe8mWOQKTX04FvFCJUjkWEkvlyB/pjedYfV4ArEDk5\nInSeDmXEW8L22RwvQ8/Af6q7kF4BczUKQ1yQsvpUfDa/HMM+w8d1CwoZGpVh/ffRRFxab5U2PS48\nEIUNjk4WxYPn62szG+dJrBPQO9AStQsRagH/3P0dhanekaqIMrMPgf9DbdsFO/8II2TBGyixQi5q\nqadQJtujs1WaLIovQpMNl/vJkawws/fQd+YKP6lTE/wXfduuruF2FfAervchsrpvbevxeBmFHX8/\nVpxIHePlBDN7v6CwcPwDw35RNvWFZ1n1+XKmvvAsDxb/sqygsHB8ukykEeonIlIqQkPBBtKTUi19\nCuUK+NmHTCbowXZlREqp3RELgGPrqPLogEx2f2Fm0w88tseL2zZ+ne5ZcoQysvgsH+3ZNdmxIuQP\nk1CH7/ux4sS3dvXBZMEEFK6cz0HMPDRw6p3HOqvDJShEOyeFiM+KFkfvn0MTEMs2rlp29Fcfz2uC\nvhW1MTgvD/3s4Y9pIyIcWq5YMG1Z6eYN+yJlzZdIETkb6LL/0d1mFjZu2hl43A9Kdhf0BRb3GzZm\nAyKIMhmcv4HIpRWIHBqIvrPTUBu5HzDGD8QHItJwI5rpb0VldrwhiGAJprwvQuq5+aH/11CpgjsB\ntddPpqikvsQrukIqqXfR/QpwBeonVISMxooTbZEa6vFkUTxsFt4bkW7/NrOK++tJucGIAFu13dWr\nivNQn+OR8EJPzF0HzE4WxVOz+WVDzB/XPzKEDfZFZNe9afyrFgOljZu1LELKs+GhbxhQ4aH1MFLx\nPAI84ZyrtcHxNx1mthn5Sx1MmsxjZjYNERpXeuP6CPUEvn0ZgcimbAlGXkVqqazeUh6PoVDnftkK\nhvAIajtr9O33Ks9HgD51ScyTLIrPQ2rta2LFiUwCgFzqCcL4mqHQ5lqhvKxs6JZNmybec/ut3Nin\nK/fcfitbNm2aWF5WllWxFqH+ICKlIjQUpCOlgtnNdOz612RQSvlGcC2RUmp3xHz0oa51rDtSO2xD\nMvojJ/x6cKel00e1QwPgVNzpnDvTOXcs+tB/SUpGpQgNC759+AcaVP8s19nLXQGvDhwFnBUrTuyX\npzrLUWjU/2fvzMOkqM4u/ntnYV8UcUUURHHHDdwXZJkGGxQQiLu4RaNRozHGJN+QhE78EpPopzFx\nxS3ivgINNoKIgriDbCKKoIZ934ZhZrrf74/3FlM03dPdMwPDYJ3nmWdmuqpuV1VXV9177jnnPXtH\nH7uINMcyg+ao6g+Z1nc4CrMueNa9BPDV8jlT25ZtWhfHSJFsbYC489YFU0V59j3Fnh8J7FnS/Jvx\n/ynECJNDsXtEU0xVtarT4F+3B7697J3Dqgpmr1dweUtdMAKoG3ZeJvuWN6Qy4LwxpmB6q2jY6AYY\nGTLOXZ99gdnOOnIOdn8e7SYO+gFTY8XhJSJyAKYYel1VEy4D6mhMFaUisq97v1dVtdxXce8rLJvF\nC2U/Hauu55E0Z2DKtqd9KqnDMCvdCC9zyrV3DfYZb62c6JQIQ4ApqjrT97pgxMISMtzzHdkzCMvU\nWpy0uD82CfL4dhtW3eYebr/edpmGyctbueOZoKrTk5er6qZm+7Z757upI3tMf/7PU8cN7dMRI6D8\n1tOHMXXIn4BfYmOGf+SynwG2haouxLJ9ikQklf3qOSwW4A5HegbYdTAZI96zzZY6KRSJZqxUGSsO\nf48phi7ONs9SVZdjhPoAEcn12T8eu2/eUMPCPMOxfnGNbL2uAvLjWD/mpOq0oapr4hUVvTFS/Tyg\nY7yioreL1QhQTxCQUgHqC1JlSnn2jFQqlvWkt++BDTQCpdTuBy9XqjoWPgVwM95XYgG4s1G988Au\nvZ9PwUkpcBdwP1ZFZG+gb1VBtwHqB5xK4m8YAXFpHe9OJozFwskH1GKbE7H76gm12GYqeDa8lxHy\nXKB3JnTFJhQ8696aeHlZ06WzJzfURLwcyyrKJeC8B0YwKZYhVYg9P8qwiL0M1QAAIABJREFUc5BY\nvXDmys1rlu6HlXZfh5Fi04AT9jnytE/zCxseBTx7+bsd70K4NYf33pVxDqAFjZq9i1n3JseKwyW+\n5WdRGXDeA/ssxrvtmgBjHUl0NDDKkTgXYFX1FmOEVxsqCZ3+2Ln1AsAHYWoDTzU1EHvme4TRcZha\nza+SuhRf0LwbcF0GfOYRN24/hri2/bljnTFV0RNJmWADsb5Hsj3vLMwS+EgW9/xLMcvMNgHpjhAd\nhOVXLcrQRjKuxb4DyVVhPVyPPQuHp1oYikQP7HL1X8oaNttj+vIvpz6IfY7v4yorisjlmBLuclVN\nqGoJpi67VkRCqdoMkB1UdTz2XbnJ2U39yxS4FyM/il2RgAC7ANx94VWswMiBGVafjE1eZKuWeg6b\nYD8/h116BVP0XpbDNt419giWYXZeLtv6ESsOr8MmY7uHItEaxWZg34dpwM2hSLRpdRtR1a991uMA\n9QwBKRWgviBdphSkr8BXFSm1hoCU2u3ggpq/phph56raTVVvd3+/qKodVLWJqp7ZoevFTxcNGxXd\nv1PX5iLSG1isqvmqOkZVj1XVxqp6eoqskAD1FK4U/LPAhaFI9Pi63p90iBWHN2MzpiFXyaw2sBBT\nSHStpfbS4SeYRW4spmh5CKFxupWdVdurupeHKZm+WfXNZ0eXrFqcj4WPT0q3fYr2BCNcyjGVlEdG\nNMeeL5uBVvNiT5RhwdntsXOzB6bUWnXswDs6AF9d9s5hn2Ikye4yM9sd+Ljbb184GKsqWlXAeW9g\nctGw0esxa+WnseLwMuyzWokpPzphgyDPLtcf+CpWHP7SqX66A6NUtcwpRLoArziVVGuM+HpDVbf4\nsqTmUamSOhw4GXjOBaiDKbzaYPYYDye6fXnaW88pAq8GvsBn8RORfTCy93WnTPBeb4ypkD5Q1WlV\nnUR3LEWYemtj0uIhGKH8IjlARI7HyL8nUmWnichpmGLskVTLnQX21sLGzZaeduM/u6lqc1U9QFX/\noardMIXUSuAkp3ADQFU/UdVGqhpLbjNAzngYU9ndlZwL5KyWEYwk/40rOBBg18AE7B4/sKqVHFH+\nPHBilmqp5dhz8MJQJJoqK3c7OAv0CKC7iORUYc6RNjHgMnf/rS7GYdbom0KRaGF1G3Hn65/YhMY1\nNdifAPUYASkVoL6gKvteqhv4OtJnSoEppQL73u6JmdQ8V2obTH/+z999/NgdJy+Z8e5kLK9mXn5B\nwVhnywiw++JVbKB6e01yE3YCRmOEygW10ZjrIL4LnBqKRJvURpvJcN+dkzEVy0qM2FiDsrmKzY7F\nwrQFUzZtAZYvm/PBHvGyzWWYPaqq7ZNxPFYiuwE2ANzifsCeDxs3rvh+4/pFX++PDUS2YNbgGcBx\n+x5z1rT8woaHYSqp1m6brzIfPIMRfpLDfu5UOIXTIRgR1RMbPM/2LW9HZcD5cVgA9lgs3+kQLOC8\nBUacjHHkzwUYoTczFIkeik0ceOHcfbHr18sCG4SRXe+5/wdg5E3U/Z9OJfUDLmje5VddglXF+9a9\nlocRQXOwHCwPIYy8Gu5rD4yo2oAv9NzhYqw/UqXlzqmyrsHUW2P9y0KR6JHY+Xk6Kb+qSrjjuhHL\nT3wnxfKmwA3Y8U1OXu5wAfb5/Z+byPG2bZWfnz8Wu4btOZefHzzndgCcbfR/sby1nydX3HMk6J+x\n79T1QUW+XQMu5Ps1rMDIPhlWn4JN7mSrtn4RG5dXSXglYRx237umGtfIM9h9d0iO222Fu1/+G5u4\nqJFaO1YcXoEpO3uGItETa9JWgPqJgJQKUF+QipTyZh3TkVKBUurHiZnYZ59JXp01Vs77eHjZ2iV7\n3/q3B3lk4ifc+rcHadSkSc+8/PyUFY0C7B5wHa57sWflbbVJdNYmYsXhjdiAvU+2s6xZ4F2MrDmt\nltpLRhE2cfAiwoEY4TS26k3oht231f2s3LTyv+1WfzujATZJkWn7VPvgZVMpZkcrwJ4fcaD1vNiT\n6zE110HAAsxuKMCqY/r/4jCMHPgCG+RDNqSU5RntneO+7kx0A9aecNnv52JZUeOTyBp/wHlvbOD1\nJaaSWoKpl4qw8xRzVfO6AG8660h/YBkw1alEwkBMVTe6qnhnYeqkCjeLH3LbbvZlSX1NpdXsKMxq\nOsIXRN4b+6ye9e13V4zUfNKzeDqryCXAhFhxeIG3oogci6n3nvKHhItIW8xi86KqrshwHk/CiM8n\n/RY/dwzXY5UckxVomTAIu3b+lcamOgS7jh9KtTwUibbB7D4jfdX2AMjLyxtRWFjYc8CAAdx2220M\nGDCAwsLCnnl5ecFzbgdAVRcBD2DkZK8Uy7/EBvy9sO9IgF0DMczKXSUJ41NLHe9I6KobNTvcG9hz\nPKucKEf4D8dI/pzC8Z2K8hlMaZVx/9IhVhxeiO33T2qhEvA4YDpm49shE2IBdl0EpFSA+oKNQCN/\n8K7zd28ifaZUiyoGkWuBPXbVQWaAGmEuNqCsqccdABHpmIjHe1039M9ydt8BtN6/DWf3HcC1xXfn\nJ+LxXi40N8BuilhxeA1GTJ2EBTPvqngDe6b3yXYDEZkoIvemWubCR2di4dI7AoOx+/B4bNC1Hkgb\nFO7u/edR2W9JAHOXf/lh27KSdQnMSrUw2zd3yrfTMBKqAlPixF37TYE1WzasLlv1zWf7YaodxRRB\ns4Fj9z/u3Jn5hQ3bYZXaFFM0LENZW+UbC00xgmtuxp0U8hF6ITtvAsVZhc4FJu7dscvpWMbWO77l\n/oDzllh1vbFFw0a3xEicMeOG9vEqJE5S1fWYEmod8F4oEt0bI7redIHAIazykmfrG4BdC16lv37Y\n5zLa/d8JC7t/zkeUXYYRhh+4fWyMXV9ve8HiTmF0GXad+M/9IEwl9x/fMeYB12EE47u+1z0yaTmZ\nw80LMJXUDLZVZYFZETsAjyaRfVXCkXsDsbD3/6ZYfgz2XXoqVTVAZ9v7BWbN+0/Sth0TiUSv5s2b\n5y9evJiWLVvSqVMnzjvvvPxEIhE853YQXMW9McBPRWS7qm6q+jb23bjO2TYD1DFixeFSrGJoUSgS\nzaQi/ABTiGZbBe51TJF7Ubb7o6qfYRMBV1fD6jkOI/hvcPe96uIFbKLiZzUZV/lsfM2oYYB6gPqH\ngJQKUF/g5SKksvClU0rlY4OLVFiDdUSzqnQRoP7AdRiqlSuVBh0Ajuq87STU0V1O9f7MycsfoP4h\nVhz+HOssXhGKRHfJwZmbZY0B54ci0bS5TDliItApFInuVUvtASAie2MWrA8V3YIN0t9GKa9is+Ow\nTCIwgmhjvLxMl82e3ETjFX5rV7bohilpEhgx1QgjprZgz449vnlnxGpNJCqwEu4LsCppCqw66vyb\nDwOmxYrDXo5cR7JTSR2GKYgyk1J2vDe5999ZOAmb6HkHs+597ghKD2dSGXBehAXCT3R/JzCS8RTM\nljRKRJphn+9YVfWq8W0G3nYDqH7Ae6q6wtnEegAjVXWLq84YxsLrN/qypPwqqU7YBMQInzKon9tH\nf7B4GPv8tuZLhSLRfTEr26ux4vBq37pFWH7Yo0lqozOw6/BRdyxVoQhnCfS34ZRZVwKTkpVKVcER\nYjdhFV5fSrG8AXAzplhLpxg8H1P03e+37Tl0AGjUaNsuUbt27bw/g+fcjsPjGHHxG2e/TMaTmHrk\nLlelMkDdYzQ2mVFlMHmSWuqoTI26YhIvYha2NjnszxOYhS4nRZ1Tlj6C2a5757KtH67f/TCmWD2r\nuu24tpZjx9NrV87zDFD7CEipAPUFHimVqgJfuqBzSG/h82azAwvf7olZwLG1pISbDzDn04+2eXH2\nJx96f35TC+8RYNfHMxgx8atdWFb+GkauZKyoIyJPYraRW0UkISJxEWkvIo+LyLciUjLu930f/Prt\npw/G7Gbedvki8oCIrBGR5SLyZxF5SkRe960zUERmiEiJiKwUkXFOveKhLzZhMALrwDalsqpaOvSg\n8l6vwJJV33x+uAs4X4Dld2QFd18IYQHnZZgSJ4GFrAqwrmJLiSyZ8e5emB2tACNZvgKOPuCEHl/m\nFzY4EM8aJhRgg/ZsSKkjsedWNtXWjsIGPjvzHtMD+KZo2Og4RmC8nbS8NxZwvhI7h+8WDRu9xb0+\nyVlJ+wJzXJZTT4zkG+O+NyFgrBvEnIWd19dc2xdgx+sRjOdj/VRPRXUsdk6ejxWH1RE1l2Ek1ccA\nLsuqP0ZkrXSvNcOUUzFnmfJwJTax5b92m2JV5t5R1Xm+1xthyqePVPVTqoBr41Jggj8o3OEn2Hf0\nqaraSIFzseP/dxpC7CJgH+CBKmx7l2O2vTkptp8PUFpaus2LCxcu9P4MnnM7CKpaDvwFm3T9RYp8\nqThwD9ZvHZqGuAqwE+GzzIdDkWjyZHkyppKbWmossJocquqp6nfYM/QiR+ZnDVX9CrvPXy4i1c7O\njBWHP8GUYdfVpIKew1uYyvSWWpxkC7CLIyClAtQXePlRqSrwpVNKQfqwc69CUhDguXtiFkY41nhW\nUVXn5eXnv/XYsN/EJ418lZVLFjFp5Ks8HvltPC8//62g9OyPA7HicAXwN+y6qpFEfUfBKVomAP1D\nkWiDDKvfinWWH8NmWPfHiJIfgAuBI1H9w8IPXj9iweRXrvNtdxeW6XMlpprZE1OmKIDLBHoOm/0/\nAiO+XsPIHg8XYqTGZDySQ1mSbkddVZ/eVOY/JYAFy+Z80Kpiy+YyTFmTSbnix5GYMqQQU8wmMJVU\nhXut0cLJr61MlG/Jw/J7vsPIkwTI6iP73HgY8HGsOOyRFu3ddtmQUkcAX6FkY9s6EpiPksuxVRtu\nQNIFu4Z6Ys/Xj33L21EZcN4FUx6NxQLrWwOjRaQ9plIdJSL5GEE1SVXXYOqhhm49wax6n6nqQjfQ\nPg8Lq9/k/u+LKazWJamkPFLoROwcPesjYga536/4Dm0QRiw+770QikQPx0ix/ziCzMPFWJba00mn\nZzA2yVVluLlv3QYkWeQcMXQ+8HKS+qxKuEHmNZiibHqK5e2x79QLqWx9XrU9rIKk36bYRESeEZEN\nmNpt1apVq1ixYgWxWIx7772XMWPGxPPy8rY+50Rkuoj8Mdt9D5AdVHUZcB9mh91OfeMqrUWw58+v\nami1ClA7eBN7JlWpTnJqqeeA40KR6NGZGo0Vh8uwCZszXVGIbDECu89lbf3zwbvfXVmNbf14DCPd\nr6hJI+6cPYCN74bUcJ8C1BMEN7UA9QXpSKl09j2vMl+glPpxYg420KyVXKlEPH5JaUnJ2w/ceTPX\nn9uFB+68mdKSkrcT8Xi2M18BdgPEisNLgH9hgcnd6nZv0uIV7J4Yqmoll/VTBpSo6nL3U6aqf1TV\naar6nao+36hF6zdXfT3t+FAk2s5t+nPgblUd6ZQkP4dtcpT2xzrqr6vq96o6W1UfVtUS2JqLczTw\nrqINMUIsU0D5iZiVTbF+y6pNqxbts3rBF41A12CzqrkghJEGHsGVh9m9SoHSRLyiwQ8fR1sAS93r\nLYBvgSPanFT0VX5hg/2wAYCHH4Bit056CIKROtlY98BUQalULTsKXQFt2faIydj1PdFVm/LgDzg/\nD/jKKYHCwNxYcfhbjEhaBXyIZXbtDYwMRaL52GD7vVhxeBVm82iHVbjEtVGAZbV4/zegUkV1LHbd\n+FVSl2J2tWkAItLabfeau749q2hf4A1HjHlKuWsxhZ0/L+tALJPtJVVd7Xu9Daa+ekVVl1Z1Ah0p\nez6W+7Q6afF17ty8vt2GVWMI9p3ajhBzxN8t2DX4avJyh74YGZps2/s7Rsz1xSrBJVQ1Pn/+fKZO\nncr69espKyv7KJFIXOLe6wSMcHwix/0PkAVU9SPs2rgqVfC0U/n9BfvuBHk7dYxYcXgtpjC6IBSJ\nZooC+RC732TbZ5wI/JccyB1VXYtZe8PunpU1VHUdpgbvKSKHZ1o/HRzZ/izQOxSJdqxuO66tZZii\n9LxQJNqpJm0FqB8ISKkA9QXpKu2ls+9twAYw6UipjdiseEBK7YaIFYc3Y3aDWiGlVHVNvKKiN5Yb\ncx7QMV5R0dsb5AT48SBWHJ6EKUluyDHzYacgVhxeCkwCBvgLQ2QLEblJRD511rwNm9csvaB0/coG\nQFdnjdoX+MRb32VSfOZr4gvs/MwSkZdE5FpXQc3DAIxseA5lHTbgTg6CTkYRZvET7L793+Vzph5Y\ntmldApjohVlnA2crOAvr/3gKqTj2vGgKsOjzcevKN29oiD0/vseIlXJEVh9x3vWHAVMcAeNOAqUo\n0zNkYgG0de+ROUtIaI2pj7LOHaoFdAc+PuW6vx+OHfvWynBJAed7YwPjsaFItC2WsxR1ip5zgDGu\n2tz5wCxHXJ3htvMImQsx1dMs1/YFwHhVXeOscv2woHKP2LkYu6d7KqmTsXwuv0rqYqwqlmf3AyOu\nSqgkt3D7cgQw3IWte7gWU/Bt3d6RXz/F7DR+9VU6DMGU2tsQT6FItDOW1zXcKSGygqssWAQ8k+Z5\ncz6m+vunv8Kf733bYAPbUbHi8Gxfu02Bq4FfYmRqN+BPWKbak9hz7l1HUHvvexWmevsu2/0PkDOe\nAeYBd7r77TZwSrnHgX4i0mNn71yA7fAaZvuuchLIp5bqFIpEM+adukJO/wFOyJGQeRO7V1WHtHwL\nuxfUNPR8NEbA3eQmI2qCMZjz4dYsiL8A9RwBKRWgXsDN1m4htVJquwe362huIA0p5R4Q6wjse7sz\nZgLH1KbNSlW/VtWxgWXvR4+HMcXDnc5atqvhZcxalVPlPBG5CLMoPobZt44Dnqwo3VQCdC1olDkm\nQlUTqlqEqWpmY+HLc0XkYDfA74cpkIzYUipQ4unaczbEEKaiiQPliYryNctmT2mp8Qov1yMXnINl\n74j7aex+bwLKVbXRgvdfKcQqrDVzy78DOrbtct78/MIGrdlWJZULSty22dw/PKXETiGlROQQzIY4\nHvvsv4kVhxf4VvEHnPfCJnbex8iLdVimVwg7lzER6eiO4Q13D+4HfBErDi9wldw6YWoixUiX5lQS\nR72wgd6rAKFI9FhMoZOcJTVDVWe4/W+D5WG9rKqb3WvtMLLlee81930dAnwSKw5/4Tt+jzR6IskK\negqm1MsYbu4IpDOAp1V1qyLJkcPXYhkpaStMpmivAAs3/4oUakKnyroMs69uZx1Nsu09k7TYs69+\nhhFTS7H72lfAWlUdC9wPXCwiDUSkECP9hme7/wFyhyMW78GI+18m50s5jMYstDelUlQF2Hlwodzv\nYpNAmfoCH2GkT7ZqqanYs+LKbPux7h71FHCKiOQ0KesmmB7C8hGLctnWD0eoPYg9T7KuBpymLc/G\n15LAxrfbIyClAtQnbCS1UqpZmhv2OtJnSoFZTgKl1O6LWVh1rf3rekcC7F5wGTT3AAexC3aUYsXh\nH7AO7aAMM5VlmC3Iw+nAFFV9RFW/cAqXDhVbSjYCe3X77YvtgGVYnhAAbkb1xOSGVXWqqv4RU9SU\nY/andpi6ZVwqVUcadMbOs2ezW7nym8/bl6xalIcpCjKprJIRwsgtL+A8jhEpTYHNK+Z+tLl07fLG\nWC7GYozAKkfy1nTsdc1hWJj3Dzm+p0FZifICyuYs1j4SWIJuY43ckegOrD31hvsXYJ9vuoDzNRhp\nNaFo2Oh8t11s3NA+Ccw6956zgpxPJfl4NPa5e+qhAViA/FRHvPR32y11VeQGYEHjy936l2BB3J5C\n7wzsWnrWt3+XYQoBP3kzxO2DP0S/D6bY2mpBc/uwHWnkFFzXYcRNldeZIw+uxdRc7yYt7ovlGz7m\nBlnZoh9wIPCv5PByXzW+tWx7HpLfN5Vtz48LMGvsP1KQbqOwycD+rq0C0lsEA9QSXED/37F756AU\nyxUjEOcCv3MW1QB1h1ewCe4qLf0+tdSxjmivEm79pzCF/qlVr70N3sfI5WvTkJppoapzMaXzFbkG\npvsRKw5/jamcLgtFoq2r246InDNuaJ//blzx/UtYqHxtVdUOsAsiIKUC1CdswNkrfFiPDapSVcNa\nR3r7HljnOlBK7b6Yg1lygodYgFqHs289AZwfikS7ZFq/DvAiRsieWcU6C7EZ1YNFZC9sVraziBSJ\nyGEiMgzokqgoK8XIqK7AP4Hfisj5Tg1zP0bue0HnJ4vIb0TkJBFpi9m0WmPfx4uwfsdzORxHb0yh\nk4cRSN8tmzOldUXZ5jIsJyhbcotQJNoBy2kqcD/52KC7DCO9ms2f+FwcG+i3cOssBjocdEqfhfkF\nDVriC8vewaggd8KtWnCkTFdgYosDOpzt3nuSb3k7KgPOT8cmh8ZiSrxGmO3jFOxzHuWupTOBUW72\nvR+WefS5iOyPkUpvuGXnYCSRZ43riV1PL0NKlVQeRlJ9pqpfuv3r4N7vOY9YEZFOmPLpGe8aCUWi\nLbDqd2NjxWF/IHgYRxolkT8DsYmNR1NVtEvCORjxNty/bigS3QO77sfEisMLM7SxFSKyL6ZMGqmq\nC1Ks0g04HiOsSpMXhiLRAzDb3mi/bc+H+dj36XJMSTZfRPbEBsDA1qpvz2A2v6uwIPV05FaAWoSq\nTsPu4Ze5azl5eQWWL7UFKHaW1wB1AHcv+QC4MAu72sfYdy8rtVSsODwDmA5c7pSPGeHuP8OBQ6he\n9uWT2PO2RmHlmP2wBLg+2w1EZKKI3Ot7aQqwf7O9D3oZU14HNr7dGAEpFaA+IZ1SihSvgxFWVSmh\nAqXUboxYcbgEm7UOSKkAOwqjsU7mbaFIdK+63hk/HGn2KfCTKqT/f8cGpnMwu9pbmIXqBSyYtRUW\n7A4WvHpGp8G/vhcjlZ7GOuIbMUuXNzBeD5yN2eq+AoYBt2PKmz4YOTEzm2Nwnc+emM0oAWwqWb2k\n0epvZzRGdQXbKmCyahKbwFD3k8BIlUJg49rvvyzfsPTbZphyaiWmkiqVvPy1hxUNORSYECsOZ51f\nVSMoT6BZVXqrDXQGWkh+wTvY+Z4aKw5v8i0PsW3A+YyiYaMXY2TOh7Hi8ApMSfOlqs53r5cB412m\n0cnA627mvx92jYx3s/gXAp+4CnwFGBE0SVW9aowXY5YXj6A7B8vm8lsoL8cqR74DW1VEQzAl3RTf\nehdhn+1WYtFVHLwYq/K30Pf6/m7fXsuUWeYUVVcCH6jqrKTFV2DXWdaWT7f/N2DnabvtXEbbtVie\n2ufJy93g9Rektu15iGMk9GHAShE5BhuMJltpH8cGtiGCgPOdjecx9d6vRKRV8kKnSIxgkw+35aqK\nCVCreJnMk0B+tdQxOWRFPYPd87K24zvCfjKmeMqJxHHX1Qgg5KzW1YJ7hjwGnBqKRE+pThuqWqGq\ny302vlbUnCwLsIsiIKUC1CdsZPtMqapIqUz2vUAptftjFiaVDjprAWodrqN0P2ZP+2W2M5k7ES9h\nndmU0n+XkXaGqjZV1Xz3/zWq2kpV91LVn6vq71T1RMyS1KRs49r+GHl1sqq2Bn6LZU9949qcq6q9\nVXU/VW2iqkeq6kOYHe1gIJqF6sTDyW7/vTDq5ctmTzmgfNM6xSyAK7M9EY7gOhcjJRLYZ1aOqYIA\nms2fOKIEy5Zq6dZZDrQ/6NTzf8gvaNAEI+t2R/QAvun5+zcaYXaxrda9pIDzA7HPcQxmyTsICzhv\nh5H/I936vbDPpwSzh60HJjkCqAcw2imaTsU+35fd252Lqa1eAnBWjWOB55xKKh8jkD7ycv0cmXIS\nFnjuESpnYmTLk9615six84CXYsXhdb5jv8z9TiZ/rsP6EC+TGRdgE1xP+V8MRaKHueN9NlYc3pBi\nu3Q4HSMKH06lgsKUBwlSVONz6It9Tg84q3EqXIWRduOAN9zv99m2aAGq+g1GPs9V1U+SGwmw4+CU\nhH/HPutfues/eZ2Fbp3TyD6rKEAtI1Ycno99dwZl0d/8BHteXpJN39RZ4SYDl7qMxWzxFDYG6p/D\nNh7GYFmKN9SQ7JwCfA5cn0nhJCJPYpMOt4pIQkTiInKl+7tFrDi8eMZLf/1hwp8GPrh3x84/E5G5\nIrLJFVRp7NZdICKrReR+/367XLy/i8h/RWSjiEwVkXN8yw8SkZFu240iMlNEetXguANUA7taBzpA\ngKqQSim13v1ORT5lsu+tBfYICIvdGrOwQc6+db0jAXZPxIrD67FBwTGkyP+oS8SKw19iM+1VqaWy\nwrihfTZ/+NAtx8wd88hzWId1Xl5+/vuYeqIdmS15l2DqpFyse30wJZMAFYmK8sXL5kzZMxEvX4up\n1HLBGZhFyws4LwAaYqTU5k0rFyVWL5jZAlP4rMVUUpslv2DtoT0uPwQY50Jtdys4oqgzliPSEyPi\nZvhWOROzzY/DrJRrsMDeMFayfAZGgqzC1HXnYpNHo5xdrjtmISvDPk/FiCzBvi+zVPVLN+AehKmN\nvMyuZJVUN0yNMMLtu2Cz5vNxiiintroCU1/5VUtXuX0c5Tv2QzAF0AhVXe97vQuWq/VYGlLIf/72\ndPs92qfuwn3frsOqN75VVRtJ7TXBqv19pKofpVh+CvaZPOLfZ9/7era9UbHicLJqy2vjJIyge0xV\nB6tqc1U9QFX/oardgIdFpLdPJXEAQcB5nUBV12LFJ44iDenkrpP/ABeJSJVKnQA7FC9hEy8nV7WS\nTy11NNlXiH4WK17SO9udUdVlWDW+C52lOms4gv8hzM7bM5dt/XDH+hA2FstEmt6KZfo9hvXZ98eU\n1VsnsZbOnjI9UV6Wt2XDmt82bLHXpdj9+1wsr7AXdn4uw4j7gb62/4VZzAdj5/xlYKyzfgP8Gysu\ncCbWl/s1lVXfA+wkBKRUgPqEDeSmlFoPtKxiMLYWuwk1rp3dC7ALYjZBrlSAHYxYcXgmlv9xSSgS\n3dWqIb2EVdraLow8F+Tl54+o2LjyoKt/F6HDMcfRsHFjNJE4E1OJdE9V/cuDywEKAd+UU94a4aRM\n7xeKRJtgJESBe2nNqvnT2pSsWpyHfa+3sy1lahK7F5RhCqmE+ykZh0BeAAAgAElEQVQAGs1/9/mN\nmoiXYerZCiw0+6CDT7tgUX5Bg4Y49c62B0YbhF8ibGetqUfoCuj+x3X7ELNdjk8K4+6FBZyvwzr/\n44qGjW6BKTPGjBvap5lrYwxm/Tof+NANiM5zbYxxFpIwpqDagFXfO4zKLKmzsEHIi7BVJdWJyiyp\nAsx+N8WXsdQZUwQ941Pf9cYGNE97B+BsMqcATzlyzCO0rsOIta3h6C5o/adYjks2lfIuw66nF5Ne\nP8ft26OuGlW2uAyzmD6SvEBEmgI/w2y57ycvd32dW7FrN6Vtz4UX34J9f8YmLWuVn58/FrPdjgHm\nicgc7Hw+lcMxBKhFOHL1P8BgsSqRqfAKlgN3m2+gHWAnIlYcnoM9mwZnMQn0KWafvTRLtdQirDLq\nYPdszBYvY7ljl+ewDQCqOgez7Q+pYej5Uuz+eEEoEm1Xxfutx57PJaq6whW62PbeqQlVTcgxF94+\n65w7nj5BVSdj1/4ZwNVOqT3G7fe5YCoozM49SFU/UNUFqnovNpFxlWu5LfZsmaOqC1V1jGs7wE5E\nQEoFqE/Yzr7nKsqUkV4pVUB60mmN+x3kSu2mcJ72BWQ/GxUgQHXxAlYN6VehSDSZPK9LzMAGmdVW\nS4lIx0Q83uu6oXfnhS+/hnteGctz0+Zzyz3/BCNxMimITgTa5JH3RgEFV5Nd+OopmF1MMZJo2dLZ\nU/aq2LJ5C/BqDhZAQpFoW6ySVaH7KXDtlgIVWzasZsWXU5tj1r2NmLpyU15+4boO3S7tgIVUr0rR\n9FEY+ZBNNb1dFd2Bj4+98PbjMOXYBG+Bs+UdgSl9ulIZat4LI2LewUqHC5bvdQLWuR/pbCZ9sByu\n9ZiNrSlmFQNTF32LhZ8LNoP9iav4CJUqKU8t1BMLRE9WSc3CSDNPZXQRMEFVv4OtRM012HfAP8g4\nHZuseDwpLH8A9vk/kukaE5H2br+eV9Wts+rOpnIV8IELKs4KInIods6eU8tMS8YV2Dn8t3/fRORR\nEVk1bmifijULZ5+CVdvbTuHlztmN2GTc/cnHl5eXN6KwsLDngAEDuO2227yXjxSR+S5nJkDd4VXM\n9nW7pKi25z7LBzDL1f84BV+AnY+XMXVRlX1OR/w/jz1Djsuy7eex8Uy/bHdGVTdh98xu1SQrn8QK\nglyWacUMeA3L/ft5LbhTSprv2+5RrMjMkVgRloWq6n8OL8PUzmD3+XyMZN/g/WCTMN45eQArGDBZ\nRP4gIsGYoQ4QkFIB6hM2As1S3NDWkz5TCtJb+LxS28HDe/fGTAKlVIAdDKeG+DvWabx5V7EFu87v\ni5hq4+hqNtMB4KjO22aVHt1la1TVoRm2vxSoeJM3pwNtSFJopMEFGEmiQEXJ6iVbVn/7RRM0sQSb\nMc4FRdjERRxTR3mD8UaALJzy2qZ4+ZY49iwoxZ4dBx58er+l+QUN8kifK3Q48B2agZQS9kUII+xS\nVYOcfa09dj57Al8kWRRD2HPSCzj/uGjY6LXu9YnjhvYpxdRP7znS4nyMSJqNkXUtgDedNa8/8L6q\nLne2sOOAl91g+nSMzEqnkmqAVc2b5LP2nY3ZRp/2kSsDsM/Unw/VDatCNdxTgLn2rsZIsK2KOxHZ\nByPL3lRVf3W+VOfOI7sWs/31PAjrk2QdDO7UhDdhFTFHplh+FPYZPO0nrFzuyRWtDjnu8rNuf2Js\ny7aHP5/OtoedszMxUmt1UvsdE4lEr3A4nN+pUydatmzJH/7wB/r374+qHl/dwGOX87Im85oBqoK7\nxu/D7k+/dsrB5HXKgD9hY7vfues8wM7F59g98CdZrPspluuWbbbUSsy23j8UiVYVTbLdppgi9Jpc\n86FUdQ1mNexdEwVerDhcgVnkDseeHzVBOWZLnAfcKvkFee41P5RKjqMZNrF1Ivbc8X6OxJSlqOpw\n7Fn4DDZe+EREbqrhfgbIEQEpFaA+YSPGdid37DeQXilFmmVQSUoFSqndGzOBfUKR6D4Z1wwQoAZw\nVcgewAbZNe141SY+xRSD2XSUU2E+wJxPt424mf3Jh96f36Tb0A2eugGz+tDnVKxznKpE/VY4pVlX\n7H4vwOplc6buX16yXrHsnqxVG6FItBBT6XjEhT/kPF5RWiKLp09ogk1ubMZTSRU0WH/IuRe3x7J5\n0r3f4ZgCJxNOxCxhuxq6A2vP/MXjyzDCMl3AeQeswz4WCydvhVVXPBlTL40WkbZY4PgbRcNGg5FQ\nHzvbyRnYrPVrrvlBGJnzgRsk/QSY7rOAXoxdr94F1wsjDJ93+1aAEZ0fq+pc91orTEEw0gvAD0Wi\nDTHbymSXr+ahvzuG5Jyka7F+RrIVLxU6YwObJ/xKq1Akup9r//VYcXhZFu14CGPn+V++wHbcsTXA\nLHdzMVudH4cCSzoP+fPZjffYZ0lefsHTpICItMasf++p6vtJy/Lde3PwwQdvs127du3871MdCL5M\nmADVh7O9/gX7rIakWWc1Rky1B34eVOTbuXDE90tAp1AkengW6z6HkSPZqqVexp5hWedXuvvJE5h6\nq8q8qzQYjWXj/awm15Mjy8cDQ0KRaLpxVxn23M/UVgIrMrNPq/adMlUxnOba3FdVv0362ToJo6qL\nVPVRVR0I3IvZuwPsRASkVID6BC8/KlWuVLpMKUivlNqIsecBKbV7Yw7WKQ7kuAF2OGLF4anYwPG6\nUCR6cKb1dwZ8HeXjQ5Fox1y3V9V5efn5bz027DfxSSNfZeWSRUwa+SqPR34bz8vPf8urhJYGpwP7\nHMZhY7AcorFoxkHqaVi4MkBFIl6xeNms91slKspWk3vA+SlY+KxHcAlmX2oAlP3w6dgt5SUbFHsO\nePa9A9qdMWBFfkGDOJVEyrYQGrt2syGljgC+RakyNNu1uz/CdiqI2oYjdroCE5u02q8rduwf+lbx\nAs5jmEJnGaYCCAOzYsXh77CA8y9dhba+mCV+MkbCtQXecIOYC4FpqvqtI69OwyyYCYzcaU+lSupo\ntlVJNcQGYO+o6mK3bz2B/bCcHQ8XYwOaV3yv9cee/1uJGhf4OwgYpaqLfK+f6PZreJINJN25uxqz\nxiZXpLsK63tkU7XPv0+XA2PTZLMNxnKd/unOmbfdkxgJftC4oX1+/fYf+/UaN7RPQkQeEJFlIrJZ\nRN53OUS3YiqbmWLVrHqJyKciUoqRhr0BJk2axH333cfdd99NNBplwQIvvounXZu/Tdr320RkhqtY\n9b2I/MvZKHHVrZ4AWkplNa2h2Z6XANtDVedh5/QCETk9zTpfY9fFuVSv8lqAmuEDbPIlG+Loc+wZ\nkm221AbMyhnOcaL1Mywn7+pUKruq4Eith7FJmO65bJsCT2Kk2jVpli8EThGRg919MQ97Zm+HWHH4\nB2BE4z33OyLPch9Twn0fngOeEZH+ItJORE4WkbtEpDeAiNwnIkVu2YnYd2dOdQ8yQPUQkFIB6hO8\nzIZUFfhyJqXcQG0tgX1vt4Z7iC8ksPAF2HkYDiwB7nRqjV0BH2CZDoOrs3EiHr+ktKTk7QfuvJnr\nz+3CA3feTGlJyduJeDxTRZ1LgdIJTNiA2efeyeLtBmDWvQRQsmr+tD1KVi/Ow2Y8c+0ohrC+jhdw\nXuF+NBGvaPDDR6MbYhMbZVh1o415hQ3Xtz9n8MHAm+7+kQqHYZ3luVnswxFZrgemcrgyy3Vrgs5A\ni8LGzd/FBhqTvBBwBy/gvAQLIX+raNjog7H7aNTlTR0LjHIhuN2BMapajimWvsYUccdh9jmP3LsQ\nC+Ke6FNJeQHBYOTSQioJsjD2fH8Btiq4LsKsfAvdawdiFs2XXIYKoUi0lXuvUS5o18OVGDmzVQ0l\nIoWYkm0mKQLEUyCE2VCH+3OZXKD66VigemYCshLXYWHE24WTu/M80B3b90mLb2nQbI97Cpu2LD3t\nxn/eofGK47FKbf0xkusETMX4DvZ5/x+V+Wf/i1WYOhIj10oBnT59unbp0oXevXvz2Wef8eabbyqW\nU3SGW/9PYtUJPcSBm7FsnCuwwdw9btkHwC+wvphXTevvOZyXAKkxGiN/bxWR/VOtoKqTsImIIUmf\nV4AdDDe2eAU4papgb9+6z2PPiOOzfIuR2Hgo07N3K9x9ajj2Hcy6gp9v+1nAe9j1VO3MTJcv+ATQ\nNRSJplKH/R27p8zBsioPomql5RvxLSWrGzTbYx+XY5gOQ7D769+xZ/Fr2D3Ru6fmAw+69x3j1gns\nezsZASkVoD7BI6VSKaW2s+g5D/Mm0iulwGZ2A6XU7o9ZBEqpADsJbnB/D6bmuLaOdwfYKnd/iSw6\nyqmgqmviFRW9sRDX84CO8YqK3i5zIiWc7ejsPPI+a0vbs4H30arLLLusjLOonCFdvXTm+63iFnD+\nsp8EyIRQJLovZjfzws0LsM6nAqVLZ06qKF23Auz5sREjYPZtf+aFq/MLGmzBcivS4Qi3fpXZQwgt\nMNVXZlLKqvjtk9W6NUcP4Jtzf/N8K8zK5rfutaMy4Lw79jm8jX3uqzHCqI/7eypG0ggwNhSJtscG\nV2+4AdeFWMbKFy6guSvwuiOvjsNm319UVQ1Fol7or6eSaowRMm+7an64922JzXx7uBJYiVkKPWxX\nFU9EjsBIk2c88srhAmywlk24eVOMaB3vC2UnFInmY8TWl1gVtKzgVExnAI8l7ZOXM3ULZnV8JXnb\nomGjN+5z5GknAfHm+7X/F0Y43QDcoarjnLXx99h1v1FVp/s2L1bVCa6S4QaMTIsnEol3xo8fz5tv\nvkkikUBVS4ETVPVrVX0KU3Wc6zWiqg+o6iRV/V5V3wWKccS3+4zX2Z9WTUtVS7I9NwFSw12j/8TO\n7V1VZEc9i+XB/cpVIAuw8zAJWMGOUUt5pHq3UCSa9efqSPxxwCXVrKY3HJssurQa2/oxAeuT35hM\nJLn7zBmq2lRV81X1afd7vVv+tKpurXYbKw7Hjx14x0Vn3/7EZGxCw2vnKlUd4Ps/rqp/VNUOqtpI\nVQ9U1YGqOtstv0VVO6pqE1Xdz20fZOHtZASkVID6hFzte2AP7XSZUlBLSikROcdJ06t6rwB1h1nA\nvqFItHVd70iAHwdixeHvgceAXqFINKXNog7wHjb7WC21FGztNI7NYNnz0B3Y80Zu/AQjW7IJOD8D\nI/MEqChZs3Td6gUzmqgmvsfKPOeCnhiBEacy5Nw7jkYLJ7+mGBkVx4iZjfkNGm1sf9bAtsCrrnpn\nOhwOzMvCiujlimRDNB3pfn9Z5Vo1hIi0xGaJJ2DnaCEuN8zBH3DeG/igaNjoCoyMiI0b2qex+9vL\nN+oDvOuyvvphg7EpLkj9eCqrJfbHiLy33HY/wRRV09z/nkpqqvu/L5Yh+aLb76YYSRVT1SXutSMx\n4vFZR4LgSNceGLm1ya0nGGn0Lb6gfJe1dBFm5/sui9P3E4zkfDbp9V7YrP6jXqB6JjjV188wW00q\nhVZfLMvpAe/YktCnsHGz/StKN61zA9UOGAH1gWu/AFMqLaWy/wRGyn6WdEytgQWq2oNK4vk1rJKh\nf3Dmr2qFiPQQkfEi8l8RWY9ZKvcSkV0q1H93gyP3/hezyabMvnHfuX9g9/ziahIRAaoBNyn+KnBW\nKBJNqWbzretlSx2OWZ+zwVvYffbyHHdtBHaPyDlf0uWVPQeE3b29WnDH+2/sPjKwuu342vve7deF\n7c+8sEhEele3MEOAukVASgWoT9iEdaaSSal09j0wUqoqpdRaakcpNQXY32PzA+xy8KoRBWqpADsT\nMcxmccuuELTvOsovA2eGItE2O+EtLwE2dqbzM1gndF4W21yI5T0psH7Z7A/2dgHnrycrSaqCU64U\nsW0/J4HZ9CpWfv1pfOPy7/Ow3KT1mH1q7/ZnDVyTV9BgI5mzqz7Bpy6qAkdiz5nlmVZ06y5DWZ1x\nzZqhK6CHdr9iGhZ8+7avMp0/4PxoTOU1BgurL8QGQz2x8/oWprDZCxjpLHNnAyNdNcoLseOe4oiw\nEBZUXyoix2BWQE8ldSRGYHkqqaaYjfMtL7jc/d+ASpJKsAynb4F3AZzSIFVVvG6Y5fJRfy6TW3cz\nLkS9KjirVF+MZNv6GYUi0eaYMmt8rDicNvQ/BS7CJsX+nazQEpF9sQHnaC/M3Q830L1y85plszVe\nkYqwAlNpdMAsfImkZR5Zd5Tbj5k4NbpHPGPfi7RVrUTkYGAURqoNwAbUnuUlqPy2g+FUbg8DvUTk\n3DTrbAYiQBNMVbXD8+oCbMXb2BjkwizWnYZNXFycpVqqAiPGT80UqO6HI5hfxoilAzKtnwKjMHXw\nDTUMPf8BI70H1UZf5P37rp344UO3dlo45bUY9ryal19QMFZEgniWeoSAlApQLyAiha7TvIntCagN\nQKM0fuL17AT7nqpW+Ks4BNi14Hzs3xGQUgF2Itw960HsvnWHI0rqGhOw+17W1XuqA2e9Og344Eq9\ncgmaOeA8FInuiSml8oBEIl6xctms9/ZIVJR5pbBzwYmYysQfcC7YLHHhwvdfKQfdgg2y9wDW5zds\nsqndGQMOBF7OmAmkvIXyXhb7YXlSmRVVYLk8OyNctTvw8SHnDO7s/n/Xtyw54Pz7Q7pePAfLdpo6\nbmifte7v97Dn6wXAF84a0hcj/caJyD6urdddUO75GDEyyr3PYEwV9bH7/xK2VUn1w0iwlwFEZA/X\nxkgfIXQKRuQ95SN1TsLIrSfdwM27Fq8E3vfsGu7149w+PpEl4XklNsh8Pen1S7FrdrtMqHRwhE5/\nLCtqSdIywcidDWwb5g5sJd5uAdYun/vRx75F8zES6QynFLgIs/0dSYqKl474uwNT5lVZETMNTgJE\nVe9Q1Y9d4H3yADOraloBqo23scywm1wRge3grK//i5HMQUWxnQRn438D6B6KRPfKsK5iKqZc1FKT\nsHvmldkQWT68gU2UDMlhG8DGOhgReiQ2uVETvIjZrm/Mcf+3w5b1K/5TsXHFgbf+7UEemfgJt/7t\nQRo1adIzLz//ucxbB9hVEJBSAeoEIjJRRP7pftaKyAoRGeZbvkBE/kdEnhaRdcAjAKu+/aLwvX8M\nGSYiJSKyUkQe2bB0gRfO2txte7WIzBKR0gl/GnjH58/+8QJfuy1F5HERWS4i69695/Jfrl4462Dv\nhiginUTkHRFZLyLrROQTV4kBETlIREaKyGpXaWamiPRyy85x1WVauP+vFJE1rprDHBHZICJj3eyn\nty/5YlVy1rj9+bOIPCUiyR3eALWDWQRh5wF2Mpx96G9YZzPrYNIdhVhxuByboey6g9VbfTBVa0YF\nig9nU2kNKlv97RcFJauX5AEfuQFvLgjhKuxRGXJeDiTW/jA3sfaHrwrcci/kvHX7swauzytosIbs\nbIbZYiXbWqVSQ2iIBYLvaOveIUB7kbzxmMXtI0fae/ACzssxW9zYQ7tdehxGNkQxZdU+GLl0OGb1\nejMUiTbCrH6xWHG4BCOVNgHjxaqxhTHb3QYR6YiFcCerpF5wKqnmGNkV9VnHBmM2y1fdceRjJNF0\nVZ0GW9VxV2OqHz9ZMwgj2p70nYcC4HqMBHw3i/N2FEaYPq2qW7zXnVXwPLfvazO149rySKel3vEk\noSt2fh7U1JUAw9iz7IFE+ZYK70Vn6XoIu9/ch5HPPYDGWLjw1l1wv2/CFDT/oOow4XT4BigUkVtE\npL2IXI6dUz8WAs1EpJuI7OUIwgC1BEfGPoTZKn+TzjbpgqofAs4TkfN24i7+2DEWU+FmUwXxC+z+\nn222VAIjwo8l+5B0VLUMq0h6mlOs5gRVnYEpwK92xHa14Ei7h7Fqq12r246IdEzE472uG3p3/tl9\nB9B6/zac3XcA1xbfnZ+Ix3sFVr76g4CUClCXuALr+HbBZv1uFxF/mdBfYrLw44GIiDT54vm7QwUN\nm5ZiM3QDgR6fPf0/v3DrNxeRn2HKhIeBow/v/dO/Nd27rb9T9wpmNQgBJxY2aT5n+ohhZ81+4wHP\n8z0C+MG1fyLwFyrl6//GBjFnYh3CX8M2ob3Jnbom7hguxYJ7D2LbyjN3YRkaV7o298Q68tXpHAbI\njJnA/plmrAIEqG3EisNzsXvLIFehq64RwwiDbGwF1cVPsEHx+Ewr+jAQu8cKsH7JjHf3iJeVblMp\nLRs4G9lZVIab+39YOPnVMk1UVLj3aQFsLGjUdFO70/vtD7yYVIWuZlDuRbdmKFWFjpiiZIeSUphK\nau3Zdzy1AWhH+oDzIuzZNxEjQb7H1DR9gbmOJLwAqzL5KWbpa0xlNb4inFUPI7oaYjP0YATTIlz2\nEfYc/M73/wDss/EIqH0wwus1VfWeuT2BA4GnfMdW5F4b7rMj7ocNCF9T1RW+dfu6dR/OItxcsIIF\nX+MjsNzA8TrMKjgq5cap0RNTGvwrOSvK2Ryvw6oLbkdmOtveEGBMrDg8I0Xbd2GhyT2w72B7oMjl\nfXlQ4BzsO/KvHFXeW8+VG5zeDtyJPV8vdu+Pb52pWH/sRczK+asc3itAFnDfsb8AewM3prNVqWoM\nu06vF5Fd4Tm028MR9KOwbMkqM2d92VKHYWOQbPAp9szIVS01CbufXVtNG95wLO/v4kwrVoVYcfgz\njOC6JhSJVreqXweAozqfss2LR3c51fvz0OruX4Cdi4CUClCX+EFVb3f5Bc9j1URu8y2foKr3qeoC\n552/NJGoyO9yzV9fV9UvXaWXn5dtWtevdN2KBtjg4nfA31T1QVWdf+BJRbMOD129GEBEzsDCXQer\n6jRVnX/Gz/99d36DxuWrF870FAwHYVV1vlbV+ar6qqrOdMvaAlNUdY6qLlTVMao6uYrjKwCud+81\nHSPLuvuW/xy4W1VHquo8939WM60BqgUvVypQSwWoC7yCDdx+6SrM1RmcNe0NoKcjcGoVjpToDLyX\nJqB5Oziy+DSsX1Kxee3ytasXzGyqifgCUodAV4XuWHBzHKjw/dZNKxex8ptpHvG1ESNeWrU/a9Cm\nvIIGy8kuJ2pHoD1GFGYTtl0tOHVQV2Biw+atzgVWURkyDpUB55+6vycVDRvdBLPJjR43tM9B2Kz2\nKLFKeqcDI4uGjRbMWjc5VhxegZFYAkTFKoP1Ayaq6koRae/ae0lVE6FI9AhMFeSppPbACKORPiLl\nEuyzGumOo5F7bZKqzgcIRaJNsAmgd2LFYX9o+9XumLYqkkSklds+6voWmdAVGygOTyKwTnPn43HP\nKpgJjnS6CuvfzEyxyk/d78eSF/hse+twqi9VvV9V/aHDR2IZWYNUtbGqnq2qn3sLVXUSRsZd4fbh\nfff6H1V1G9uQJlWwcq91U9Xbff/fr1bJqpmqnqeqI9RXLcutc5Oq7u1eH0aAWoeq/oD1Mc/FyNl0\nGA7MwPKlqgzgDlBr8Ajr87NY9wtMvXlJlmopxYj5DpiSMyu4+9jjbruUeWQZtl+JEc193WRGTfAY\nZtW+sprbzweY8+lH27w4+5MPvT9zVVkHqCMEpFSAusSHSf9PBQ7zsfbJs4RHNGzealFh42Z+efIU\nIG/9km+brfz6s7ZYKOs7vuXrgIahSLQhVmq6ObDa2ek2jBva98MtG9c0QdULCrwXGC4ib4vIr2Xb\nChMPYBVMJovIH0QkUz5RicvZ8LAEZ01xNr99sbBcAFz4amabR4BqIVYcXoep4AJSKsBOh5Pa/wMj\nq2+taYZCLWAMZlvLxlaQKwZis6hZZ+xgQdRedczSZbOnNC8vWZ/AyIstVWy3Ddx5DVGZJZVHZZ5U\n/LsPXi9LlJdWuNebApsKGzcvOfi0C/bBiJGsSLRahzISuC7L7KnqojPQokmrA97DlDIT3HWZHHB+\nAvZZjMFUTpsxxVQfYDWmaAq718djNr/9gNcdCdUXeNuRSt2wzC6PFBqMWY28PK6LMRXWFPf/QIxA\nfN3tV1vXxotOEQKm0GrOtnlLgzCl1tbXXGbUacCTvm3BSKEtbF9Bbzu483IF8IE/j8plWF4DfBYr\nDn+aqR0frsbURk8mLxCRLpiF9bEkZZOH87Dn1/2pMs+cleZWbGCbMoPNEZO/wlSMj6RZp6MEFazq\nHRzhOBZTQqWsjuby3f6K2ZaLnbU2wA6Es0e/BfRx5HlV6/rVUp2rWte3zRxsIuHyUCSadZC9qs7B\n7rtXuPtcrngDG9dcX021FQCx4vBq7L7dy1m5c4KqzsvLz3/rsWG/iU8a+Sorlyxi0shXeTzy23he\nfv5bml2l4AC7AAJSKsCujO2CRzWRiJOy0p5q4z33K0zRhtexa4nlmyzGZjaPA47b46AjTz3tZ/dP\nPLr/L16zVvSPWNjsaKwjPFtELnDLhmOz2c9gHcNPReQm0iNV1Zq6Hoj+2DGTIOw8QB3Bdb7uwyzL\n2cya7sh92YTd53pnshVUA4Mw4mFqphWTtmkAaCJesW7pzEktE/HyFeQecH4sdg9PDleWLRvWyNLZ\nU7zKfiVY8HbL9mcPKskrKFyMES91B2XDDn6HHsDXZ/7i0TYYIee3VnoB5+Mwq9y8omGjv8cIvgnj\nhvYpxJ6JYzFitRcwzpE9/YFZrvJcD+wZ/YbLfboQUxgvcgTTGcDLqlrhVFInUllxby+MeHnDZ9O7\nDCt9/hZsVRpdiKmclgG4bLQLgNdixeFVbr18zAb3JT6lnctQ6YplQ2UTbt4PI9WeSnq9PxYFsJ2i\nKR2cZaobRpKtS1rWGLgR+JwUGVehSHQ/jExLZ9sDuAEj5v6vCkvipVh22d+S86pEpFV+QcFYzP4X\nVLCqn3gcI3nvSpf3475bEaAV8CsRCcaCOx6vYxbmbPK8ZmBW6azUUg7PYJPyPXLcr6ex8VHOk1O+\n0PNjMDK9JhiD2QlvzIVY85CIxy8pLSl5+4E7b+b6c7vwwJ03U1pS8nYiHq/zHM8A2SO4EQWoS5yS\n9P9pwNdVdKa+LNuwuk1F6Sa/9eVMIN58vw5Lm7Zu0wAL1fRb5Pyk1OfYbG5cVb9V1W9Pvvae2c33\na7++Vbtjtt4EVfUbJ0kPYQ+Sq3zLFqnqo6o6EFM9VKuSiVTqjBgAACAASURBVJO2L8MGpwC4jkG2\nVTcCVA+zgDY7wrIUIEA2cKqKN4EhoUi0Qx3vzkiMoLkg04rZQkRaA8e2pvV7Tv2ZEY5U6IKR9hWr\nF8wsL1m9JA/V95wtJReEsDy/MiptexVA+Q8fR+MVmzfEsb5PE2BjYZMWpQed0ncvjBjJyoJVH+HI\nnM5Y9cWeGInkr/rmBZyDPYfGYgRSS2zA0AM7b29hxEoTYLQjlo7AVFJ52OBmiqouddvvh1lXwYjH\nVVSqmZNVUoOBUipteodhFsERbgAElpOkwEu+fb8Cs/f5Q8NDwMGY6sjLl8rHgri/IousM2fzGwiM\nUl+FvFAk2tody8hYcXhRpnZcW4UY6TQnzXtfgU2c/Su5D5TKtpei/TMxsu0RZ63xXp8oIve6vzth\nhN6zqdQDefn5Ixo1adLTX8EqLz+/iB1oKQ1Qu1ALsf4LFmdxSxX5Uv8F7sGyi6prmwqQJRxZPh7o\nl6ZSuH9dTy11KL4xQoZtFmA5URc7Z0hWcPe1UcBAd7/LCS6a5AMs9Lzaqjun2P0Xds/OecJOVdfE\nKyp6Y9mM5wEd4xUVvbWyUEaAeoCAlApQlzhIRP7upOIXY5lK/1fF+iMQ2TLtuT91E5GjReRczFL3\nTOM99l6Jzc7+AfiliNwsIod+MvzX7b6Z8Gw7oIWqjsdm7t8QkZ4icvC4oX1Om/nqvYf88MnY40Sk\nkVg1wHPEKu2dgT0Q5gCIyH1i1fTaiVXkO5dty3fnqoL6J/BbETnfVSO6H5uRDYLOdxy8XKmj63Qv\nAvzY8TQ20LszFInWWTUqZysYi9kKql1FJwmXFFJYMJOZHRD6ZLlNDyqteyVLpk9oHi/fshl4IZc3\nDkWizbFJCS/UPM/7qSjdVLBo2vh8jKDagqmkWhxy9uDSvILC77EOfWYIpyCktMbs4ugK6NH9bpmD\nKYXTBZyHMBXZ+5hF74txQ/ssxqx772PEyPmYnW05RkItwqzop2Mk1GtuMDwImKaq811+zTlY4Hh5\nKBL1Sp97Kql9sCyc19SqyIERNd/jlEOujd7AK15mUSgS7eja/Y9naXOZZpfh8iF95+A8bNCTMdzc\n4TJM8ZwctD8EI89yCeC/EDs325FOInIkdq7/o6lDx8/DFIDpbHutMMJrCmkqCbpzcjumFt6u4l9l\nBav/3aaC1UnndM/DisgEVr56AkcI3499H/tWsd7nWMbUABHptpN278eM1zCysKrMLw8zsf5qLmqp\nEdgkQrbPXQ8vYpM4l+W4nYfHMZXtRdXcHgCXBTgKO+ZqVQZ2ecBjA8te/URASgWoSzyDSc0/xgia\n+1T1cbdsuw6jqm7uWDTkrnjZZm+bl7CO9c3AeqC5qj4D/AL4GTBrzXeznylZvaQpdqMG69y9h5VH\n/gp4rnTtssLm+7UHm1XfCxswfoUNiKIY0QVmB3kQI6LGAHOxkspbdzHH4/8rNhvyNDbTsBGzTmzX\n6QxQO4gVh9dgA6jAwhegzuByi+7B7BM31PHuvIGFjIZrqb1+RRSt25d942wbol0VBmMkkpauX7l+\n9cJZTTReMY/c7H9gEwX7YvfyMoxQKAfii6e/E9+yfqW692kIbGrQdI/StieHWwIjvGylLPBTalC+\nug7RHfiozYlFp2FZUB/4lnkB559jA6bxRcNGt8GIqig2ObMPNmA4CWgDvOksZacBb4wb2geMeJnh\nBgSdsep+L7v3GIjl2MTc/xdjGX+eSuonmGV/NGxV9RyPETXeZ3M5RoqNhK0KomsxhfQE3/FcjF3T\nWzPNXID6ZUBMrXJglXCB7D2A5/w2P5d5cg7wtLPAZoSIHIBd46+p6vdJywqxPsw8UlhV3TkeAoxN\nZdtz5N8tGNm6HeHlw82YPfa+NOukrGC1d5u23p9BBat6BLWqh29iCpbDq1h1JK4fLSJH7JSd+5HC\nKVPfAy7MZFHzqaU6ACfn0H4MGJjLJJO7v40AeqTLIsuw/QpsPHa+s2jXBM9iY6EbdoHczQA7GQEp\nFaAuUe6qsuyhqq1Vdai3QFUPUdUHkjc46NTzZ596w/99WDRs9P6umsvP3KzqemwGAlV9TFWPUtVG\nqnpgp0G/+hRHSqnqJlX9haq2dcvbdbnmry/s0faIPFUtV9VLVLWdWtWatm7dMrftLaraUVWbqOp+\napVp1rhlk9RXcUZVn1bVbaSwqvqmqub7/o+r6q2quqeqtgZ+i81gB5UidixmEoSdB6hjxIrDi4F/\nA91CkWjO1W9qcT9WY4OSfqFItFGm9auCiLQBjriO61YJMgMlo7XJlbg/CVOali+bNbmwfPMGxciA\nrO10rgPbCyMjxP0uAAoSFeX5P3wyBoyoKsNUUs3anzO4PK+g8Fu2JWiqOED2xMiZr7JYtx1ClTaN\nnQU30GgvkjcBI1re86mK/AHnp2DP0bew2faV2ATQ+cBcRzZdgGV/zHWvb8DseMdixIWnwhmEnadZ\nrlJfN4yUKXMqqZOoVEnt7/brFVUtdUTLlW77j9x+HgachVn5vOD707Bqc8N9ge1tMYL1hSTrxhCM\nrMwYvu/e/1osg/It73V3jV2PPaMz2v98bf0MC4hPpawahGXB/DPZ7uqz7a0njW0PIxRPAu5X1XSZ\nZO2xgPUwMFNEfu/bv5Yi8jgu9P1P113Gwq8qBeArFm11z37j1n9SRF4XkaEislxE1onIQy5APcCu\nhaew7+pdTim3HRxB+ZBb73fOfh1gx+FlTBV8TqYVY8XhmVh/NRe11IvYs29AphWT3w6bsL2mmqHl\nr2ORJDfUMPR8M/AoNhFyanXbCVA/EZBSAeobvE5XsxSvpwvrXVfFMlbM+7Tw+49GH7+z5enOInit\niBzmKvk9jM0sP7cz9+NHiJlA21Ak2jLjmgEC7EDEisMTsXDtG0OR6AF1uCuvYhlBoRq2c2V72hec\ny7mlmC0wG/QC9gRIxCs2LZnxbvNERflScg8474gpa/Ix1aqXJRVfNmdKYtPKRWCd9UKgpGHzVlva\ndu7dFHjWzUpn+x6QiZQSCrDMwWxCbXcGugNru/7m+TiwNz7rHtsHnM8oGjZ6LTZoGjtuaJ82WHGQ\nUSJyMHaO3ywaNroplk01JlYcLsMGQQuBaSJyNEYWvewGvQMwddYY957JKqmLMKWWt/wU7Fw/o6rq\nBjlD3DbvAIQi0UL32qex4vB02EoAXYcNjkZ6B+jscd1de9mEyXd2xzw8iRjtgSkXHs3hmjkbO2cP\naVIVSRE5CCOlXlbVVLlNvTGy7wE3WNsGjsy7FnhLVdNV7m2IkVFfYnbJO4GhIuJlb74C7NUxdPXv\nW+x/yOol3y3Q/7mkH99/PZdJI1/ls0kTEsD6JDtMd0xFdw722Q0Afk+AXQru2v0rdg3cXkW+VDnw\nZ0xVWiwiNZqcCJAeseLwdxjRPigUiWYzBn8OK0yQnMGbrv3VmELuglyyU9218gR238sqxypp+3KM\nTOqEPVNqgqmYHfz6uow3CLDzEZBSAeoK1c1N8iryJM/6bEjxmod1VNr3tkJEWhXmy9hpz/7hf+ZG\nH+4PzCvMl51ZaSaBdao/xrI6jga6q2rmWfgANYGXKxVY+ALsCngIK8/+q+pUnakNxIrDyzFybECm\nENYMCA9m8LoWtFgMfJjlNoMxoii+5rtZmy3gPDE+TbZOVQhhkxWeEkoAUVW+/3BUAk2UYSRVAmja\n/qxBFXkFhV9hnd9scQSmeFmVYb32mFXqy4wtyo6tyOoULF2BiYWNmnbHiJ15vlV6AdOxgevRGJno\nhZqPwzJpVmNqsvPd31PcdvnAaJdJdRLwqiOhBmFZUB+752kIeFNVS10G1EnAC7HicEJEDsSUWi+p\napkLS78CmK6qnl3tRGyw85RaSXswomVfbCDloTNwAkYmlbvjz8Msst+448nmfF0DfIGVWQfA2WGu\nBCbFisOZP1drqxlGkk1OJo3cft0CLGXb0Hbv/fbFiqyMjRWHv0jRdj6WEbUaywVK9f6FwEGY4m2g\nqs5X1f+44+rucjM7n3nb479ud8aAbscO+vXdiUQ8tnnTRm7r240H7ryZivLybzGy0Y8twFWq+qWq\njgWGumP5f/bOPEyK6vz+n3d6hk0Qt4i4AKKCW8AF3EBBBBpo3EBERVDBLW6JJjEm31+ThE6ixsQk\nLokb7oAKKgLt0ICAKyq4sIgLooAii8q+z3S/vz/eW0zRdE93D+tgneeZZ2a6blXdrq6uqnvuOecN\nsJvBhd7/E/tuXFRJu5VYRb6DgV9ui9olQE4MxyzQp+dqmIhGZmHV+C4tQC31EkYw9i6wX9Ow617/\nqigf3TXuXUxtVWVi0xH+D2Fjuj5V3U6A6oeAlAqwS6CqHVT1tiqs6pFS6UqpVWQnpVaRgZQqLmLI\nXjXp9OwNsOA+ePYG2KsmnYqLdo5SSVW/VdW2zr63j/v77dxrBtgWuJmkRQQWvgC7AZwC4u+YSnJX\nVkEagSmWzsnVMBNE5Kha1Gp6MRevA8ah5LTehWPxQzHLMkDZdx9OqJ0s27SOAtWibjY1jJFbIezZ\nRgF+nPuRrFr8FRhJVARsqLn3/psObdWlFoWppACaA5+hOSdVjsYIsK/y2GY/hIG5m1UZrYG99z38\n51OwQdB47z37As5LMVXOinoNj3gXU3i9PW5g93KMMCrF1FRnA/HOg8aAkVWTEtHISkwp8z3wlrMK\nnoxZ8RQLQi+jQvnmqaTecv9fhpF8HmHUHjgMZ7Nz5M2VWIn0qbA50P4SIJGIRr5x7YoxAuhjbKLH\nQxdMafBQuj0uC7pgA/PBadlLvYFamCUqX/TDzrtHMyyLYOfTfR6B5sFn21tNdtteT7f+v1Q1Ww5l\nP4xsHJ+m0lqE2VBbAvXeuf8Xsyb8+cLub9933Z9SyWRb7Nx9AWiG6rOY7dGP6WnbmwLU3Q55MgF2\nABxZ8ALQV0SyPveo6tfAvZjSpVBCI0CeSEQjn2Pkz8V5Ek3DsGtYXnY2l3U3Agg7e3xecNe7wdj1\nr2u+66XhUWwstq2h50ux931eOBavjoVFAlQBASkVoLqhMvte3Sxy2K2UUiLSrDxFlwevItSnDRy2\nP/RpAw9cSag8RZeg0swejyBXKsBug0Q08iU22L0gHIufvIv6sBBTbF5URcXWlR3oUNKc5oupCLPO\nhe5YxVE2rPpx7bJ5s2prsuwTIJsVKRvOAg7FVFCbw82B5IIpr5RpeZln5QOoffhZFyeLiktmYQRG\nfhCKgKPIJ0/KiJ4vUcpytjTF5lbWrO2Ic4A5ra+6sylG2E3yLeuM2eamY5lP407/xX9aAg2xgPNO\nbh2vKp9iBNVZWEj/SJcXdRYw0llALgKWAm+IyN7Y4GaMqq51KqlWVKikmmA5Uc+papkjlvpglf08\nu9jZGGH7hI8kugR7fh3iey/nYsqpx7x2IlIfI2bG56NAdsqmy7CqfV97r4dj8UMwldjwRDTyQ67t\nuG01xwiuZ1R1WdqyA12/XlXVTKqrrpgyLJttr6nr54gs6+MqBF+AKbHSlX2KHb+6xTXrrD712nvH\nNzyhw1kYSdUSI7t+oUEFqz0JQ7DnntsrcwO4gPRngT4icsbO6txPEC9gRNNJuRr61FKFZEuNwcY+\nBSmN3HVvAnCpux4WBKdwHg5c4FSw24KRmOL2pjytjgGqOYIPOUB1g2fByERKCTabm45MmVJHAJyV\nVmuk3TGb/wwqzezZmAU0DsfiWbPGAgTYyRiFyedvLSQLYjtjOKagyBnC6oezenRpRKPv9mKvySg5\nrXfu4fpijPRILpn1JmXrV6ew3J98K+F56IopUgQLNw8BoZUL58jyBbND7jWADbXq/6zs0JM6l1C4\nSqoRppTJh5Q6hvysezWwe9HsXE2rAldxrjVWma4TMDURjaxwy2piRNR4TBlRCyOfIsBX05+/83OM\nNHwTUyhHgImdB41Zg6mfpjmV0vkYqTbOZRy1xWx8SbdMsIwTMDLpW7ZUSS2monJeFyzz6lnXxxpY\nxbx3PFLJEUQR4AWn0vLe56UYyePPZurnfj+V5yHzrKTPpr1+NUbsvJzPRhy5dhNmGYynLRPgBuyY\nbtUvVwr9KmCsl5WVtn4N4NfAfLIoCh0ZdytWTTEridbotPOKkmUb6q9eMu/xb6eNfVdVv/L9LMu2\nHtDSnT8eTgfWqOo32VYIsGvhrqn/cP/+xikQs+EF7Ht/W1WqsQXICzOxe8nFebYfgpHzOS1/AIlo\nZCOmNGpXBaXRs9h1MN++peMlTDl73TaGnpcDD2KTQV2qup0A1QcBKRWgWsENIjLlR61yvzORDJky\npeYCvPHZli++XjGMCCrg7dmY6X4HaqkAuwXcte3fmMLn1l1RDjkRjcyjsBBWDycAhzzEQw8Dd+W5\nTmPs+1eUSpZvWDRjcm1Nli8i/4B0AMKxeBMsBDaEKaXKMaXUpgXvjipPblxfjh1TAWoefmavVFFx\nyUdu9rkQ7I1VJ6r83iDshxErn1XaznAURpjllVFUBbQDUide/qcFGPmVLeC8GzCt86AxRZiSKb7k\nk7dbYwTlaEzNtB9GnLbEBkcvu5n0MBB3FrKe2L14gojshZFar6rqqnAsfhRGkHkqqSOwAdZzqlru\nMkh6AxN95EbE7ddfMe9KLEdplO+1ftjnvpmkEZFmGBH3jMvLqRSOUDsXUx9tJmTCsXgrd0wGu0D3\nfHAudn4/mIFgbYfZG/+rVjl4M9x3/pdUbtu7HLPX3JupOqUbBP4KO9//na2DJbXr1j2627Wta9bb\nf+6sF//5fyLSSUQai8gZIvIXp7TKhhrAYBE5RkS6AX8C7q+kfYDdAK4a5T2YOvPSStop8B/MZht1\npG+A7Qh3v38BODYcix+XR/vZmLK3kGypCVgF0b6F9M1d/0YA57rrYkFwFcsfwZ4L8iLRssHl940D\nrtiFk3UBdhICUipAdcQaMiulIHOu1CqgjqvWA4CqflFcxNgbnyD57FvwzY/w7Ftw09Oi9Rs2ntd5\n0JjvdlDfA+wGcBaMxQSkVIDdCE758U9s4N9zF3XjeSyEtRDrxhUYEfRsHnlLHi7Artep5Qtmb1y3\nbFGRppJj3MCpEHTGCCNvgB4CQmt//C70w5xpnmpKgY2192lQfshJnYrYWgmTG8oMlOtRNuZo6elv\n8yGljsFURvMK7k8OOHKiI/Dez5q1Oh2z6fltkWFskLM3ZiN5FSOn1gGvY8TK5xgJdz7wkSOLLsCy\nsma69l7Y+X6YVXCkG5R0x2bbPXXRpRip96b7v4/7f7L7/zzsvj7U9b8uNlM/VlUXAoRj8eOxXJWn\nPILIkVsdgSFeZT333q8HviZ/kvNKd4xGbj5AZmO9GrPOTMlnI87O2AcYrapz05bVB64F3lTVTAH7\nXaiw7a1LX+jygC7A1ISZqvWBHfdWwL/dd2mr76MUFRXVa3hkC2DhPocd3Rp4AwuM/xw7/o2wCobZ\n8Bowx603DDtmf66kfYDdBKo6E7v+9a6MeHSZYX/Fvt9/cKH5AbYvpmLX/l55th+KTQjkdW92SqNn\ngFb5EF9pGIldD68scD0A3PVtKnDNdqjm+CT2fHH1Nm4nwG6OgJQKUB2RiZTKpZSCNLVUeYrL1m5k\nfN//QaNboO//YEOy5psnXB77EPhzUIp0j8csggp8AXYzJKKRGZiNrm84Fm++C/Y/B/gI6J3PjKwj\nAM7BqqXlVKTAZkVIL5x177sPxxenyjetofCA8xoYeeKFmCsuS+rb9+PlZetWe9X2BKjR5MyLtKi4\n5H0XNLuj0AhYilKZ/cnDscDnKIXaFfPB4UCT4tp1J2Ph4RPdIAURaYwRYqUYsbS01VV/m4kpiyaM\nG9i9AUaMjnbtjgBeCcfijTCVz8hxA7uXYETSa6q6AiNLNgGlbhByPpBQ1eU+ldQwp5I62v0/VFWT\nIlIPC0sv9VVd7IWpyIbB5nNmABVkiHfuXYspOsb63ntnTIWWV7i5iByHDfSeTgvwPhdTJT1agNXz\nOuwZJRPxOcD9fjh9gbPt9Se7ba8OZsn7hAo7ZHqbJpj1b7SqToOti8qEY3Hp9KdRb7S68i8zgbsX\nzXxjhar+SlUPU9VaqtoE+AvQQkSOUtU/q+pW5IV7/WeqWl9Vf5Ee1h5gt8ZwzNr5GxE5IFsjV7nv\nr1icxY1BRb7tC3dNGQ6cHI7Fc0aGONVQoWqptzFnyBWFqK/ddfBp4Ax3fawKHsHGXfmSbhmRiEZW\nYwHsZ4Zj8ZwZXAGqLwJSKkB1xBq2VkRVppTyBkpbEFaqurwsqV2BZtiDebMN69e3q1lvvzuw6j9/\nCsfi28rwB9h9MRPLlcpWtTFAgF2FYcAXwO2uFP3OxgvYjGzrPNq2xexqW5W1rwRNMbJDNq5ZvmHZ\n1zNrpMrLPqbCVpsvzsBIIM+2pwAbVy8PLf7krWKMjEoBm2rve1D5ISd2VLYMx97+UJ4DbszZThBM\nVbWjrHsdgRVn3fZEDey+OMG3LIzNgs/GrHlj9zu8RVvX7lVMbbMcG9Ccj+VAfYgRTz9iaqcO2D31\nZUcqdcVsfGvd37WxbBHIrJKa7/u/B0ZQvgCb1UbnAi87wguMWDsSeMxHELXFiL1HXYYVri9XYDbA\nnMfWDbQ9smvy5gMUi++DZWCVOltrTojIaZiV9BFVXZ+27GQstH1wOnmbZ7W9a7HP51+ZiDaXNfVb\n7Dg/WUk3O2LH8gFX3MC/jf1CoVAppph6FfgiFAqVVhaMHaD6wdnz/glsxILPsxa2cFlu92MTD+fv\nnB7+pPA2Vg2zELVUY6BNPo3dtfJp7H7bqsC+TcauiwMyEZIi0k5Ekq6gxVZQ1cXAi0APETk4352K\nyNcickuGvswAfuEmo3YoRCQlIudth+1MEpF7t0effgoISKkA1RGrSVNKuRng9RSglPKgqnNUtdSr\nNOOUAgOxmeaB4Vi8Zqb1AlR7zMIGrVWdBQoQYIfAXc/uwTJ/btrZ+VIub+kT8itZ3RfYgM345ouL\ngDpAavHMN5Iu4PxJX3W1fNHVbUcwUkMAXfjhuOTG1cv8ZexrHH7mRRQVl7ydiEbmZtrQdoWyIY9W\nh2Akw3YPOXeDzPbApOKatTsAn7lQcn/A+QQs36gIy+yIAB+MG9h9lVteCuyPZYKM6jxozD4YqTJ6\n3MDuKSzsfIqqfufWLQJeceRID4wU+t4pAPxZUsdjWSNDVVWd7e88YJSPgOqD2QhfBnD34H7AOy5b\nxXsf/YH3VNWvLLocOxeezPNwtcdUVYPTzr9+GKGZl9VTRGpjKqmppFn9nHLsRkzlMDHD6mFMmZbN\ntncaRgo84lOSpaM/cBBwj7NPbr0Ty1+7HkgkopHX05cXFRUNKSkp6dSjRw9uvfVWevToQUlJSaei\noqKCFIwBdn84q+vd2KRsvxxtJ2EZQ/0duRpgOyERjSSxY3t6OBY/LI/2n2JK5kLUUh9hEz5XFJIV\n6a6Hg7HrY/sMTd4GGqrqKgARuUJE0u33w7EMwGu3MfRcgf8CB2DZgzsaB1FAvqUj6FIZCLoLgeh2\n7dkejICUClAdkUkpBZkD0KHC2peRlMoEZ+/4E3Yx/n87g5kPsHORiEaWYqXLg1ypALsd3Pn5AKYG\n6bQLuvACVhq+ZbYGroJTO4wYyIeI2cK6l0omk4umT6qhqeRCIFFI58Kx+MHAWdhzTBLLnEiWb1zH\nwo9fA+MXyoHyOvsfXH7wCR3KKNAeuIPxA3aPySd7qlC0Buo1bHn2h1jJ8UwB5wmM1Hun86AxDbB7\nXRxT0oQwO1x3YC0wCSOeyt3rp2G2tpcc4XIeMN4pgMLYvXaE25+nknrDDUr6YJlUHnHTG7P9vQSb\nLWgdMNLKUxudD+zDlkRTD/faYO8Fly/V1a2bM5vMEVv9sOp+n3ivO7thR6xC4+ps66ehDzYp9lAG\ncrWvW/ZA+jJn2xuAEUWZbHv1sUp+71FRpTC9zSnY5zNYVRdkauNU37/Dgo8fybCNZqlUqkskEgm1\naNGC+vXr06JFC7p16xZKpVJdROQoAFW9SlV7VHIcAlQTqOpnmDLvQkd8VoZnsOqwt4tITvIkQEGY\nhBE3+eZIDsEUwoWopZ7CFFYFVdZ118V3gH5pFTdR1fI0klxIy7DzhZ6fjKlIqwyn7BwB9MiHwKsK\nvOw0VV1aoCXZe+9bEG+qusKphwPkgYCUClAdsRp7qE7HKjKQUoloZAP20Js3KeXWm42Fdx4L/MEf\nlB5gj8FMglypALspEtHIWxh5cN2OeghLh4hcJiKrxw3s/vqEQRd2njH8nvtEZLX7WSUih4rI/0Rk\nNTZBcBTwnIi86mtXmQ2vGWbDkhXffLpx3bJFosnyl7yQ6gLQCdiXisyoEFC0aMbrumH5Eu/hUEBK\nmrTtSVFxjTcS0Ui2cOidD2UDygd5qqoKxTnAnJ/3/HUz7N73lm+ZF3B+IKbWKsUIjaVfThzyIUZE\nvYmp3zoDYzsPGqOYxX3cuIHd12GE0Cxn7Qlj9+OX3AN9D2Cyqi4Kx+JHAKcAzyeikRRGcB4PPOtU\nUg3d+iN8D+5XYnaWcQDhWHxfjMQck4hGFgG4HJyLsFB17zUv3HwBMCbP43QBaWSXI02vcdsZm3m1\nLSEiTTFibmi6kklEmmNWxGdVdYvwcLevm7Hv0eMZtustB7g/k5LQKc1+BbxPlpl9t58bMJXB3Vmq\nCB4B0Lhx4y1ebNKkifdnzsybANUSozDS4VciclC2Rs4y+g+MTI86m2yA7YBENFKGqULPdiR1rvaf\nY0UrLstX+eTWeRe43BVwyGiTE5GPRGSg+zslIgMwi3df4GsROdfXdrM6SETaYdew+u61pLcd7Nr0\nARZ6XjNtfz8TkdEisk5E5orIZel9F5H6IvKYiCwdN7D7f9958KbW338+9Y+eUkxEWojIRPd8slJE\npvpD/EWkjbPRrRWRZSJS6sh+z153v4j8S0S+x13z/fY9saqkKRHpLSJvi8h6EZkpImd5y6lQwC53\n7/1x3/bv9fVlHxF52vVjrXtuOtK3/AoRWS4inUVkbCWfigAAIABJREFUtnueKhWRBnl8zNUeASkV\noDpiLdmVUhm9zZiFL9uyrHA2lkEYcfF772IeYI/BLODwcCyeHpwfIMDugkexSli37yTF5isYedCy\neZerLz3ynMs3HNHh8h7utRMwpUUUaLkv+04cwIDlX/Llm5jao6X76VbJ9i/BLHfJb6eNlVSybA0F\n5jy56/D5WMC5lxtVliovK/t22tikppIpTDlVXueAg8sPbnn2RnYvldQOg1j59taIvIYRd295ljCp\nCDgfiymKvjn798MWYIOOV7+aPOxkoAFG6nQEamHqqXMwy/wobJKmOfCiswleALzuyJgOmOXPs3Je\nip0vnkrqciyvaJpbfhl2bx7j+tcCm1F/WlW9aop9sM/yed/bvAqz9/lzzDpgGV0PeflSOY7Tfhix\nNdojthzauWP0iLPW5NpOEWbNW0BaALk7PrdgFQxHpa87+e4+H88Y/vc+b/77GsYN7P6NiCwSkT/6\nmvwXuB0j+maKyIMisnlCTkSuwFRoB2KDxjUi8oKI1HaDm69FZNnb99/womrqbOC/iWjkWxGpISL/\nEJFvRWSNiEwB9gOYP38+K1asYOjQodx1113cd9993u4aun16A9FuIjLdDdCmiC8MWUT2E5Ghbvtr\nRWSGiFySdmxERG4XkTkiskFE5onI733LDxWR590A7UcRGenO3wDbEY7ovA97fr5DzH6bre06IIZd\nC34nlWRRBSgYCWxsk69aahiWfdu2gH08g+U/dilgnYEYaf9/GHk+xN1jPHhE+TsYOb4Ku4c0xEhM\n7xx7GLvGXJS2/aewyZF2btkNro9+jMDuK2HgpOSmDRNmjrin78qFczyCbAhW7OJkTBl8F3bPQERO\nwKzqszCF7+nYdTrk234/LF/tDGxiIxv+jsUqnIApfUeL5e19Q8XndpR777/Mso2nXB+7u/4I8KqI\n+PtTB/g1du87E1PF/aOSfu0xCEipANURq4GSDAO0bPY9sAffgpRSHhLRyHTgb8CJ2MAwuBHvOfBy\npY7d1R0JECATEtHIRuxh6GAqqnftMKjqWlX9SlW/OuyUyMt19ms454j2l7TxXlPVlKvKtCBMuNUA\nBqw5giM2qeoiX5tvMm3bzWz2BIo2rllevnzerOJUeflULNS9ELTGlBtetT0BQks/ey+09vtvivBU\nUiIlh7fpKUXFNSakhzrnDaEWklGZu7uiHZBq3f+u77FcjEwB519gD+elJbXrdXbLxmOKns8xEuVc\n4K3Og8b8iBGAbyeikSXY5zcfm/k+G1PfjHAP1b2At1X1m3As3hSzazznyJ1WGJnlqaSauL4+p6ob\nHWl1pdv/OwDhWLwxptZ6LhGNrAEQkWMx2+ZTnr3PETVXAW+o6qw8j9PlpJFdzuJ2FZZdNSPP7XTB\n1H8P+og0DxdhA67708PJw7H4gTXq7ddw6ewpB61ftugrTFF2OzBQRM5xM+OnYfaqo7GB09lYDpCH\nkzBitrbbV9i1edn1q2v9w46+dd2PC8+fM/6p7xPRyCS33oPYZ3MxNuE2HEd+x+NxHTZsGBs3bqRN\nmzaEQqGkiHzA1t/Rv2PVAFsB3wOjfAOrWhjx2BXLbHwYeFpE/EHLd7n3+2eMBOwNLIbNZF4Ce25r\ngw0WVwNjAyJk+8OpFO/EBr+V3mNcePWdmOJxh9+Pfipwjo5XgE5OHZqrvaeWuqQAtdQCTNHTu4Ai\nTk+o6gvYNeMjjJA8Jb2Rs7qttD/1e2d/W+dbvgizaPcUU8giZgnuAlytqlNV9SPsnKrjrScibbFr\nzMWq+pGqzl23bNGVFBWt+uGLqX9whYoaARNcPvBcVX1RVT219m+Bqap6s6rOVNXPVfUhVfVXx52j\nqne49edUcizuV9WRTiH8C/d+B7hru7c9771vpfx27/dct847ro99sHvEBb6mxcB17v1+jMU4nFNJ\nv/YYBKRUgOqINe53OgGV0b7nUGVSCiARjXyAEVOtgV+HY/FQjlUCVA8sweToQa5UgN0WrvrXYKBb\nOBY/fSfuV7FB+1Ylq4so6hkmvHcZZa+im3P7cuF4rIAEi2e+UV62fnU5mnqsCgHnESqKXQiQVNXy\nBe/Hy1Plm8qx7KPkXvsfUt6wZfs1wHMFbt+P04Fh1YGYcsROR+C9fRsf1wazwX3ilvkDzjtgWVuT\nMOLgjXEDu9fHZoDHYPe5hpi65xSMEB0pIo3cspew494TyxNbgBFFDahQL13GliqpPq4v093yvhgJ\n4eVdtcVmmf2B9/1dm1d97+9ajDTz5yv1AWriy5fKcZyauuM0JC3voxf2DLGVlS7LdvbDKv0lNK3S\nn1juTm/gRVX92r9ss20vlUqmUskPVDXmBlNebs85GOHzIfB7VV2gqpMxheLFbvtHYMdMgD6qOkNV\n38JUBW2A/p0HjZl36jX/OLXugY2+nf/OyE1uvUYY+dfLDYy+xpQyS4AfNm3aNHHJkiXMnz+f1157\njfLy8vGq2slt248/qepElzlzBUaAXgigqt+p6r1uEDhPVR/ESCav73UxBdlvVfVZVf1aVd9TVa/y\nYG9AVPVaVZ3tBoEDsMFn+3w+mwCFQVW/wrJ/uolZsSprOxMjGruLSCGqmwCVYwx278q3yuFQCldL\nDcXunflWlpsJoKprsKIPSapeHOgFbFLkGvf/MUCZqn7oNXDf9RW+dVpg1+RlUhEPsLp8/Zp91i1f\nvDc2iXAvMFhExovI79z13cMJZMni8+GDPPv/rq+fSexafUye64JNLpRhdkZvO8uwiRj/dtap6jzf\n/4swNewej4CUClAd4THQ6ZarVWS36K1iG0gpgEQ0MhWbpTwduLWQKhYBdk+4QXeQKxWgOqAUk4zf\nEo7F0+XtOxJvkaFk9Vmcdc2hHJo8ndPvL2BbfYBamkqmFk2fFEJT37BlCHdOhGPxA7BBexFm20sB\nRcu+nh5a/d2XRe71IkSKm7TtKUXFNRJO4VNVHA18h1J5WKlsGXC6i3A40KT2Pg3ewgYq4901DioC\nzsdhs9NvtP3lI8diD7txzE6wHPu8zwM+dwOEC4FP3cx8D4zEfwNT8RwCDHcWtt7A+6r6tU8l9bxT\nSZ2GZRZ5KqljMLJriKqWO/VLP2xGexZAOBb3rBiPu2qUYETSEVgVOoXNwejdsTwn/+x3RjhiawBm\ne9scrh+OxT1S5eUCzpcB2CDjqQz7uBkjep7PsF5n4IQNq374Fk2lh5svwo7Nsdj3fZSzwa3C7Df7\ni+Wh/Bb7LNamDWCWAPOciux64MD1K5a+p6nkAW758Zh15QtvgIdN9DUC5qdSqY7AH7DB8QepVOo9\n4NC0PipbDtCW4xtYiUiRiESdbe9Ht4/Obh+4djXIXIkQzAJ8lH8QCvyIEY9HZFknwLYjAUwGbhKR\n9M98C6hqKXbduF6somaAbUQiGlmLHdNIPpESiWjkC4wYubQAtdRSjOTvichWwdxAenauP+y7FLvf\ntnfXuIKgqhuBx4DWYsUZ8kFdbHKjBRXxAC2B5o1O6f5HoFPnQWNGYNfLMdiEy2wR8Yi99Vtvcivs\nbkHk6QHrmT6nPRLBoDpAdUQ2pdRqYO8sZVKrlCmVjkQ08i7m7T0TGxz+JC4UezhmAkeEY/HdXgkR\n4KcLRy7cjwVQ/2ZnqTVdQPVw4IxwLN4IQETqtKd9qw1smFdCyaeVb8HgHpovAIqWL/isfN2yxaTK\ny17QPKv2+dARy5fYrK5S1fIF78XLk5vWl+OypPY64LCyhi3arWDL3KGqoBn5VcgbgDAwd7Mdio7A\nijNuerAeNrjwD/q9gPPDMMvdq5jibM64gd2/w4i+sW55C2Ckq0J3HPCyWLh4O0w9lcRIyhmOuDoD\nI6g8AuZSjFx53aeSmq6qs9z//YB5GLkFptZqgAscd+d2f8xe/R7YOYcpcl73VEluW7/ACKbReR6j\n1u79PZ5mt7sKm7wannGtNIjIiZg6bHAGq0Y3jHh5QK361GY4QnkAML58w9o1bD0AqY1ZU9/Evu8f\nY2TgSVh2FZhazPsMMw1gysKx+DnYZ/q/8g1r11LxvF8XI5xOwgZ3A7DS7te5Y4Cq3gk0wZQzxwPT\nRORG8sftGCl3J6ZsaomRoV7kQq6BYl1ssJ0+EG3GTyQbblfAEb0PYnbM30taKHUGPIapH/8glYSk\nBygIr2Df1e55th+KkcZnFrCPF4CiGnvto7isOAAR2RunZM4Ed73ciJHLrTI02cSWWU2ZMAWzAV4L\nzAWKReRkXx+aY8UnPHyIqTCTvniAr1T1q/qHNhuBkeE3dh40Zp6q/kdVw5iS9yq3/gy2n/Vtc4VK\nZ1U+GZjtXvKu85W9/08xa97mKoQisj9ma/8k20o/JQSkVIDqCI+USicRVmFf+Ew30m2y7/nhKmLd\nizHyNwXEVLVHkCsVoFrAlae/BxvwXpKj+fbEJEyV0QvgGI65ujWta21k42CUfK13J2CEhy6cVqqp\nZNlqTPmRNxyx1YOKa7wCunrR3KLl82Z5KqkQUlTcpM2FRUXFNV5NRCM/FLKPLSDUxB7S88m8OpaK\ne9NOh1MbtQcmhWrUOgf4IBGN/OiW+QPOuwFzOg8asw4jJuIYmRVyy8/DPuspmHJoEUYMnYcNSBIY\nQXAkppISTCX1kap+4VRSp1GhkmqLlSJ/1nX1RIzoeNqppupg5/IEZwMEC2hvhKmkvPPrYoywedL3\nttthx/3hDHlO2Y5Rf4zo8cLWCcfiLTBi7UmX7ZJrOzWwQN4ZmLLEv+wAzB43Nj3fyj0r3ILNzG9l\nNRSrXngkFuI+H7Ow/UZV31fVLzHiD+zZ42G2tLlUbCdUXIKRda8lopF068pH2GfdACO0emGf+2D1\nVQ5U1YWq+oiqXgT8kwrLDdj90j9A2xcjjLwB2hnAK6o6zFm9vnbLPczByPVsg8UPMSvn9+kD0UxZ\nLQG2H9wkwZ3Y+fGLyhQx7jt3F3bd+38iUnvn9HLPRSIaWYERuOflk/uUiEbmAFMpTC21Enj5gKNO\nLsMKIrQVkZ9j19Zc19EkFuzdH7uO+M+PeUBdEekgIvtnOh8c8fkwNrHUArufPCIipzhy6lHs+ue1\nn4Ddi0aKSCexSnhniMhfxg3sfuLKhXMenf7C3V3mThr6fyLSSETaYBMP3rXoTkyZ9aCI/FxEjhaR\n6531ulDcKCIXOOLsvxh55lmO52PPI+eKyAHiK0jhey9ewYtHxSoCtsTui9+QoRDGTxEBKRWgOqIy\npRRkVkStBOpur5DyRDTyOvBv7OH5+oCYqtZYjIUUBhL0ALs9EtHIbGx2tHc4Ft8p56yzT40A2h3c\n8uw2jWl8y0IWbuxJz0cL2MwVQM1Na1ekls+bVaTJ8nfSbEf54ATMTgcVknb9dtrYZPn61V6WVHnd\nAxuVHdSi3Q+uz9uCI7AH78qVUkINoGnOdta2KcKvkKz5h1VFa6Be4zMunI3NvPptkV7A+dcYEVWK\nkVOrl3094y1sVv4tnDUDGNN50Jj9sWyiV8YN7F4bs/yVqoXX9sJynaZjVrMmVKikLsGIrMluNrkP\nME1VP/OppD6lghTqgQVjDwUIx+K1sRDySW7AhYgcjOWsDFcL2feUU/2xYPV0C1w2dMXysQZ79j+n\nyrrW9en1PLfTG1Mq/defh+be3w3YoOrJDOt1ws7hB5xVJx2XYcTbLOxcKhGRW0TkcBHpixFNglnn\nJmRYHwkVh2rW2+8gYCnwUPpyF+Q7FCOEvQHgFKyaWlf3Pv4lVpK8iVhp9bOpGOR5GOgGn8e79/o9\nFdUH5wCdROR0Z9V8GCM5vD5sxKIQ/i4ifUWkqYicKiL9XZMhGDH6ihswNxGR9iLyH3cuBNiBUCtU\n8SBGGnbM0XY1VpHvZ8BvnJU3wLbhJSzsO9+8rmFUVLDLFyObhftPr9egiacyHY0VSJhLhQo504ST\nYtfJQ7B7jl+xPAW75jyPXX9+m2nHqroQGIkVZ/gtpnSdjN2vH3br+tENU9U+jimjhmKTFkvee/jW\nr9Yunb/0m/fjt7tlz2ETLX9y+5qDWYdbYJMrb2MTLB75lm1SLdPrd7ifjzHi/VzPMq6q3wF/xEja\nxZjKNROuxDKsRru+pICI5lEx9qeA4OIRoNrBzb6uZ+tMKY+UyvSwv7KSZVXtx0TswtMNuCYgpqon\nfLlSASkVoLrgBWzg+htXfWaH4/3Hbp829X+/PHnRjMlvjWXsEddy7d4lyAinkqgUbuB/HlC0aPrr\nybINazZpKvlwFboRwWYnFXuYK1+3bJEu/fx9U0hBSIqKihufcUFRqLjG6EQ0srwK+/CjOSbLn5+j\n3ZHkQ14ZTsDInnW5GhaIc4A5zbsMOBZTDb8PWwWcdwLWNW1/ybvYYHPctCf+0BKzR4zBSJskbqbe\n9fE193oJVgK7OfaA79ncegOzVPUTp5I6nQqVVDts8DLEtW2DEX2eSmo/zNI5yiObsIFKbeBp33vr\nj+Vdvex77VJs4PZYPgfHhWtfCoxPI0O7YAOcR3yqrMq2cxhGpA13gys/zsQGav9NC1D3bHtXYzlf\nXrCun9A6BguO/wZYo6ozgNswK9xM13dvvUf8ZJgfBxx5UispChUDd1Wi+roSG3y2xT6/5zA7jqdU\nC2EVn2ZjFsHPqLAOev2+A/gPptL4GTZA8wZ6f8HUTmMxC+kitvzsUNVBmALrz24/z7nt4PKwznL9\nedEtfxRTSOZbVCHANkBVJ2EqlutFJKuly7X9BlPwtsYKGATYBiSike8xdfKF4Vg8PeMpU/s52PW+\nd762/kQ0sq5Gnb2Hnn7D/d91HjTmeFVtoqrPqOpJqhoDUNWQqm6h4FHV/VT1n9h9oSWwt6qu8i2/\nUVV/5tYdVEkXnse+yxeq6nmqWkdVD1fVIaraVFXv821zrar+SlUPU9Varq/9nJqz7Iyb/tu+/e+G\nvNB50Ji7Ow8a08i13eRb/01VPdPtY39V7eb1WVU7qOpt6Z3L8N4V+FRVT1PV2qr6c1V9I22dv6rq\nwaparKr93Wtn+7evqitV9Up3HOuqakRV5/qWP6Wq+6Vt9xVV/UkU1wpIqQDVFavJXH2PDK9DBSm1\nXSx8HhLRyHhMxnkucFVATFVbzAKOdLP0AQLs1nA5T//EMlp+tTOuO2sWzH4ytWjuQc9iI8Vngb2g\nU3F+GS+tgYYu4NwbxEwuZP/hWLw+RiD432to4Qfj2LRm+WaV1F4HNi4/6OdnLcYGs9uK5sAXKLlm\nMY/G7Ei5yCswu1k+28wbIrIP0LqouMYkjICa5AsHb4NZ3SdipNTEIztcfjpG6JRi964vgK8w0u+1\nzoPGpLDZ5dJxA7snMYJqopsV7oXNbL+LEWxHkVklVYwRKe+q6pdONXU58IHP1nYpRvqNgM0h9hcA\nIz3bpctuOhXLgNroXmvk+vS8j8zKhd4YsebZCHGE7uXAhEQ08mWuDfiUUEtJU+GJSD1McfWWqr7n\nX7a52l6abc8bEDmby20Y+XO6b0DzH1U9VFXrUqG8aqFWXn2rAUw4Fj/7xD4Dk2f+6tFervy7t5+r\nVLWHr0vnYedrRzfIO1RVL1KrpIeq3qKqzdwg7iC3fjrB+5YbmNVW1TN8nymqulxVe6hqfVVtqKp/\nzNAHVPVONwCt5Qakd/uWLXXrNHD9OEpVr1erAhZg5+AR4FvgDqdMzApVnYZZmS4SkfY7oW97OkYA\n+5J/HtJQbALgrAL2UYopEi8vrGuAKS1rYNfVgqFmEx0MnCoimfKp8oYj3x8CTl7w7uhLRKSriBy1\nLdvMgGBstxMQkFIBqivWkF0plcm+t6qSZduERDRSit28LwT6BsRUtcRM7HoY5EoFqBZweUH/xuxT\n+YaiVgki0qwcujwIRX2wYKg+wAMQKocueTwADgCKVyz4NLVuxWJNlW18WtMCoPNAB0zRsxkbVy8v\nXzTrjRSqRUCRFIVCTU6/gFBxjZEuf2tb0Yz88qSOIR+iySr0Hc3WVqhtRTsgdcrVf1+LTbz4rV1d\nMLvB4UD9olBJKXa+TBs3sHsNjFgagw1m6mPZFp0xAmcMZufbB3jJkUGnYoSfYiTUF8D0cCx+OFuq\npLzPy1NJdcAGTU8DuOpenTFiyVMV9cPUWSNcm2Isy+gTzOrgEUPXYRaJkfkcHBFp6N7z8DRypQ+m\nCno644pbowOmqP1fhvP3aizT8pEM63XCsrSy2fYGYMf4X6qaytD/5q6vwzUtp8pDOBY/FCPMJlFJ\nCXSXHXMVMEJV383SplmOgV3wjPMTgDvH78LIkZvzqLg2Ejv3bnHnbIAqIhGNLMSueT3zUT8lopG5\nmD3t0gLUUpuw63NbV9Qib7gJihFYhlLGkHtnvV0tIqvEV0nTew17fzOAa11OX5UxbmD3OVMevLH5\nZ68+PBRTd34RKi4uzUfJnSfyzc4MsA0ISKkA1RWZSKkN2Gz5TlNKeUhEI6Mx1r8XNvsboHrhO8we\nElj4AlQbJKKR97Fsgv7OOrWjcARsPQXrC7A4MtuKLsevG1D0zbSxquXlXmn7vOGI/osw+45n3dNF\nMyaFNq78QdmcJdW4vMHPz/TyKrYHbsLyPbKjgmjKx7rXELsH5dM2L7iBYkfgvb0PPrINMCcRjcxz\ny/wB512BWR3/+HJdjKCKY0TNCixP6nxgWudBY5ZgSprXxw3svhyzqr2nZlW7CJtZn4RV5TsWI5U8\ngmoxppIqcf+/parz3IDjMvf/V67rV7htvQrgBkVnA0MS0YhXna0rVlnKb1dri9kHH1HV9Mpz2XCl\ne5+bz4twLN4EOy+HuXDhSuEqUw0AJmtahpVTc3XAsqq2UBRlse35122NZX4N9hRQacvrAL/BcpqG\nZepbOBavAfwOO57/zWZDdJWefodNwjybYfl+oVCoFMtmsYFdKJRpYBcM0H4icOfkv7HvXSRHW696\n31ysIt/+O76HezSGY8R+vpX1hmL3mEKypSZhluF+hXUNsOvpSuxanglTMYvfCWxZRbMlcII7Xx4C\nDsQUslVGUSg0JLluedNf3vMAD0+ayi/veYBadep0KgqFtrlap6rOd3a+Gdu6rQCVIyClAlRXrCGN\nfHIPYqvIrIZajw1cdggp5fY/EngKm6m4eEftJ8D2hzt3ZgE/39V9CRCgQDyBOepuz6daTxUxFyxp\n1A9fKnRl1qczgJ9tWrtSV8ybhWryjUyD7xw4FvtuhnAD4vKN61ILP5xQrqmkAEVSVBxqfMb5hIpr\nvJhFjVI4lHXo5gmNbDgQU7nkQzQdg/V/u5FSGMHUZO9Dmk3FcoH8KqkwNmj4DiPcX8WIqEWT7rrs\nM4xIKcVItcOxoOo2WIj3SEyFdyjwoogciA12RqplB/XGgtOnOoLnDCpUUp3cNrwBQVdgPxwR4vKT\nTgOeUdUyRzoOwOyP412behiRNd4jskSklmv3rqpuRfBkggviPgN4ylM3uf1d447L6Hy2g6mLikir\nmuf6dBM2479F+Ljbz02Y+itTtb29sWp8U7H8nky4Hntu+YdmrzB4LRbgfne2HCmnOrsDIxO7a4Zg\n3aKioiElJSWdevTowa233kqPHj0oKSnpVFRUtHlgp6qvuwFakO30E4GqvoMpKAeISLMcbcuAv2ET\nB//nMu0CVAGJaOQrLEeuVz4ODNf+XeCSAtRSKWyS6IRwLN6ykP45C97TQFt3TU9fvlG3rp65+ce1\n8SrP9Xb3mIIhIs1SyWSXawb+LXTWuT04oOEhnHVuD66O/i2USibzUXIH2E0QkFIBqitWs7VSynt9\nK6WUIx1WsgNJKbefEZgctm84Fu+Rq32A3QpertSOGtgHCLDdkYhGyoC/YyWWr9sR+1DVL4ph7I2Q\n9OoXPwvcBMliGKtW4SYbrgVC3338Wqpsw9pNqfKyB6vQhQhGapTjKu4tmfWWrF++SHCB53UbNC5v\ncPyZ89j5pZWXA1Hys+QdC8xH2T6kmaEjsLx1/zu94/M6bBFwPh4jiVaeet2/ZmMEzatl61Z1xCx6\nYzGV1IKm7S+djtnQP3Zqq57AbFX9DFNMrQUSzppzAhUqqUuBJZhKyssZmayq37i8pIuBCaq60Cm7\nrsIyrDxe8zSMLHnckVpgdrUitlTV9cbu73lVfXT7GoCpjPyV9U7H1FaP+bK3KtvO8dhxflJV01VV\nl2Ok5AM+NZeHjli1w/vTiVLXtxsxovX+DOsiIu0w9dj/VHVxpr6FY/F2GPn4sKeQy4IBmKLxTdja\nZioizVKpVJdIJBJq0aIF9evXp0WLFnTr1i2USqW6iMh2vbaIyNcicsv23GaAHYonsMmJ3znCOCuc\nWjCGFRC4JQ/bX4DseB47jqfk2X4YppZqX8A+3sVs2FdUIX5kEnZeXL0Nn/MwTGgwoIrrHwFwbKtT\nt3jxuNaneX9mVXIH2L0QkFIBqisy2ffASKlsuVErK1m23ZCIRp7DbiRXhWPx83f0/gJsN8zEBghH\n52oYIMDuBJc/8RDQMRyLFxJ0mjfK4bK1ML4v9oTcF1gL48tNzZIRzlbUWVNJWTzzDYB5mFUsb4Rj\n8b2wMO4QRkilUuVlqW8+SCRT5WUpQCRUHGp8+nmpUHGN4ZVUHNsxUDahfJwn0XQM8On22rVTv7QH\nmRQqqXkOMMVHfngB569jYbnj6h9yVEcgtfbH717DFFNvYZbIU4BXjuzQ53jsAf9lN/N9DKaS2gcj\ntka52fHeGDf5TppKqhxTRe1DhdXsfKyanvf/qW67T6iqOnvnVcCHiWjkQ/e+mmDWuuc8EkhEDsEs\nHsNVNb1keDa0xwYkj3mkjzsnBwAfJKKRabk24I7xDZi6LZG2rBlmdRySrv5zoe1XYyHqmVRd7bHj\n9kCGEHFEpIHb72S1Smj+ZSVuH4dgSqzJOIVZlvfQHvu8HwV+zNLsCIDGjRtv8WKTJk28Pxtm236A\nPR9OpXc39l2+NRcB4ZQw/8Jc3712fA/3TCSikU+xCdOLC1BLTaGwSnyKuTyOwgj7vOGuq49h+YtV\nevZQq7Y5GDjDWaELxVyA2dO2qC/BJ1M3R+ZEnCrtAAAgAElEQVTlLGIRYPdAQEoFqK7IRkqtInOm\nlLdshyqlfBiChQBeHY7FK/XhB9ht8C1GXAYWvgDVERMxAuKmcCyeMXh0W6Cqy8tUu2IPn92AZmWq\nXTMNqH1oB+y7fP5sXb98SSq5acPgTLahHGiPWcjU+/n+i6msXTrfe35J1mvQpLzB8Wd+icsn2i1h\n2VMTKZCUy4HWQL1m4avmYyHifmLCCzhvBtSuuff+49xrk9/+z7VHY1klozGyYg1GbFyIWeg+wlRS\n32LWsvMwRVpcRJq6/Q73ZUktASY5K1sv4DVVXeTsaT2AuKr+4CrwXQF87Mtl6ub68jhsVhBdg1Xx\nG+177XosM6nyjC8HpxS7AnhbVf0qtgsxVWFeaivX/0OAB/1qJkdW3YwFmLcXkbtF5EcRWSQif3TL\nNswe/eALIvKYiCwVkZUiMsEpoK7HVAbXiMgW70lE/o0d9zXAQyIySUTuF5F/icj3wNhwLF5j9eKv\nY+8+fGurcQO7/2ncwO4rROT5dAuMiNyNqeE6uvdSK215KxEZhwukf+aZZ1i0qIJfe/jhh70/B4pI\nSkQ8K2VTERkpIotdcPH7IpJXpTARmQQ0Bv7ltpkUkTru+PRIa3uBiKwRkb1EpLFr31tE3haR9SIy\nU0TOSlvneBF51fVrsYg8HeQbbTtU9XuMaGqNnUu52r+NWXj7ikhBZEeALTAcu47na6/zsqXOzncH\niWhkBnbd75svmeXBFV+YAly5DYHlb2Lk23Ue6V7A/r8oCoXGPjro98nXR73ID4sW8vqoF3ks9odk\nUSiUS8kdYDdCQEoFqK5YA9TNMHOQ0b7nsMPtex7czMPTWEbH9eFYvMvO2G+AqsN9ZjMJSKkA1RDu\n/P0vFuj8W6dA2e5Q1TmqWprng94NQOjbaWM1lSpfAVqVgPOLsYG02O5Vv5k2VpObNiQBlVCxNDrt\nvFSouMYLiWhkY8FvaGdBUZQRKNszLPUcYE6TNj2OB5ZiuUaZAs6ntfvNU02xnKc4pjybg5FOnYHS\nzoPGHIgNNkeOG9j9EEzR9BJQB7NPlqrqakwltQh4w6mk2lChkuqOqbOec/27yP0e7n53wgjGJwDC\nsXg9zPqXSEQj812bU3HWOl+G0umYXfDRAqo2Xojd75/yXnDqpV7AKKcurBRiVft6Yzla89IW98BE\ng99iwsE1mOLsdmDg4llvdgbu/3Zq6dMYCRbGrHwfYuRpOfAwmdEcU6Tck1aZcCOmrrpeU6mrP37u\nrz3WLF2wFAtC7gg0peLYIyJ9gV9jA76Tsc/thrR91QOeBH4JLFu2bJk++eST/PDDD0yfPp3y8nKP\nRL4CIw9bu//rYufS2dhnUwqMEquqmAs93HGLum02VNV1ru9XpbW9EnjBdxzA7Mr3uP1OAUZ7Yewi\nUh+rAPcBdrzDWO7b83n0K0AOqOpU7PvcT0SOy2OV57Aqa7c5BWSAwvERpgbKS3HmbLzvYNlShTwH\nPI1dn/Mms3x4ElPIVimw3Bd63hBT1xaEVDJ52YZ168bfd/vNXHd2a+67/WY2rFs3PpVMZlVyB9j9\nEJBSAaorVmODlDoZXq/MvrezlFLeIHEwVlb7xnAs3nFn7TtAlTELOCociwfhnAGqHRLRyDpssHYE\nlnWzy+C+Q+02rlnB8vmfKKoTVTWbdSgbjsAG0yFcDs7yr2ew6tvPBWflq3fQ4ckGx7Xdylq1p8NZ\n6loX1677OkZKTPBVXfMCzn/E7GulGLH06biB3Tdh6p7RGJFRgpEL52P5WK9jpMEyTD3VFagBjBSR\nRhgpMtwp3npjZNgkVyWuBzBOVZeKyAEYSfWyqq5yKqrLMDuaV4GvN1CMU+m4GfIBGHEzzb1WE7PB\nTVXV9/M8NvthhNjoNFvdlViV3pwEhVNnXeeO47C0ZYdiZNpLbnszVDWmqnM7DxpTWmf/Q1Ys/GjC\nmnEDu9fEwucvVtWPVHUuNkBXYE4a0eJt+zhMFbHEZXl5mKOqd6jqnM6Dxhy0+JM3+65ftmSvVNnG\nC1X1Y0cW9MNUWye7/v8Fy+7qp6qzVXWr7DNnDfwAI/H+nkqlEhs3buSBBx7g5Zdfpry8fLzr70pV\nXep9h1V1hqo+qqqfqupcVf2j29d5uY6tU1cmgTVum54d8zEg7KyLiMjPMCXd42mbuF9VR6rq58Av\n3Gfk5dHcBHyoqlFHoE/Hzp8OIhJky2wfDMHOo9sdCZgVjmz4N1ZUIJqrfYCt4a7rLwAtwrF4vvES\nw4AGFKaW+hJT8vZxNue8oarfYfeRXrJ1tc58tzEfuy9d4u4fhay7PFlevoWSO1lenkvJHWA3Q0BK\nBaiuWON+p6uiKrPv7ZRMKT/czeQRbMb6lnAsXpUZiAA7D7OwQVKQKxWgWiIRjczB1CE9w7F4VfIZ\nthe6AHt/99EEkhvXbUpu2vCfKmwjgql7UoCoaurbD8Zr+Ya1SSBZFCqRRqeeWxYqqTHMBb7/lNAO\nSJ3S/+4klgv1GoCzT3gB52Fg6dm/f24Jpj6KY0TRSowcOQ94s/OgMUm3zphxA7vXwwYyozDi7wLM\njrcMm6n/AZgUjsUbY2XiPZXUeZii7QXXv0uwqrcj3f/nY/fmZwDCsXhD7PMdnohGVvjaHIgvA8rt\nc1/yt9uBEbKb8JFP4Vj8GHfMnsqzOmMbjBB9yOVoAZvJqpuB76kgq2a4fQhwU0ntemuXfTV9IWa3\nqQcsc1ayNZitvxb2mW0BEdkLUzYtw8g+Pz5w+2gI3Pzjlx8tAV3gBoMAqOqnmFLyGMx+2RCrcOgn\n5qak7bMZNhBsD/we+0yTwANAs2Qy2TXTwXF2un+IyGwRWS4iq7H7ZqNM7fOBI9ZmU1Fivi8wT1XT\nLa/v+tZJYgSmV/2rJUZArfZ+sBw3xeVmBdg2uGN+DzZZ8BsRqXQs6b4/f8HI7T8462uAwjAFUxcW\nopZ6m8LVUs9iRUUyfu9z4HlMAdqnCut6GIpVK61S6HmBSu4AuxkCUipAdcVq9zs9V2o1UCfLRXgV\nsHcVqktsE3y2mgnAreFY/Myduf8ABWEBdp4cv6s7EiDANmAkpja5LRyL77OL+nCjppJFSz55SxGZ\nC7yXcw0fXBXMHlQ8p+jqxV/x41cfqXtN65pKahaOkNluEGIIeeXj7Ao4YqQj8G7dBo3bAtMT0YhH\nYrTFLHRvYcGziZLadbsCKz8aMuhjzPJXihEuB2IW825u3VLM2ldGRQ7R3ljYeUOM1BnhbHWXYMTJ\nRBGpi5FXr6rqjy6UvBNmu1rv1BE9sWwpr59XYgTKSPee9sOUU2NcmXDPPtcTeDE9SLySY9PU9XuI\np0Ry9/zrsMDbCXlsYy+sauSUDOqsLlgVxft9VkKPED0HOHn98kVzNVmewp5PvsMIwZMwwu55rNLg\nPW4dC+u3z/QmTP09PUO31jr1wh3A8iWfvP1GJW+hEaaa2gR8Xcn7rIEpDPfFcrxOx0idZZgyq7KB\n3T8xEvEO7JxriU3qVDVTxsNj2LmB+52uksqFuhih2sL1yfs5CqjsmAUoAI6k/jt2bC/Jo/33wF8x\nJcsNuYLSA2wJN44YDpzibNP5YBh2je9QwH4WYhMavcOxeLoTpVI4e/cwoHNVrZrOxvsE0FZETqjK\nNgJUXwSkVIDqCk8plU5KrXK/M6mlVmIzv5WWs90RcDeUBzA7xG/CsfgZO7sPAXLDfU6zCHKlAlRj\nuPP4X+7f23Y2Ee8IpdOXz/uE9SuWppJlGx/JVPI+B9oCTXz/68IPxmvZulUKJIuKS6TRqd03hkpq\nDHFKne0DoR6WVVNoIPvORFOgyQHNWs3ACI5MAefHAaEGx7V5EyNLEt9//n57zK5XiimbZnceNGYB\npliaMG5g9yQ2Q16K2dJ6Am85QqgXRiKND8fijTAl0Qvu2F+IKUxHuD70wYiNUvd/b4x8eR4gHIsf\nh9kAn05EIx6x0w8jd4bBZuLtWrcdL5OqUrh1BgAL2dLO2RFTyTziszhWhr5YptMjadvfH8s8Sqjq\nTP8yX7W91zatXekpvz7EMpOSWN7UfsCfVPVzN6gHU1w1xAaObbHnhGxK3QHAYcDdyU3rZwCHOQLQ\n69+xWK5LW+wcmI5ldPlxmmsrWL7UocCdqvqiU1qVYepEP8owVYwfZwBPquooVf0EIyibZOl3JmzK\nsE0wpUZjEbkZUz89naHN5lrvYuH5J1NhS/wQO/fnq+pXaT/rC+hfgBxQ1RmYsuWSfAgEZ0d9ACOs\nz93B3dsT8Qb2PctXLTUfm5zoXaBa6jlMyXlhwT20vLxFwIBtIB4nA59goeeBqu4nhICUClBdkY2U\n8hRU2Ugp2Im5Un4kopEU5q1/C7g9HIunPywG2D0wC2heqKc+QIDdCc4SdS+WH1SVh8ttwQVAnW+m\nlaKp5ApNlmcaWObCxRgxIEBy3bJFLP1sChi3pfUOappscFzb6VgG0vZEM/f780pbCQch/BrZagC/\nM3AOsLxl7z8cCKzF2Zlc5pM/4HxKy96/PxGoVb5xvZcr9TamjDkeU0mdjamhRmJ2v5qY0uQsbJZ9\nhKvo1gHLh9qEKSO+B14Tq7B3HqZwWuGUSmcCQ1V1k1M7dcUUVqsdQToAC1qf7Pp9lHtPz6iqd29v\njeUxPaaq+QbYt8YUMo97IenhWHwvzA72uiuvXimcna0b8Kyq/uB7XbD8og24oPY03IQFkT/mvaCq\nE7DPphS4EVNpHSgifxGRk1yzie59/g0jkjqSQalb54BDD3b9eiwRjXzltj0LGCIiJ4rIKRiB8w2w\nGPgH8B+gv4hcKSJHicifMcIG7DM7B8uB6iwiR4vIqRgptC5t9/OAc0SkgcsyA/v8eohISxFpieUM\nFTIInQecJSIH+yvjqeoK4GVMSZbw2xN9uNFV5WuOqdD3oeIzeRAj/54TqyzYVETCIvJ4oM7ZIXge\nC+L+TT4VDlX1NezzvVpEdqW9vNrBTQC8CJwZjsUPznO1YcDPIH/lbyIa+QHLwr0gHIsXNF5y193H\nsYmdk3I0z7YNL/T8YPLIqAuw5yAgpQJUV6zHZl4zZUpB5uyoXUpKwWZi6l7MynJHOBZvtav6EiAr\nZmKz/s13dUcCBNgWJKKRj7CH2H7hWLxZrvbbETdvXLOiaMWCTxWR8aq6KvcqFQjH4odhSgwv4Fy+\n+3iiblyzIgWkioprcNgpkfWhkhrPuGvq9kRz7D6yOEe747Acng052m1XuDDw9lIUmhwqqdEBI1s8\ntVEX7D63FjhUikKvYkTUuxP/2utwTJEzGrNdLd23yfHvYQTie+MGdv/evT4ZUyddBHzgQsl7YkRF\nqVNJtaVCJdXT7fsl97sfplSa6P7v6/o0yv1/FmalejwRjahPETUPGOfeYw332kf48oNyHJdioD9G\n7EzzLeqNZTg9mcc2Qhh59DU2KPOjDaY6eigtoFzrHtj4MEyt80AiGlmTtt4F2Dl8PEYUDcXsdUvc\n8onA+275jdhE21P+DRQVl5Ts3bDpidiEVqlv0XlUhNOPw3KTZmHKp1Wq+gIQA+7GjslhGIlTGyMG\nX8LI332xzKqnMCIrPc/q15i6ZQGmRAK4ze37bYzcHOtblg8GYsqquRn2NxizAWaz7t3hfj7GrhPn\nesozp+prg41vElje173A8iqoNQPkgDum92JZQrfnqWx5EjvffudX+gXICxOw62nPXA0BEtHIAqqm\nlhqBXbd6F9xDu57NxNRSmdSQOeGqncaBS/MhOwPsGQhIqQDVEk6Cv4bClFLewGiXVv9IRCNeSOQH\nwB92cRhxgK0xHzuPAgtfgD0Bz2IDv98WmhFRFThlyokLPxxPsmxDWfn6NX+vwma6YyodBdi4ZoUu\nmj5ZSZmjrl7DpqkGx7X5ABsQb280Bz5HyTWAPRr4BiWdhNgSgiBEEA7cTv1rDdQ7pvsvlmCKED+R\n4w84//ac6AjFCBAv4HwORgCcCYxp3f+ukzD71stYXtT+GFFxiltvuMt66gSMdIHFl2Bh56+5Kkvd\ngVdchb3jMHLmWVVNOgXUmVi+0yanPr0CmJKIRma593MWdiwfdQHKYAOu/YGHCyASumIz64O9dcKx\n+CEYcTPczf7nQnfgcOBBX18QkXrA9cA7qvqOf4XOg8b0OuOmB5PAxEQ0MhVAVS9U1f6uSW/suB+j\nqrVUtYmq9lPVhW55H+wzOUFV91PV36jqL1W1g3sPJR0HvjytRa/bXwfu99sPVfVbt6+93TFbDNzn\nz4JS1btUtYGq1nd9ug8jcz4EnlLV6ap6qqrupapHq+pLqtpUVe/zbWOMqjZX1Zqq2tS9Nl9VO6pq\nXfee/qeqHVT1tjyOM6r6nqqeqKq1VTV94Hoodo6NyrQq8KmqnubW/bmqbpEVpVYN8CJV3d/17zhV\n/XU+/QpQOFR1JUZ8NsdI6FztUxhBuwyryJf+HB8gC9wExMtAB2cZzgfDMEtu3hXAE9HIauxe0DUc\nixd073LX38HY9zhcyLppGIKpT/vnahhgz0BASgWozljN1uTTGuyhJRMptQZTV+3ykrRuhvlu7OHw\n/4Vj8Ra7uEsBHNxD/2yCsPMAewDcteYeTD16407Il7pUU6laSz55U0VCc8gc2pwV4Vi8BFNvFONC\noBfNfD21YdUPCmhRSU0Oa91tTaik5tN55gPlD0HwSKncOBr4LI92B2GERuNt6Jkf5wBzDm3VpQWm\n6PnKve4FnL+HBVaXFoVKIsC3EwZd+ANmpRiNkTflGJl1AfDFlxOHfIqFyr9PRYWnT11W0IVY/k/c\nKdj8KqmLsLyhkU7xdAVGgL7t/r8SU9d4QfTnY0TakwAiUgvLaHrH5dMgIg3cdkf6iJtK4Uijy4Bx\nbobdw9XAj9ggLtc2DsCq9r2qql+kLe6PnY8P+1/0qu1hA6etqgM6i143zE641XsRkRYYmfRMJaHi\nV2Hnzt2JaCTdVudtpymWDzUeR1JmaVcHiGITdPc4ciBTu2Yi0tWRijsNIlJbRI4Afocp0jJlxQUW\nvN0QLo/sKczSmTOawqkNY9jz+O1VVdT8RFGKXXMuyKdxIhr5BniTwtVSo7Bx02WFdlBV52Iq0D6u\ncETBcOfIE5jNNxgj/QQQkFIBqjO2Uko5K8daMtj33ABmVaZluwKuhPldWKDfwHAsHpAguw9mEuRK\nBdhDkIhGFmNZK2dRQLZEFXHzj19Plw0rf9Bk2YYHqmCZOQ04EptckPKN65LffTheNFmmgNY76PBk\ng+PavIsRKNsbh2DETq48qToYUZAzo4iK0Op8CKzKd2t5Pq1q7XPgO5iaabyPmPMCzlsAyWPPu+lj\njJx6NVVe1h2zfLyHkSTjOw8a08C1ffmrycNaYcqolzAyvjmmkqqPkVij3QDBU0lNcCRONyxnag2W\ni3QM8LT7zE9y239SVVMum6QXEE9EI15OUE/sfuzPaLoGu08/X8Ch6Y2RRkO8F5w1vhUw2GdvrAzX\nYhbFZ/wvugDnjhixtCxtnQ5uHw+m2/YcUfZLzIL4avrO3PJfY/eal9KXu/dwBhYI/VgiGpmbqY1T\nmfweIxMfyvZ9cyThbZgCLZZmQfTa7BcKhUqx8/9V4ItQKFTqFHF5Q0TaishqEVnlfvt/KrPy3o59\np77Dno0yIbDg7b4YiV1jbnU5dJXCWS3vxCr4BWqYPJGIRtbjJhgKyHx6DvvudypgPxvceh3CsXhV\nJlWewTIK8wpmz4KJ2L3z+iD0fM9HQEoFqM7IZN+DzAoqDyvZDZRSHtzD8l+wh8A/hmPxY3ZxlwIY\nZmKZFjszhydAgB2GRDTyBqakuD4cix+6I/YRjsXrAcd8O3WsgqxMlW18JudKW6M3UAdTROjST6ew\n7sdFKUCluAaHte62KlRS85ntrpIyNMcGvdlUKx6auf7lQzQdi9n8VudsmRvtgdTJ/WKeqmAybBFw\nPg4jp944tFWXM4GyL1979l2MVCnFsnbqYXlJF2K2sSmYSupzTCHaC8t3moYpmxQY5VRSZ1KhkroY\ny3Yc5QiPvlie0UciUoSppGZRke/UB1O+Pef6fKDb78uquti9djKW2zTYWQVzQkQOxnKzhqvqcgCn\nBrgayxOaksc2TsEIvEf9ZI2I1MRynmayZYVDwrH4/hiBNikRjWQiSK/H7iH/SSeK3PG6BauEeG8m\nIikcix/k2rxNBlLLt53bsOegv7kQ+mzogxGZ/1DVbzM1KCoqGlJSUtKpR48e3HrrrfTo0YOSkpJO\nRUVFQyvZbiZMxYiGE9xv/0/GKm0i8gTQUlVrqGpntdLwW8BZBkOeqi7A7gV3Hv8Leza/w+Xf5Vpn\nBlbl8jwRyZswCcAo7HqaVxC4Ty11sVMj54sEdp/IactMh6r+iBHu5zsFbMFw59T/MCtg96psI0D1\nQUBKBajOyEZKraKakFKwmZiKAV8Cf97JgcQBMmPe/2fvvKOkqLYu/jszQ06CCVQEMSEiBkRFUFGB\nRhoVEVFUMGHO4anPz+a9xxjeM2HAHFExgIgiDTQgGEBBgoAoCgZEggTJeWb6fH+cW1DT0z3TPZIG\naq81C6aqbvWt6pqquvvuvQ+muAvUawF2JbyEVU27exupAK/ZuHp5zsp5P4pkydBkA8vi4Abip+NK\nxcfz8wr+mDSceP5GBahep0HBvke2GEtmgcqZYCbwDEoRFUkCGmL3h6SD+wQcwZZy9aWGIyBaA+Or\n7LV/S2C8y/2ALQHnecDe5arUiGFZHmN+/fy95hj5MQwjmSa27TVkE0YwDR7Rs8Mh2H1uINAAq9Y4\nAFOMdcDsbKsxldRfmEpqH2zGfaCqrnf7OgjLKFLsO6yPqaTUhaO3A9719fkK7Bk+wB1fOeBajEjK\nJCvscmAFptLwcDaWL/VySeSlsxBeh11TiZ97CWY3LKT4c7a9GzELzUtJ9nkqpkp83g3MEhHCFIFP\nJ1vvSLW7sfPzTDHH0AVTaj2mqotSbIOItMTI3jdVdWKKbQ6Lx+PtwuFwdpMmTahRowZNmjShffv2\n2fF4vF0mVj5V3aiqv6b6SXc/AcoeHKn7X+x+kK76aSh2f7rB5dIFKAHuPjoMCLscx3TwLpmrpfKx\nXMoTQ7nRhiVtnwQfYmOyy0vRFgB3zxgGXOwyDgPsoghIqQBlGakUUcVZ9Faxk5FSsFkm2wsjQ3qF\ncqMH79ge7d5wNtDvCcLOA+xCcPeZR7BZx8u3wUdcP2/ycInn5+VvWrf6wVK0DwPejGrB0p+nZK35\nc04cQHLKx+s2a79im2RJeVAWoIUVMSlgeVIlhaELVTBbXDo2v5LQAKhX5+jTZ2GEzygoEnDeFvj5\n9Hv67Q3ULMjb5AWcj8Mqr9XDKqWdjVUNHIGpleZjtpvOWFj2ONcuGxjklHV+ldRFGCkXdZaKS4Fv\nVPVH159LgXGq6tkgr3T7jbo+N8ayqfr6FFHnYeH2KS1oiXD7aY6RX5sAQrnRPVz/hsUi4Tlp7KYr\n9k7wvP9zReQQLLPlXVVdkNDmdCxwPpltb08s3+mLxABut74uprAapqqpKgtegQ3q/xeLhJMSpC6v\n6hLXv8mpDs7lTd0GfIERj6lwMEC9eoVdOvXr1/f+e0gxbQME2AxV/RnLWOsgIqeksb1i5O5M4L50\nrH8BACPiK2AW6xIRi4TnYZU6L8hQLfU5Nja5LNNMSnd/fxNoKSJ/xwnyFjbpcvnf2EeAnRwBKRWg\nLKM4+14qUmplMet2KJxP/N/Y7PsDodzoQTu2R7s9ZgANMwyGDBBgp0YsEv4NK7V+dig3WmIgbboI\n5UZraTxef9EPX5GVU36WFuRnRMSEcqPZGJlQDohrPM68icMo2LQeQKvXOTi+75EtxsQi4Z3BujMB\nRwqVgIaYze9vK6WwLLDlR557836YYulbt9wLOJ+MqWaGYeTejE9zO+0N1MHseucCc069q+9sTKkT\nG9GzQ02M1BnktmuBERfl3fYxVV1BYZVUHdeXAW7A0RoLc/esmh2AmthAhFBu9BisIt8bsUg431n7\nrgZmAWMARGRvTMkzWFX/SOdkOOVYD7cfP/nTHbO1vJ3GPupjxNP7noXQLc/BrHO/UViBRSg3WgvL\nnypi23N9uhVTUL0gImNE5CkR+Z+I/CUiCzFl2CJgpIjE/QG+IlJDROKLZ359OfDaiJ4d9nPbtBWR\nKSKyTkRGucHd49h394KI9HOKr8TjqwH8H/ZO8bSqqoh0FpHpbl9LRWSEiFTCSEP69evHI488wsMP\nP8zrr7/O1KlTvd397PYZF5FrROQTEVkrIj+IyEkicrA73jUiMk5EDvL1418i8q1rN9e1e19EUr6L\nieGfIvKr6+u3InK+b/0e7rgXu/U/ichlqfYXYLtjGPZ3eYuI7F/Sxi7U/mEs1y2S7HoOUBixSHgZ\n9hzqGMqNVkizmZct1TaDz1Hsft4YywrMFKOxghxXuXtkxnC5hW8Apwdqul0XASkVoCyjzGdKJcJV\n1/kX9oL4QCnDBQNsHXi5Utu1AlGAANsBUYxYuTWDstIl4balP0/J3rh6mcbzNz1VivZNsfwlAF0+\n93tWzPsxH9CsnApat9lZy7LLVXhzK/X170EZhjI2jS0bYc+cP0vasDg4a1ur7HIVvszKKX8q8KlT\nc8KWgPNjgXUnXtv7d+BI7DvugJEJqzBlz8cVq+/ZFqiIBeWe5/o3BgsdX4ENINq7bT50KqlTgQGu\nOEdXYDkwzKmiumKqoDli4d1dMDJrQSg3mgVchZFyXrZTG0z19ZJPmXQV9jx/L4PTcjqm7nnF208o\nN3ooRpK97bMJpjqnngVvPkWDxjtiarRn/BXgfNX2NpGk2h523o7FcqS8z+/uju0E7Ds5EVOibSIh\ntLth+Lq9ANm4ZsX3GJHo4V+Y+qo5prwbgSmXznaf2Ra4OeH4coB7MSXFg6q6UURqA+8Ar2CE6Wnu\n2HOw7+2vZcuWxVu0aMFFF12EiDBmzBhEZGRCdcD7sQHi0Zi65R3gBeBB7O9YgD4J5+YQLK8sjJGi\nx2LFF1LhPkxxdw32d9QbeMunvHnAHWT5xsQAACAASURBVEPI/Xs9FsIfYCeA+5vsg5HZ97p8tpLa\nrMaiLPYF7iwtgbGbYSA20Z4WyRSLhOdjWYQXZGjhn4Tdx7uXQi2lwKtYZmOJyrliMArLPrxOgmqN\nuyQCUipAWcYaoGISJUtJmVLVt0NZ9FLDyfV7Yg/zB13AbIDtj18/+9+lp3/7Tu7d2+sD3UzzEyVs\n85uI3LK9+hRg14Ob+XwKU3Tc6ciDv4se8yfHyMrKWZu3btUbpWjfFVP8qKpmzZs0XPM3rM0CtJpl\nSY2IRcJbwwa3PbERGFeiza9kNAOqNTr3lpVYCLxn3fMCzkdhg/PRNfY/tDWw7IvHr5iLEQSfYOTF\nyn0atRiLBeN+OaJnh3xM8TQYG9ScjqmCBCOrRqnqUkzB9Bem7KmLha33d3a5Dtgkj1f17gLM8veu\n+701Ru68EouEVaw0eDdgjGftE6tu1wJ4Pd0MMqei6A6MdaXoPcLoamAuMDyN3XhkxnN+4kksOP1i\nLID954Q2ftteIdLLqUGuxDK4/Jln01U1F9gDG2zPwkhDsHON63/OPkc0vw3gty/6f+CzqCrwf6o6\nXlWnYSTQAUBXt2wc8IHrmx9Xu+N7SFWXuGV1cJZMVZ2rqt8DL2KkYEOgQzweHzFy5Ej69u3LnDlz\nAPJV9ZWEfb+mqgPd+XkE+47fVtVR7nt9CrtO/KgAdFPV71R1LEaiXZTMquXIzn8CV7p9zlHVN7Hr\n7Fq3WV3gW1X91h3LaFWNJu4rwI6Dy5t7GMt3u7aEzb02c4FHMfL20m3Xu10DrrLu50CnDFT972NZ\neZmqpfpiEwotM+2nC7SfAFzu/r4zhiO3XsRs6O1Ls48AOzcCUipAWYb3UpiolloNVEtBPK3CXsrS\nDQbcIXAvvPdjM9cPhnKjJcqfA2xdxCLh+Ak9HunTuNMdC7fjx54HRLbj5wXYTeHuMY9jA+Quf2df\nodzovhtWL9t35bxZZOXkfFJCFbBk7b0X5GxA1vz5W3zZL9PiqGpWuQpat1m7v3YalVQmUPqjPL8V\n9nQmMLtOk9OOBmbEImHvnuQFnAtQo2a9xp9jZMDwDSuXnOXWTcFV3zvmon8ej+U2DcKIqgLMZtMR\nI9CGY2RNNWCge+6cxhaV1MVYUP4IRzB1Bkao6kJnwesAfKiqK0K50YrYoPLzWCTsqWwuwsiJvrBZ\nzXMtZpX+PIPz0REjw/r6lp2GEXQvxSLhguIai8geWDbJKFWd4VsuGFmyFFP/bIbPtvdZLBKekLC/\nbKwK3lLg9YSPm+4+73bMYjkT+w4ScVlWdnZ9QDesXJJYefA79zltMKXUekfseFjk36eItMMGbS+o\nqt86Og34FJghIv1FpAdwGXZ9PQX8Go/H57Gl0Mda7NpKDBf+LuGzwb5D/7KKIuJ/N5vrt0hiyrls\nTD2RiEMw8nWkiKz2fjBCs4Hb5nmgq7P1/U9EmifZT4AdDFX9HXgOaCMiZ6bZZiL2t91FrGhAgOIx\nANiLokRwUpRWLRWLhH/AKmt2C+VGc5LZk0XkX972InK7swqvEZG52N/13riKgSJymYgsF5GwiPzo\nbL39RaSSW/ebiCxznyEATrE5CnhUROa7fX8tIqf5PvdAERns2q4Rke/cPREROc1ZkNuLyDQRWe/a\nH+lrX0tE3hGRea5P00XkIv+5cPbiu0VktohsEJE5IvJP3/oDnEV5uTs3H4lI4HwpAQEpFaAswwsY\nTVRFrcau7cpJ2qx0/+60Fj4PsUh4FUZMrcWIqTo7uEu7HSrvud835SpWOWx75Uqp6gr1lSQPEGBb\nIhYJz8AsUxeHcqN/J6fhX/O+GZql8YL4hpVLS0OqtsdUHAA6b/KI+KZ1qwSIV6/doGDfRi2GxCLh\nRNXKbgFHaBxfdd/6k4AmWKB5soDzGc2u+u9hQLkFU0d/gRFRw3HVDLPLVxqKkd7TR/TssACzUQ3H\nSIcQZi3Lw2x8nzkC4UJgGUYOHITNkL/nlEXnYQSTZ7m7FHtWDXK/n49NGL3p+rs/RoQN8FWcOwdT\nUbyYQbh5LYwMG+yRHI4AuwL4Ks3Msauw3KlEAqktlpvSR1U3egt9tr08klTbwxRihwBP+ILbPeRh\nQeMAT2LKpyz3+QDist06rlu26P0U/c0TC16/HiOEEj/D2yducHUdptiKFdpINa6qbTEy83vM3vci\nRix+hn1XTVz7Zu7/yzAbe+Ix+T871bLSjjE8Mqs9ZhH0fhph5xpVHY4RdE9g945RIvJIKT8vwDaE\nqn6K3aduEMtxSwcfYrbiWyWDyo+7I2KR8FxgPNA5A9Xze5h6M5Thx72JZQi2dr/77cl3Az195GMB\nRvI3ctudgAkCurjnGtg47WZsYiyEPa8GYfeos7DnyrXYPd/DcRhRPgArRjQAs5N7BaKew+5ZLbH7\n+T1sGS96eASbKDgem2gZ7LMEVsTsimdhk3YvAm+KyPG+9v91x/sfbDLkQpxN3022xLDxZgvgZGxc\nOtytC5ACASkVoCwjlVJqlfs3WYjmimLW7XSIRcIrsKDSjRgxtdtWJZHUAa2ISA+xwNX17t/rfe3K\niUgfEVng1v8mIvf41v9bRH53sx3zRORJb93If5/71OxRbzbEVR4Skboi8rGbuV3pZkL8M9ReoOul\n7nNWiMi7YqqCdI6xkH1PRPYWC5RdJyK/iMjFf+skBtgl4F1nW2l372NZEXeFcqOpbM/FQuPxrotn\nfk25SlV/ixfk/+JfJyL1JCHQ2Q834L8Ue4nUdcsW6uIfx4PGNatcBQ5o1m5xdvmKbyVrmwlK6sdO\njFZA/Jiu91cC1gNfueUtsBf8GcBRSJYXcP71jA+fOA4LjI9hRNDnZ94/oA5wGGbRC2Ev3l4lvizM\nxncmFlLe36mkWmEV9/KwSm8LgTFuQHEu8ImqLnOE1elYJbgNLqesE/BRLBJe7Pp7FWYD/Ag2V6nr\nCkRVdU4G56Mb9jzs71t2ATY59VpJjcXsgq2AV1V1lW95LYzYGumsJn60wkiaPklse4dgCrD+vmqD\nfjTAbJRPutB4D0sAqu5bvyFGWk345pW7FkFSq2dVzM42B1M4pDq2vd12M0meeQWAqn6NDUqnY9eU\nNxg7GQtEjzlbZB6mwCgJ6RCKB4plWnlojg1ak52zH7DvuJ6q/prwM993HH+p6luq2h0bYF6TRj8C\n7Bi8ACzA8qUqlbSxL5PqN+B+9/cZIDUGAPtjf8MlIhYJL8BIv84ZqqXmYKrWrph6abqq5qrqL6r6\nFkbmnAmgqk+r6ufOXvsZ5gI4Cvu7v8TtMge4TlWnO/XnB9iz7UpV/VFVh7p+ng6bLeuXYAUlDgYq\nquoTWE7fFW6fdbHqrz846+/QBGUpwL+d5fd7TC1aG5toQVUXqOoTzmo8R1WfxZ6lXVwfqmKFMP6h\nqm+r6m+qOkFVvUmOCwFR1WtcH37Cnn8HkqaabXdFQEoFKMvwFCXJ7HuQPFfKewnd6ZVSHlyFjf/D\nbuQPbcVg4jIDSR3QKiJyCVa18J9u3X1ALxHp5prfitlKOmODskuwl3tEpDM2ILgaI5464rMmaLwg\nXzWeBzR28uHB2OzSKdhMUQOKhvMejA3Y2mODxNOwGenSoC/2onGa6/8NmPw5wE4CEdlPRN5yROk6\nJwk/zrf+PBGJufVbkxT5uzlFADir02MYSXFLpnl7odzogUt++qbGxrUrKMjb8HCKzYrraxP3I4Au\nmDo6vmnNcoCC6rUb5O/bqMUg9yK8NZC8H8IRCOcjZHTs2xruntMakQmVa9VuCXwRi4Q9lcxZWMB5\nU2DlaXe9sQ7YP16Q5wWcf4VZo/bG7lvnAfO+fv7Wb7H73BfY7PHZ2Av3WozcGesG/n6V1KFYxsu7\nTiXVBXseDXR9uQwbcI5wv3fDyI4P3HE0xUidV33Wzisx4sHLo0rnfDTABjz9PEVpKDe6rzu2QbFI\neFEJ7ctjaqMZWKC7H9dhJEwhYsvZ9q4luW2vPHAn9jxJpnKqiM20D1bVSf4VTlE1Pl6Q99jy338o\n/2XvHpOw7Kki3caUBJWw2flU1kTBlNUbgf/6c7J8/T1BrKJdayzrJxtTu3kWv9lANxFpKCInYhUM\n08n5SvZ3k7hsI9BXRJqIhZU/hVU9XJzYUK3S1mNAbxHpLiINRORYEbnJe66LyH9E5Byxqn9HYtf8\n1qhyGWAbwP3d/xdTuNzk7m3ptHkIu2/fL6XMItodEIuEZ2HPgy4ZPMPfx95n22X4cf2AGhWq1twL\nI7b9WIizEotIa7FqofNEZBVWobUW9twIYVUA1yVMSiwC5rg8Mv8yb/K3MXbfetHtY5qYtfdU7N0b\n4GmsguNYN+l8VEIfFVOW2S+qyzFy/AjX7ywRibhJ8L/c/ttipBJuu/IUfYZ4OBo4VApbj//C7rUH\np2gTgICUClC24ckxM1FKrcZuSGWGlAKIRcJLMbJFMGJqzx3cpe2NIgGtqvqCC8b9N3Cnqn6sqr+r\n6keYTcIfiDpbVb9S1T/cv+/71i0EPlXVeao6SVVf9X9w3rrVf2IPwtbYAKOrqk51uQfdgVZu0OVB\ngMtUdaZaCO1buJmjTCAih2EvCz1UdaKqfovNtiSzpQbYAXCKkXHYgCuEvazciVUn81AF+BKTem8V\nImlrw91fngROwsiOTPD4/CkjJKd8pU0bVi7tm2Kb4l6SL8YmEHTT2pW6cPrnovECTyX1Z3b5im8X\n9+HuBTLdl/BU27UA2m+FQPKtjQZAvbonhOdiihXPuucFnI/GWfgqVKsVAn7/NPf8Cpgl7hPMHjej\nba8hGzBS6aPVC385xe3rQ+z+UgmzS5yGvfj7VVIDfCqpecDnThl6FpYdtdqRrE2BN1U1P5QbPdj1\nqV8sEl4nZle4GiP7v3b9PwobRLyerl3ZfcdXuX74bWlXYs/8AWnsprM7xuf8dkERORlT7rzgCBFg\ns4rvRlLb9i7DwssfTySB3AC6LvaekvTv4ugL/zkkKyun8sRX72m3fvmfD2KTT0k3BR5NRuD4sA82\ngfGAqq5Msc0qTHEwGLs2GgJ3qKpHJl6JKeUmuz4/BSR+ZrK/kXSWzcauuaGYbXQqdm6TQlUjWCW2\nezGyaRg20fOb28QjLKZh6rF8THkXYCeFI7ufxv7203rOqOoyrNJiPeCWDO71uyMGAAdh9+MS4bIJ\nS6OW+hMYXq5y9b2zcoo0UyBLLD/pE+zvvBNmufP+3j/FrG6nUtj267VPtszjK6pif+vHYc+vL7CJ\n5SOwCWjcO/xBmNWwMTBJRFLea5Lgbmwi4GHsOXg0NuHiHez65M02oyqmGGtCYfvxYSRkFQYojICU\nClBmEYuEN2EvJskypUiyHFdGezVljJQCiEXCSzBiqhxm5au5g7u0PVEkoFVE9hCRytjMw6sJsxL/\nx5ZA1DeAY0XkJ7HAxDa+/Q7ASJ7fROQlEekoCaVmN61ZvgA4UrKyjgD+UNUF3jpncViBm2FxmKOF\nq0htnjnKEA2BPPVVcnIy4BWpmwTYzrgXC/DtoaqTHSk6SlW9gRNO3v0Adv2m/UItIvs76+dfYmGd\n34hIs4RtUtpERSQkIl+KBW0uFbOBNvCt9+xs54nI6BE9O4z+7H+XHLNk1sR/hHKj9d02XhBpWzFb\n7GoRGSYi+3r7Wb9yafvlc2awYdXSjcBqSbDPFodQbrQ6ptTJBvTnMf2y1y9bUBPIQXXv7wc91XRE\nzw4fSOEQUq9PZ4vI91i+Tl0x9BSRP8SsuN+KSLK8jCNEZJyYlfc7sSDdw4Ef3f4bi8hQd6x/isib\nYlYzEFoibM+w0jOB5YeHrjoA+AOr3AZbAs7LA5XrtThvIkY6RTUePxv4BVPUHIHZ5c4FVq39a8EY\nbIAwGZiPKYw+w2ZxLwAmuFnrCzFidaSIHIENcvqpahwjEddiGRyCWSZ+Ar52JM5Vrq8e0RHGSLKX\nVVUdSXUddr5TzTQnwwnYS/5rqloAEMqNNsHsKm/4FGRJIZZpdQFGpv3hW17V9WcCW6yRHlq5z01W\nbe9ojNjp69+fD1e5fZ7jU4ehquep6pWh3GizfY9s0fzkm57toRqvoqpNVfVTVc1W1S/c5uuwrK83\n3KQEqtpXVROtTN9jgfa9/feeJPjZ9WkwUF9VD1fVzUH8qjpNVU8EjsXscN+pagNVfdq3TbaqDvb9\n/rtbNt237HO3bLM90i1/UVUPUNUqqnqRnzxT1StUtVPC9s+oaiNVraiqtVW1vWfDUdUHVbWxqlZV\n1b1VtZNaqHaAnRju+xsCXC1pZkWpVXl8EiPOz9+G3Svr+A67r2aqlqpB5pNR74uIVKvT4JAU65ti\nFra7VPUb9x16BZsKsDy/emyxDqeLb12bfVV1NGZBbwP85SftVXW+qr6kqp2xgi5X+/Yh2ASc/SJS\nEyOMPKXlycDHqvquqn6HEeGH+drPxt47Uk02TwEOBZZoUfvx6hRtAhCQUgHKPlaToJRyZNVGUudG\nrSxm3U4NZ0+4D5vdfjCUGy1z5FppoEUDWm/GHr6N3SY9KDwj0Rib+ca9zNfHrA0Vgf4i0t+tm4c9\nbK7HBgDPAl/4ial1y/5cCFSsvOcB6domi5vlCbBr4WxsFq6/iCwSkSliFa3+Fhy59AWmEOyA5TA8\nTOHr6BCKt4lWwV7GjsOUKwVsCaH24wEs9PPoTetWT5jxYe/jNF5wdyg3WsGtr4ypvy7BbKsHYtYa\nQrnRhjOHPFc5f9N6VON3ktw+WxzaYYSF5m9cr0tnT/bOQLX9m7abvXfDE8+kaAip16e7sYH/kZia\n4zZsIH2HO18x1y5RLv8IVnL8GEy588lCFjYEfhKRGhh5ONmdtxBGKL/vrH03Y+TPNoeIlANalatU\n7eusnHInASNjkbBK4YDzEDDl8NBVTYH141+8/SdsMOCppP5sedvLMzGVZ3TcU9cchd0LB2KKmZru\n/y2xAcP7odzofmxRSW3C8r7mAONEpK777PfV7GenYNfh6055dAJ27l+NRcIF7nx2BWI+siSMKYie\n96uVSjgXOZiKZyr23RDKjWZjGUIzKaFynyPPbsCupUSb3RWYraJQf3zV9j6PRcLj/Q3c3+dtmHVl\nMAkQs761x+yKRQgrZ8G/HfgGl7GVZB+1sb+7byhGBeaI6u5YAP24YrYTTD18FPCQe/YlblMrOydn\nGEYyDgVmZefkDHODtgABthZewwb690rhCo0poapfYlEJ3d3fV4AExCJhxbL2jsCei+m0WYhNDnT2\nPfPTabd807pVSyvtse8h7l6ZiJ+BciJyi4gc5N4HrvWtH4+pXiskTgQXB7Xqe+9gwePnYUqvmsBb\nInIWgIj0dhNp9cWiFE6nqLW3p4icISKNsYnrJRjBBUY6tRGR5m5S5kVMEev1YSPwP+AREekmZi8+\nUUSudJv0wyqxfiwiLV0/WrlJ8f3SPdbdEcFAKUBZxxqK2vfAyKpUob0rKYNKKQ/uIXIfdnwPlDac\nuCxCVb9W1f9gM7l5mO1mPnBwkhmJ333t1qjqAFW9FlMBnC+u+oeqblTVqKrehj28mmMv7gCs+2v+\nUmDDPg1PjGOKDG+2BxFphHnyv98Gh/sjkCM+a6CIHO4+L8DOgQYYofkTljnwPPB0moRMcbgEy1s4\n113zv6nqIFX1Z9oUaxNV1Q9V9SPXdjpG3B7lrlk/HlXV4ar6MxqP5K1bVXXVwl8asGVmMQe4VlW/\nVdWpWPjsmQDxgoKX//p5CpVq1lmtBQUva2H77HXFHaCbyb0MJ4lf/MPXbFxpRdkq1aq98tA23V5Y\n9MNXX5AQQurr0/WqOl5VZzuC5E4sS2eAW3YvRmLcRmE8487LT8D1OeSsfYInGmDf4U3AFFWNuH1M\nc+ftjJu5+RSMDPuxuOMCQNgfoWKJ2xWPZkC1Izve4gVRj3HLvYDz2cChORWrxjBy6tNV82e3xixa\n32NE0yeVa9Xx8kKGYiqp2W79+WwZGHQBJrsXfk8lNULMZtcEU0kpRlAtYUsVoW7AN6r6vatQegV2\nzj11pxdm+zZsnpG+GBimqr9mcC7OwgjaV33EUTuMIH3ZDcaKQyt3HC+oT7UkZj1si5FqXkVA79q8\nAbOJvJhkf9di18KTicSaWCDzrZgiaVhiQ3ee7sYmzp5M1ndHPP4T+y6fSEXeOZLwHxhx9Y5YIY7V\nIrJKfMphMfXwWixL7FktGuQOQFZ2dr+KlSu3ufXRPrw4ZiK3PtqHipUrt8nKzg4sJwG2GlQ1D8uX\nqgLc5gjTdPAOds+6S9Kv4re7YRI2idAlgzbvY+OJjLKlNq1evhiNF2DPjEJw95g7sHvdd9jkxL2+\n9YpNvGVhSqdMcDlmzXsMO96mWBU9j9PIxt5TfsCeez9S2Cqsri9PAROx3MWzdYsF+wHsGTYcI+wW\nkjChp6q9sEm//7jPec/tB7U8rFOBudikzw9Y4YkKbImXCZAEASkVoKyjiFLKYRWpSalVlGFSCiAW\nCc/HiKmaGDGV1mxTWYVsCWht6l7Ez8dyUX7AhZyLyM0icqiz31wuIre5treLyEUicrhYTlMXYKGq\nrnBWoCtF5EixClLdMMXUFkIrXhAHfjy0zWWKBeT2EwtdPQHL3Rjj1FhbFao6C1N7vOSOvyn2YEsn\neDbA9kEWNpiPqFlfXsa+o2IJGT9E5Hnf4NF7YTka+FZTZ8NACTZRETlERN4Rq9q4EpuZVraEdXr4\nLmEfsuj7r4YDoT0PaXooRYNIN3/OohlfnqQF+axftqC8FLXPHlTCoR+OvUxmxfPzmDsxisbzFeCA\npm3n5JSv9C4UDSF12KSqM3zHWg1TXCXar8YltIPCAacF+7P/nB/5sQrwK3bez0g4lpmAxom3xM7f\nLErGPfz9SmBnArP3OaL5McBEV4kVjKCZhr2ELz3t7jcrAjX++vnb0ZgiajhGtGzap9HJn2FKu9Ej\nenbYByNmBmL2hP0wBc6JmI3i/VButA5G4HwwomeHPIyE+hmY4Kw2JwPvuEHlWdjs8Ru+fu2HqaTU\n3U/bYeHo3nV8BabYKzYnzA/33V4MjPCuQzcRcykwKhYJz06j/VXAl+qzQjvi5ybsnh5LaHaaOy/J\nbHsnY5MXL6jqkoR1gg3E8rAqdsnIpEuwa/+RxH379nEDcADwsCbJ3BKz7N6FqX+XYJlWioXNH42p\nAP3K4e7Y30Y/VR2ZZH+niUg8XlDQ7uqeD2efenYn9qqzP6ee3YkekYey4wUF7SQNq5XbT4GIFFKi\nq+p/VPW4VO0C7H5wVqsnsL+zjmm2UdfmTyzIukw6HrYlHMk9ADg2lBtNyx7pMqIyVkvF4wWtmnS5\n5z4g5J4dm+3J7v9Pqdl1q6pZb/upz9arqo9iz8pLxaI4kt4rNMHaq6oFbruDVbUi9j4yAFM3Zanq\nLap6mKpWVrP9XuHeI/wYq6pHqWolVT3Z/z6hqsvV7MA1VLWOqv4rsQ9uu4fV7M0VVfUgVf2fb91i\n12Zf149DVfU69WUWBiiKgJQKUNaxhuTk02qKt++VaVIKIBYJ/4G9lO4N9ArlRquU0KQsYxU28xDF\nBqi9sIDWmFqoYQ9swDMdy0i5jC2BqKux2ZqJ2Oz1gZi1Aiyf6WpgLDbQOwPo4HuAeYOK74BG5avU\n6IipCD7HMlN+xsqBby0kDmIux5Rgn2GVrF6kaPBsgB2HhRhp4cdMihI/xSHClsHjMW5ZSUGaULJN\ndAhGWvfAbFUnYOqqxGRS/34UYM64D6cAX9asf2RrkMQqXgpIKDd6yvwpI3PcsitIYZ8tBpfiAs6X\n/jxF1yz6XYE4QLU6hwx04eupkM75SQvVqFZtLWtXo+RhExyDKRpQeuh/+M8m4DeUYrOLECpjFrnE\n6yJtOBXn8TXrN56BZeYlBpx/hhEnw7NzyrcHpk1+M3IENhP7KUYGjTjmovtOwK6BjzGV1ELMsngB\ndr/7GZvl/k4tH+9C7J4Yw67FRmxRSXXHsqLGuAHERcAoVf3DTYp0xUiiOY5YuRq7d0Vd3xthZM4b\nmlmuxoWYMs5fpe8SbDb8zTTaX4blML6SsLwrNrHRx08euazGa7FKh4m2vVoYkfUV9h0k4jzs2nlC\nE/KU3L6Px8LW+8Yi4VTXRwgjJPto6nyoZphitjoWbL4eNg/WCimGsb/5S7DrIlUhAnB/+42OL+yM\nOrLZ5uiVVNkxfowD6iQ79gABEqGq32Ak+eXOJpVOmw1YAH4FbDIyp4QmuyPGYvf6zhm08dRS7Uva\nMAFDsDHVpRm28/AWFkdyQSnbo5Z1+Dz2rLxSRM4qgUQPwvJ3UgSkVICyjtLa93aJGRZXKv1+bIb6\nP6HcaKUd26NtA1X9UVXPcrMelVX1CC0c0Pqeqh7nZj32UtXTVfVjt+4Vt666qtZU1baefUGtYl9z\nt7y6qrZQ1c98+/VCXr8DKre6p18FNxNUXVX3UNWu/tnyFLM8T6lqA9KAqp6hqnf4fl+sque4Yz7I\nzTQVCp4NsEMxDlM9+HE4PqVdAoooJ1R1acIgEoxcPcazmGYKN3g+DBuwjlGzqiWr2Jnc9qRxgGc1\nXrAxq1z5is5yVAjrlv35+polc8nKLrcJaJA4GNbCocOFPieUG62MqR2zNR7njwlDiOdtVMkuB8AP\ng59Z6DuWxBDSot01kmMBZm3zo0WSdv6A0+yFLKxfk5oeQTAFy+L4PfF49mKvQ0jHumffvxTX3zTQ\nCog37nRHFYwEn+SWh7DnVxUgu8kFd88CGsYL8qNYVtNXGClSNSun/CeYAmHiiJ4dCrBzMQizPjfA\nZpaPw8gGTyV1OoVVUj8Ck53N7RjgLTcAOB/L5/OIoi4Y8eMpoDwL9Cuqmu8yQ67DrINFlDqp4PI3\nwsAAb6LAhfC3B971qcdStT/CnbO+alW8vOUHYyTde2oVwXD79qrtFZBg23NE281u3bN+IsutPwRT\n2n6oZvssBJcjdQf2XSbLdsMNpK4FhqrqmGTbOJyDfc//U9WFqTYSkb2AnpiNJKUN0I8fJk0o9Pv3\nEzfzcj+X1FZV87X4CoEBAiTiILTLdwAAIABJREFUbew+c49YBl2JcNfYg1iG4bUZ2P92C7iCTgOA\nk0O50bpptlmEEdfnh3KjaVvPXe7gO8CpodxoWu+5fqjqUqwq57lilV1Li8XuHvwyXh5ednaqPLyd\nrcpuAIeAlApQ1pGKfCrRvpdBdYqdGrFI+FdMbVEX+HcmD5QAaWM2sGnhtM/apDELE2D3QW/gJGct\nPVhELsaUSX28DUSkplilriMxsqKhiBwtvgp2SfAusAj4SEROFgsK7STpB7wuxyqqXeP6dQaWf5D4\nMpbyHhiLhNcu+XHCUEcoXJy4/o9vhjQQERSNUIx9NsXntMHsSSyf+0N85fxZCqqVa+6TD+iGFYvv\nkNQhpKnwKDaw6SIih4nIfzGV01MJ290oVmXzcEGeX83qnGu4xiO4nwVqAe+JyPFiAaahilLxzTjx\n/UmPlGqEPWMWlLRhMrgBVmvJyv6m0h77NAdGu9Dw8piCxgs4/7r2UaeeAiwd89BF+VhQ+WCMsBjf\nuueH+2O2vEEYObUKG3R0xu5n0zEV0k++/3sqqWYYEeiRTJdhtsXxjvDsiFUn+iuUG62NBf4PjEXC\ny1w/rwImqaqXXH8Wph5LO9zc4XLsWv4INpNGV2Pn9pMSzmMORjDNwiyN3vJs4BaMqPkwodmpbLHt\nJap9Qphl8ulEJZCIVMSyneaQxJroQtn/gVUL7p0iR6o6Zsn/BbhQRJ5xPytEZImI9HLbnY7dXxap\n6lRnmdsoIi18+7pbRP4EHsJItFzgDhH5VUTWiVWmLFLFrMYBhy19udd98c8HD2Tpwvl8Pnggr+Te\nV5CVnT1cLW8METlQRAaLyDKxqqDfiUg7t+40sYqe1d3vY9zvcWfr8/5/oFtfQ0ReEZHFIrJSREY5\nAjTAbgK1HJ9HMDXknSKS1rjUKTufw1Sh4W3XwzKLMVjYdqZqqapkXolvFKaK7Z5hOw8DsbHcZaVs\nT1ZWVr/y5csf2qlTJ26//XY6depEuXLl2mRlZRXKw9MUlUED7BwISKkAZR2plFKrKN6+Vw7+dhDt\nTgOXq9ETy3HpmYkvPEDJGNGzQ/Wvn7v56O8GPvYspaxKJMWE0LplB2y7IwiwLaCqkzDLTldMTfd/\nwK2q+p5vs3OwMsafYKTQu5gi51pSQC2zpw1m1YxipME92AAznX4pRjI0df16HLgr2abFLVu14Oc/\n4wX5G7GsiaN928iSWROlWu2DNsbz8x6hePtsss/pAZRXVf6YMIT8jes0K6eC1jrkuAWUHEKaCk9j\neSOPuX60de1+SejHve5nqqLNN7EpFNLQGACnOmmBvRvF3H6eqEvdrCx7XUqHlDoCmImWeja2AVCv\n/imdF2MTK6Pcci/g/HegbrXaB32OWfiGFeRtCGOZWJWwyYnB2HX5y+gHu8zFsqY+wewNjbFZ9KNc\nX99v22tIbUwlNdCppC7BspamYyTNYcCb7rq6GAvpHuj6dRn2TPXUPx0xVd4rYMQDproa4REb6UAs\nZL05ZvfzwsmbYwqhV2KRcEnXw7mYjfZZp+7yLz8II5c27yPBtvd1Ql/qYERbTFUnJvmsa7BjfizF\ndXoJpup4JAnZhRuI/wN7L/kvdp12x6y1zTAS7Q4R+Sem1lqPy4JT1c8xcvxtEakmIsdi9vaRmMWv\nF5ZRdanrZyO3/VsicgpA7canHoRI1mHtery4Yd3aEU/ffTPXnt6Mp+++mQ3r1o2MFxT4SennMAtw\nS+xaugd7D/Pgv+7Pw4oU1MaC6j/EbK2L3PoP3HkLYaq9KcCo0ipEA5RNqBUZeAxTY6Yd0K2Wj/Yx\ncLWIHFPS9rsT3P1xENAqlBstbgLM32Yx9rzJVC3l5QQ2DeVGG5e0fSKcJfMt4FQRaZhpexE5LB6P\ntwuHw9lNmjShRo0aNGnShPbt22fH4/G08vAC7BwISKkAZR1rgKpJVE8lZUrBLpAr5UcsEv4JC/0+\nFLg/lBtNzI4JUEpkZWf3K1j710F/sypRqhBab1mplBUBdixUdaiqNnEWyyNV9bWE9X1VNcvNzvl/\nepWw3z9UtYuzllZT1RMdCZaWTVRVR6tqY9evY1X1S/e5g936393v031tVrplX3h9b/Ovj6pj+UN3\nhnKjNYCZB5507rpNa1dSea8DnnbbFWefLfQ5TuJ/IsCaRXN02W/TFVWtss+BG8tXqjbEdaW4ENK+\nqlqkBLUaclX1QLXg0ePUF+rs68f7qnqS2/dR3rH6tvtFVTur6p5qAa1Hzmb285ji5s/ivjOEbMy+\nlw55lQpnAssOPu2iA4GZsUh4nlveDvsemgHzT7ruyTpA1vQPHpuOkY+eSurXM3t+uAa7pwzK37iu\nA0YUDMVyO/7Awt4vxIisSdhAcCWmKGqOEWNvYwq37sA0VZ0mVmSiLfC+qq4N5UaPwMiJN2OR8EYR\n2dN9xic+W9xl7vPTyX8CNqvFemAqri8B3PPsKmByLBKeVExznA3kYmCw+qr8OXLpEkzltZkg89n2\n4hS17WUBt2MqssRcKkSkJUYgv+i3Avr2fRx2Tt6KRcKpLJ2XYM+BR5ydBeAPVb1DrQrku5gt5W7s\nO0sktiLAMrfNW9j3WwMrW74Aq+R3paqOUtU5qvomZr28NpQbrb9Po5O7oehPw155vCA//yyMhGwP\nHFaQn3+WFg4JrguMU9Uf3L6GqurYZAelqivULOiL3TGeDpyjqhvdeTse6KJW2fMXVb0buw4zUXcE\n2AWgVtn1XeBipyxOF69jFT/vdXbfAFswAhsjdSppQx/6Y5MfmWZLjcMsvt1L6UIZjU1k9SiFHfNg\ngHr16hVaWL9+fe+/6eThBdgJEJBSAco61mCBp4ms/mqgfApiZpckpQDcS28vbDb0vlButNwO7lKZ\nh4gcZlWJHsoqbVUiSB5Cm/ATL3kvAQJsXzirUe8Nq5ZWHP/M9ZOAn+aO/7hK/vo1zP/646MyUQs6\neAHnzP0mSt76NWTllNe6zdrNmv/tqC/YGUNIlXEod6ahfqqPPYtKlSclIuWAVhWr7zUxK6fcsRQO\nOG+EBdiejMgwyco+Cxj75/TPTsVIit8wcuqj7JzyHYGlU997aBJmbRmBKVKaYQqnhpjiyFNJnYFl\nSeVj5MFUVf0eU2LVZQuhdBlmpRzqBh5XYXazMb71G7Hy2IjI4Rhh85ZmZpc4AyPGXnXqLDDVzZ4Y\n8VLcORQsv2oVPiudW34TZgfsl9DsFIwofS6JkqkTdr6ecDP6/s/a2+1zLFsUbZsRyo3uCdwJTGaL\nsiyxvydipOCbfoIYX5VId13UwybaHkrch5qy8lIs66smsBarDjgZG5BVBkZK4aqS3SQr5zDg3/H8\nTctBddX8WQVuf7NVdVgKZdvTWOWzsSLyb6doKxYichbwMEZAecrFJth9YFlCv+rjBpkBdju8jxHv\n/3A24RKhqgWY/W8Fdl3uygV/MkIsEt6AKcnahHKjaZ3Pv6GW8iYejsCeMxnBvf++ik3qtMyw+S8A\nv/9eOMpzzpw53n9LzMMLsHMgIKUClHV4VXwSLXzei2UytVRx68o8YpHwd1iGxFHAP5OFFAfICAfD\n365KFCBAmUUsEl72zbM3HSBL5x38NhbG8zZQFdrkWMhpWsjKzn7x09zz//XpA50rfpp7fvn5k4ZX\nRONV4gV51f+YMGTThhWL11O2Q0gPxCxXpX0JbgZUa9TxljiWP+QpULyA8xpA/MSrH1sG1Fm18JdR\nmDVvOKakWn7C1Y95ZNLgxT98dQY26/0Rpj5ZglUO7YIpprxKfJ5KqqU7hrddJtMlwNeqOkssNPxE\njDzJw4icw4FXY5GwOgLqdIyAWusURtdhyp7NmU4lweUzdcfUcjNhc0j4BcDgWCRcRI2UgObuPL6Y\nQCK1xoiQPv7lzrZ3HfBlLBL+KqEvDdw5GOj1xbcuCwsuX0+S4HOXI3UXkE/qHKk6bh9fk5q0Esx+\nVxuz7yaWNvfgZUrtDXymqkPd7967UXt86tya9Rs3a37DUzOBgjnjBr6RYp9FoFbt9iBsANoYmCQi\nN6baXqzq4rvA3ar6qW9VVUzFlVjp8nAsHy7AbgZHTDyGXef/cPlv6bRbi73z1nTtgrHtFkSxZ9K5\nGbTpjxHZHTL8rKmY5bt7KDea8XegViDiG6waY9pOD1WdlZWVNTwajRZMmzaNlStXMm3aNIYOHVqQ\nlZU1PAW5HmAnRPCHG6Csw8sySAw1X51iOWwhpXY5pZSHWCQ8FZtRPRa4OyCm/hZ+gb9XlShAgLIM\nETlsw/o1zZ9VlUsw6cwlQB/Izoe01YLHX/nf0c1v7LOh+Q3P5NU++vRNSNYGyS63psGpF35Tofqe\nV2hZDyFVxgCXoGwqcdvkOBOYtdchxx0LjI1Fwuvdy/kZWEh5W+DLGgccfjrw6/gXbquLlUb/wrUd\nukfdhu2AvBV//DQKy3f6EnvXOxXLGKmP2abeb9tryL6u3UBXoe9iYKJatcYQsA+WPSTAldi98Aun\nQL4MmBCLhL9z66/GCCjPMtkWI+yfz1AFeh42YfSGb9nlwAZMSZESIlIJy4WaoKp+pVEtTNX1qbMJ\nAZttezdgtr0XEvZVHiOM5pGceO2MFS94XFXXJFnf1a1/NBYJr0xcKSIVsGDzFcBTiaQWzuKKDQxb\nYyHqs5Js51UT7I1lMs3BCEoPP2DqtXqeKrdtryHzml3530ur7lOvHNBzzaLfVyfuszio6nxVfUlV\nO2N5dVcn287ZOQdj1RMTK8ZOwRFtSVTDy4rsLMBuAVVdidlOG2Hqv3Tbzcfy2I7F8g0DYAVLMGKq\nfSg3mqr4U2KbJdh9vFMp1VL1sImR0uA1TBF7TiaN4vH4xXl5eSMHDRpE7969GTRoEHl5eSPj8XiR\nIi0Bdl4EpFSAsg7vZTBRKZWSlHIBgGvZhUkpgFgkPBkjpppheTBpzToFKAxVnZWVnT385V7/LCiu\nKlGAALswDgZjNfzwvXWmpRaseWCjrpVr1SmXU6ESf/08RdF4vOo+B66v1+K8x5f8NHFeyXsoA1DW\nl6aZs0Eev/fhJ/yMDdY9cqcFW1Ql++zb+JQJwPHxeMEQVDsAX2H3eNn3yJajscpJI755+c5jMVLp\nQ8yCtgqz8XUBFmIqrC5u+TCgFVbB722nVroIGK2qfwAnYRa2NxwpcjY2cHjd9bEVpnB5WVXjIlIN\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mfHFU+crVb8VIsxgwOGFQ7p238tg7wFKAmTNnsnLlSubOnUteXh7YtdANOBJYLCLXA33c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6kHSmKz2QBEQ0ENhCPr8JVS+yVcmdkw9mJ7fyAc6RMNBWcXdnsici/wH1U93P3+KlBRVc/Je819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\n+7BO+t1IMLCxTBvmYZfCW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mRGO5z3zxqzRzyxcvv6FbWwzJoq8fV0u/HpDSnpGUf89P4j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\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L6h7bJujz5+iksUGvXYfDsY/iLd8zxvwAPIZ+qXUWsA7t9Pu4XXwh+vo+wwrc/xOR4+w4\nl6Ou9E6om+pfIvKIvS/usDoX/Qw2GLjZGHM3cLqIRD37czrwLOrs3GaMuQt1Nh+Avre/ANwWz4R0\n1C9OlHI4HA6Ho46JhoIfBcKROWgWyx2BcOQNtJvdXvdtnYjMTzdm3JUwTMB/NCpI/R7K0uD9Em/p\nngoGpZQXqnYbtgTpL2B+POKqf3/XpFWHi0gKNDfGdAZuQt1J/wTmo66qzsBrqDvqYOBPaE7TS8Cb\n40cON2YkZ6MfoEuBJ4GIiJQaY7KNMaeg4eTpqBj1RpIY1RX9wHskOrkfC4yJhoJrko7BoB/UC9As\noEzUdXQnWn5V6TVkjGmMBp4PRUOu/ah75lFUiKqVMGBLK/uiJXmHoOVkpXbM59H8qSV17YYKhCPN\nKV+K1wX9zLoNFWzGoMLn/GgouFPlhvWJdZF1pLzzKQ/thgh6DpegotMXJErvVtf2XIrIFGCKMSZs\nxzkeWIqWeHozooag+VCgQqJBH8/4NVptToqIbDLGFNptpCpPno6WF5bVpJTU4XDs01wPhIDb0ffV\nR4wx/7NxAIPR18bj0Nf67QDGmAvQL52uRN2+A4DHjTGbROS/nrHvRPMkvwKK0ffd89HPA3HORx3M\n8ezEDcDFaAl0H+Bxe9u9dXrUjpS4TCmHw+FwOOqJQDjiQwPQL0BzXu71lo/tLRhjmqfBi97ue2kw\nrhTOF5F1iQX5A9AK4aYG2MejgWt9aRmzj77p2bL0rJz+qHD0jpYhGoM6lC5BH4v7UCfReeiH0AcK\nRo1ZjwYzD0bdP/8ZP3L4ClQcuhgNkI4Ar4jIRisCnYK6o9JRF9Mb8XNiy8wGoWLUQcAKNAT9/Wgo\nWC5E3LqsjkFdUZ2A1cAHqCuq0i6G1k01GBWiDrH7MQcVJCaLyNpanMN4WVzcDXWQHW8lKkBNA77e\n2QD0VNhzlEd5ESqem7SSRBbUHKBwT+puaQPu47lPXgGqLQmn0HISJXeF9mfZrpaTGGMGo+LQePQ8\nHYZmnZ2GOsluA36DTtwuQ0P7e9ug8zTUATkFuAV14d2Llt52suV7v0S7TbZI2u7FwCPAH9HrvSlw\nhCfo/CPUxXYzKvi2B05CHYPTd+WYHQ7H3ksKp9RHInKJ5/7lwEgReayyTCmbT3eLiLziue0vwEki\nMsSz3tXx1yS7zKno6+P+1hWVg74fnyoi71eyvzcA54jIYPu/y5SqR5xTyuFwOByOesJOoF8PhCNf\noWHaDwbCkafQjmp7zbdCVmQ50RjTDXXxfJ/kkIrTk4odvOoVK6SMAC7JaNL886Ouf6qtLy19P+C2\neKC5bVN/Ldp57200E+da9FjeaH9Iwau9T706iApUG7EleeNHDu+NTq67ohk9z4jIMmNMY2PM2ajY\nlElCjFoLO8rNjkMFgvZo0PZdwBSvqGL3vScqRB2Jfi6bCvwXmCYiKQUY62AaaNcZjJbRfWfX+0RE\natz90YpafVERaiDQGu3C9w1a2jANWFpXbqhAONIIFT/iZXg90BykGCqUTEW/GZ+T7CJrKOzj1AIV\nnDqSCB8/AD33oI6jQlS8K0RFqEV1KeAlsQGNersGFYaKgOtFJGqMGW9vuxd9PGcDJ4vIAgDr7jsX\nFZdmouf8L6hTsEpE5Dl7/V2H5q+tRvPX4pyEOh+eQt2Iy9ES1RW7esAOh+Nnxayk/5ejr1cpsV8C\ndQGeNMZ4myb4qVgePC3p/7GoQ/UUtJvumehr9oee8c9By6C7oKXIaSScpI56xjmlHA6Hw+HYDQTC\nkUzUsXAS+oHpH9FQcF3Va+1lGJoCfoTdclzWqXI5cHKzDj0mDb78nr7G+LYCo+KONGNMf7RMwIeW\n6+Whtv1laGe9DDR7oj3aHe+F8SOHN0c77R2Gij1Pisi3xpgsYDgqRjUCxgGve8SoZvb+k1C3yBQ0\nL2pO0n43RUWrAqAD+mF8PPBhZc4mY0w6WkZ3FCpENUJzNyYBk0SkRpN+K7AcgApQh6Ad+NLsPsQ7\n5c2qKzHFZmh5XVCd0cdiM1qKF3dBzU92jzUE1rGWXHaXh05SQEsIi1C3XSGJ3KefxeTFGNMdnZR9\nL6mFZ4fD4ag1KZxSD4jIPz33f4WW041K5ZSyzReWo+/fXyQNXyYiRVV17TPGPIo6pU6zwv1sEbnW\n3ncY+l4aQt+L16NfUl0fd4s6p1T94pxSDofD4XDsBqKhYDHwSCAcmYq6dB4KhCP/jIaCn1ez6t6D\nsKH6heoGm9tzA3D4AQN/MbnXKb8/HBU57oyGghtsidJFqItqBtoR8DKsO2rAhX+NtOo+6EK0BGoe\ncO34kcNX23VOQjue3Yu6PDKNMWfasbLQXIrXRGQNQCAc6YC6oo5FHT/vo2WDyzz7a1BHUgA43N48\nBc17+jqVE8keQ3+0NO8wNBC7CHWmfCIiS2t4rrLQzmjxsrxWaEbHLNTRMq264PSaEAhH/KiAE++I\n19NuC1QEnIOeuznAooZ0C1qRrwMVBaj97CJlaDZTEbaToP1ZUR8dBRsaY0wLn8/3Ap4SXb/fPy4W\ni5Uv0XU4HI76J95R1h+/QURWGmN+BLqIyMtVrFvZ6/MLwHhjTC/0S6E/e+47Au08elf8Btvx1rGb\ncKKUw+FwOBy7kWgo+GUgHLkSuBq4JRCORIEn9gSXyN6CzYO4BejaI/h/MzseOnwI+u3mI9FQsNR2\nibsRzWZ6Bs33CQPLjc9/07Bb3+4E/MsO99Dkf/1uwuZVi4Noxx4fGuL9jv37dOAMVBAaj4pRqwPh\niAmEI33t/QNREeslYFy8y5/d1xao8FWAZiUtQcviJohIBRHPGONHxauhqHjVxK7zNuqIqjaTzApg\nHUmIUL3Qz3w/Ap+RcENtr3SQGhAIR7JJlOL1RLOJGqFlEgvQzoZzgLkN5Qq056INFZ1P7dHHFzST\nqQj4H4nSu6UiUrKT2zwaLRFtnuox3hPx+XwvpKenDwsGg+Tl5VFUVEQkEhlWUlLyInBifW/f66Kw\n/1dwUlSz/tHARCB3bznnDoejUlaiDUF+YYxZCmyzz+u/Av8wxmxAncrxUvZcEXnQrpvc+RMAEfnY\nGLMCFacWisiXnru/AzraEr6pqOP5tHo4LkcluPI9h8PhcDgaABvwHEDLz9YA90VDwfkNu1d7PtbC\nf6vx+VsefNGty1t2GdAJG2g+fuRwULfS79AW0/Hg5+7A6CFXPTI5u1WHX6M5Rh+WbN309MQ7zz0I\nDT9vjX7IfREt0ToJFaOaoM6nV0VkVSAcSUMFo9PQUrRC4C3gI0+HPx8qBgXQoPNSVKCJAnOSnTZ2\n+YPsuEegeUDLsKV5aHlYlR/YbN5Gf7vdg1HHz3Y0M2g66oZaVvkIVWOv19YkHFC9UHHHoDlc8TK8\n2cD30VBwlwSv2mLFp1wqOp86ohMX7H7GA8fjzqciEdmlDn4pBJU0oEVVAfX1TU1EGnvOmqHX6PgR\nI0bQt2/fHffPnDmT0aNHA3Sv71K+FOewJbC5pmWke6MQ6HDsSxhjJqDP8RuMMQuBB5PK96YDb4nI\nKPv/ZcBI9AuESSJynL39XOAP6PvQZtTx+6CIvG3L9xYCA5LL9+y6d6Hdd2+LbyfpvsvQ94sI+gXO\nra58b/fgRCmHw+FwOBqQQDjSHi1D64IKIq9HQ8Gyht2rPRNjTCfgVn9Glv/QX99b0mT/vGzg7mgo\nOM2KMlcA8cnpMuBsYGX2fgc8MuTq/wwCTkZLsv49fuTwEuBX6AfbqcDTaBjziWgIag4agvqKiKy0\nrqBf2DFaokLPaGBmvAzNCmbDgBNQUWghKkR9JCKbk47FoMLOUGAIKqisRMWrScCCqoQou34+CTdU\nT7TUYSmJTnnf7qwbyopvnSmfBxXvxLaE8iLUj7uzFM+WI8YDx70iVFO7yHY08ylZgFpXH6V3yYLK\nnoAx5hj0+u2Butdao6WU8d/xnwz7+9DrrruOZs2a7Rhj/fr1PPDAA6Cdrd6r5/3dpXPoRCmHY9/G\n5eHt3ThRyuFwOByOBsYKAOeiIspc4P5oKLi8Yfdqz8IY0w/4S6Om+2099LcPNMrMab4RDTRfZIw5\nEP32synaWecwoDuYt46+6bkFmTnNL0VFppcmPfjryVvXLrsQDQwvRF1Ws1HB6UzUORIXo1YEwpHW\nwKlo+V0aWuL1VjQULLL7lYYGjxegDqViu8x49MPxjg9aVkjqjgpRR6Li1hoSQtT8aoSobGCA3c4h\nqEhUjLqhpqFuqJ3qchYIR3JQASMuQHVHBYvtaGlDXISaGw0Fd8uk357b9pQXnvJJdGgStCSx0P7E\nw8eXV9a5sB728Wngl3ZfjP19GSpy5orIBmPML4EHgQuB+9Asq4hd72zgVvS6+y9wbfwasLlpd6Cv\nDbmoI+CPIvKRvb878DCJDoyrURG0DPhN0q4uRvPRstDrp7VdbibwH+D5ESNG0LFjRx588EHOOuss\nJkyYwJo1awC+Rp8bucC/0etkEnBRPFfNnodc4Cvg96jb4EXgKhEprcF5rLJ8zxgTA34NBFEH4lLg\nBhF5195fTpSywuWbqNMx6IQqh+PnSTwPLxaL7cjD8/l8Lg9vL8OJUg6Hw+Fw7CEEwpGeaBZSDhqA\nPaEhw6D3FKzr45qm7bptGHjZHblpGVmzgTvHjxy+CS2xuwD4HvgWdTKt2v+gI5/vd/Yfj0fFm8+X\nzfr4+Vmv3XMM2hJ6I5ob9TEqJsUn3BNRMWpZIBw5EC3RGwJsAt4DxsSzkYwxbe26J9h156GCwCRv\nyZEVorqiItSRqBiwDpiMTuwrlPMlrduJRKe8HmgO0mISbqjZtc0+sqV4bUmU4fVEhRLQ1tqzSYhQ\nC+JlifWFPc5WJJxP8d/tSeSfrqG866kQWLKruVi7iu2k+B4qGIVQYeogtOSzuUeUegy9vv6Aiqej\n0cdvHXAb6kp7ExV6XrPn5Fn08XkSFbuORwXSl1DR51i7vW+BEjRkfyUqDHVEc+tORcW6JSKy1hgz\nwi43E32dGQV08vl8P6anpw875phj/NFolJycHLZt2xYrLS2dLCJpQDqwAfgLmvXyGvC+iFxpz8PT\n6HNxDJrflo/muT0mIqEanMeaiFKLUfH5S3tslwEdReQnryiFPkciaAet00WkuLrtOxyOvRO/3/+e\nzcPze/LwykpKSt4vKyur9zw8R93gRCmHw+FwOPYgAuFIY9TlcDwqXDzsDc7el7AT8xHAJa17HbGx\n71l/aOrzp0WBR8aPHN4MuB7oA3yAiioH+vzpkaNuenZTRuOmI4D1JVs3PjHxzvOao22kM9GJ/zto\nmd9ZqNtoIvBywagxK4BD0fDynmgJ4FuoOLjNOlcOR8WovmiexQRgvIgUJu13PglHVFt0Qh8Xor6t\nzMljQ9y92VDN0YyrGaiIMb22WUWBcCQdFcbiIlQP1JkjqGARL8ObCyyvTyHUijj5VMx+amQX2Uzq\n3KdN9bVPu0oKQSXZtfNLtMthl/h1YtuTX4B2gWqGipVxwWcaKioVoNd2sb19Jerom2/HuwsVX0ah\npYk7rqmalrMZY/az4x7h8/n+msptYPfjReA4j0vrZuCXItLL/v80Gg58QFwEMsb8FrhHRJpRDTUU\npUaJyK32/8aoWPwLERnvOd5eaKfNecAFNXFpORyOvRPrFp3XkHl4jrrBdd9zOBwOh2MPIhoKbgEe\nDIQjXwJXAg8FwpEHoqHgjAbetdQYfMC9wEsIU+tsWA3/vtwY36l5R47Y0u2Ei5sY43scDTQfBFyL\nukM+RAWmNZ2OOvupbidc/AugjcRib31836XfFW9ccxHquPkQeBkVe/6Fls79D3ilYNSYNSRcKG1R\n58nfgKnRUDBmjOloRhJAnSk5wDfA/cBkr1PHGNMBLQscare5CZiCljzNEpEKWWEeJ1VchOqBul+K\nULEs7oaq8eQ6EI40o3wWVDf0M18xOlkfR6IUb3Nl4+wKxphMUuc+5dpFSknkPk0hIUKtqY/cpwYi\n35aR9UfLIM+xuWOtUPEzhrqrQLs3xtAyvCloWWIBKoJ6yQCmisjrxphmwCPotfOBMeYNEZlV1Q4Z\nY7qiItahaO6ZDxUnc8vKyk70BKSPKCsre8uuEy8J/cYz1AoSZZRxZia5kqYATYwxHWrSNbIG7Dg2\nEdliO3B598GgDrXPgXN/RteRw7FPYL/4aYq+z3p/V3ZbN4C8vLxy4+Tn58f/7IqWnzv2cJwo5XA4\nHA7HHkg0FPwkEI7MRcWXcCAceRt4bnd3NasBeegHw611NaD9YHqDLy3j6ANP/HVxh0EnCnDb+JHD\nZwG/RXNlZqPOp+MzmuR+OOTqRxulN8r+FfDt3Pcef37RlLdPRMuJZqICUhfUWdISLdt7qWDUmK12\nrBOBbNTJdG80FJxvjGkEHGfFqB5oKdD7qCtqqWdf25NwROUBW9DJ+OPoJL2CmGTdUAPQsryDUafM\nVrTs6iHUDbW6JufKluIdQKIMryfQzt69BhWfJtnfhXVdimeM8dvtJTuf2pDIWFqOCk7jSLiglqUS\n6fYGrGDagvLB4f1sd6bW6GPhA+5Gxbd26LnIQYW4L9HzMgh1Ra4WkRLrNmomIk8bY8626w5AxSov\nmwBE5EljzDj0Gi4A/mSMuV5EHq5i98cAP6BdP3+0+/ktKnaBPjagIf1x4uJOSdJtviq2Ux8kl6mm\n2ocx6PO+N+VFNIfDsZuwX7Y0Ql/zmtnf1QlMOSQ6pXqJoSX3G+zPRvQ1bAP6nnlUUVFROadUYWFh\n/M/v6/TAHPWGE6UcDofD4dhDiYaCqwPhSAjNQboE6BcIR+6LhoKFDbpj5emJBibXybeRVrAJpWU1\n6d9nxPVlrQ4cvAoYNX7kcFBxqR36QbQ3sKbn8Cve6zD4pKOBsnVF3z419cmb89DcnqXA7eiH3T+i\nwsEktEzPj5buHY1O/KPAO9FQcKUxposZuaOLXxZaNncX8HlcYDLGtEFFqKFoFtA21J3xX1RQKjd5\nth/Qu5HolNcdFSl+QIWuacDcmrihAuFIph0rXobXEw1zFjveV8ALwJxoKLiqBqe8RthjaEl54SkP\nLZtMt4utQ0WnL0g4nxZ7M7b2BqzLK96dLrlrXWv0PPg9q7REr6MyNBR8GeqY+wv6mJyClqLd4tlG\nd6CPiCyrZDe+stvYX0QmV7avViB9DHjMGHMHGgb+MOrMwrufxpgW6LX3q/iYxpgjUw1b2faqoZ8x\nJtPjljoc2FRHLqmaIOhzfTPwoTHmGBGZs5u27XD8LLGv/dmkFpGqEppS6QwllBeYNqCvl8mik/f3\nlqpcj36/f3gkEhkmIv78/HwKCwsZO3Zsmc/ne7+srMy5pPYSnCjlcDgcDscejM33eTsQjsxEQ9Af\nCIQjz6Aiyp5QntILWICwy2HCtrTptka5rbv3O/uPsWYHdJ9RsnXjnRPvPG8I6uzYgJYNDWjSOu+z\nwZf/vXVao8YnlWzZOOGTf/7fhpIt6y9AS9QeQz/8Xg7sD3zi86ffdsJfR7dEJ+0D0E5lzwHjreB1\nlHVFdUFLqd5Fg5xX2H1rZSfwQ1FRaDsqvrwCfJkcuG1Lq+Jd8gagH9I3oyJXFO2Ut7a6cxIIR1qQ\ncED1QkUwP+qsmgu8bX/Pi4aCdeJWM8Y0oaLzKQ+dmICKcEWoEPmB/btwb+hwZidYOVQUm7x/ezOQ\nBHWcrbI/c+3vlZ7bHgD6oaLkJjRvzKDdFzfoJmuHiHxnjHkReM4YcyMqUrVGM6hmish7xpgH0JD1\n+ahz61jUQQj6mAhwsjFmLHq9rLPH8htjzHL0Mb2TiiJUqh2uyUFkAE8aY25HA/pvRUtldxcGQESz\n+wQtAAAgAElEQVRusg6+CVaYmrcb98Hh2GOxz4smVF8il3x/quf/NhLi0UYSX0p4BSXv/RuA4rou\nq43FYueXlJS8OHr0aG8e3vs2D8+xl+BEKYfD4XA49gKioWBhIBy5HrgYFVsGBsKRB6Oh4JoG3rWe\naLnaLmGM6Qz8Nadt5/y+Z/9xe3bLdu9+/viNz61fPPcq4DBgCbC/8afRZ8T109v0OepQiZUVffXC\nqNGr5n1xNPrB+R1UJDgNLR+b3Ci39Z1HXf9UPtq1Kx9YANy7ful3kz9/9LpuqEh1JDarBw10niYi\nZcaYFsaYU1AhqgcqdH2Jdk6bmtRlz4e6UOJuqK7oB/mFaNnaNGBeVSVrgXDEhwoFXhEqnpmzEhUc\nPkBL8YqioWDKsPSaYsskD7DnJZ9EBlRLu0gZet6L7HHHS+9W7al5PXbS1ZLUYlP8t7dEZDsJcWkh\n8BnlRac11TnYjDH3op3mZqMlK5ex824jL5cAt6CZbe1RIfUzVDAFFScfQh/DDahAdT2AiPxoywnv\nQkPRnxORy4wx5wL/QPOZ5qFd7P6XtN1U+16T4/kQFSo/Rp9PL6KdBWtC8vjV/V/lMiJyvb0W4o4p\nV8bj+FlhjEmnds6lpiS+WEhmM+XFpOWo2J3KubQB2Fjbrq/1hYisA040xnRD33e/dw6pvQ/Xfc/h\ncDgcjr2MQDjSH7gOnfg9FA0FKy3vqVcMLdHJ+J0In+70MMb0Nz5/qEXnfm0PGnH9T5lNch99/9ZT\nF0is7AbUtbIRaNGic795/c+7pU1aZlbmos/e/XTue491QSQPLcv7Hu1M1hb4tEXnfu8MvOT23mhH\nsOao4DR6wh3nFpZu23QcmsHTERUfxgMfiMgaY0wucAQqRPVGhZmv7DY+F5Etnv3OpbwbKgd1ynxF\nolPeusqOOxCOZAEHooJXL/t3Y7vNhajIMQctxavWVVXF+fWhIl0+5R1Q8awj7HkopHzXu6V7Wvcy\nm/UVF5gqK63zfqu/ET22uMjkdTitBDbsqQLb3oQnD2tEQ++Lw7E3Yd2bmVQUlbxCU6pcpkYphhPK\nO5OSRaX1Ke7ftLfm+zl+PjhRyuFwOByOvZBAOJID/B4VUD4EHrOd+3YfhiOBm4FfIuyUaGKMOdaX\nlnHT/r2HtOw5/IrFiNwz4Y6zuwNno6V4mWmNsjf1OePGDa0OHNR+/ZJ5307/762mZOvGXqhg8w0w\nBBVYPmt/cMEHvU+7egBwAipOTCgrKX77w/AZLYAAmnNjUMdJFA1CzyEhRPVBg1VnoELUZyKy2e6r\nH3VDDUSFqC72ML7DilDA/Mo+4AfCkVaUd0F1svuy2R7LHFSI+i4aCta6HNJObppTseyuI4kg6w2U\nF54KgUUiUmdB9TuL3f9mpBab4q6nHM8qMdQ9lEpsWoU6uvaqPKuGxmZddUFLD2vsNnCilMOx4zWs\nMTXvHhcXmjJSDFdKJS4lKuYyxW/b5ER2x95InYhSxpiOaFtZh8ORmtUisqihd8LhcPy8sJ3XjgP+\nD/0G9L5oKLj7gn0NvwEGI1xe61X1w/sZaY2yr2x/SKBJt+Mv+nrRF2Memj/uyfNRYWgrxmTs3/vI\nFb1Pu7plWfG2n2a8fPuy9Yvn9kRFhxl2ufbA512Ou/DzLsecOwgt9dsAROaPf2Zy4SevD0ZdUW3R\n8PMoMAF1Ix2GClH9UXHoa1SI+lRENtr9bEF5N1Q2+uH/K7SkbbqIrE8+vkA44kdFp56en/hnpR8p\nL0ItqW0+mDGmMQnRyStCxUWbYrTTWyHlBaj1DTVpMcakoeegqtK6dM8q20gtOMX/X+u+4a8bjDEt\nfD7fC7FYzJvLMi4Wi51fldvPs36lopQxpgN6nQsVs2kE6CUiS3btCByOusU6TOMB3zXNYMqhfBOE\nONupPMi7MqFpmxOYHPsKuyxKGWM6+ny+ebFYLJWF0OFwAD6fb1ssFjvQCVMOh6M+CIQjbdEsmQPR\n4O1XoqFg/ZddGboBLRE+q9Vq+mH/15k5LS7JO+L0tLwjTv1w8j//b+KWNT9eigY2xzKbttx20OnX\nluZ27JU2P/r04sVTx7ZFYqWocNQRaI/xfdkz+Nu5HQYHB6HHviRWWvL2x/ddsm775vXHAYei4tNk\ntERvob1tKCow+YFvSQhRP1nh5EAS2VCd0Ylz3A01DfhORMrlOQXCkWwS3fB6oo6qRui33d+hAdmz\n0VK8CiJWFecqjUTuk1eAamUXiaFim1d4KgKW7+4JjTEmm4TYlKrErjnlRYn1lC+rSy6x2ye+9TfG\nHI0Kpc0bKize7/e/l56ePiwYDPrz8vIoKioiEomUlZSUvF9WVnbiroxtHYZ5VSxSmPx8cjjqEvs6\nmipzqbJyuaZoIHiqgO+tpHYpVSY6bfR0pHQ4HCmoC1HqYGDa888/T8+ePetmrxyOnxFz5szhwgsv\nBDhERKY39P44HI6fJ9aZcxZwHpqvdF80FPyxYfeqIsaYDIy5Kat5mzO7HHt+catuA1/93z0XisTK\nfgGkGX96rP2A4zd1K7gsY8W3k9bOjz6VXrptcyM0lLkF0MaXljGj96lXLWnb79jBqNjx9ar5Uyd+\n9fyoViDDUBGkEBWiPkWzoYaiIlM66lCaBEwWkbXGmJaoG2og2kUtGxVMptufr7xuKOtQ259EGV5P\nVCgz6CTE64JaEA0Fy3Xmq+S8xMf0Ck/5aFli/Jv31VR0Pi1N7vxXH3hKAyvLc2pF+RDdMru/leU5\nrdod+70nYoyZiF5T19v/04AWIrKyDrfhQ8uImqCPS6rf8Z+OaCkwf/zjH2nUSL9nnjlzJqNHjwbo\nXptSPoejPrENGqorh0sWmhqnGErQDMCaOJe8AtMelbPncPwcqLPuez179uTggw+uq+EcDofD4XDU\ngmgoWAa8HAhHvgJuAP4ZCEceB8bXtjSsNtTG5WGMyfH502/LbnVAoNuwS9eUFm9+ceJd5/VHRaNY\n9n4HbO958hUxY3xpXzx+4+bNqxbloi6gDKBXWlaTOb1PvXrh/r2O6Af0KSspnjzrjfvHrpw9+SC0\ni1gx2vlrIppNdCTawSwDdSv9F/gEbV3dEzjFGHMIKv4IKny9hbqhvo+7dALhSFogHDmQ8qV4ze1h\nLUYFqNGoG+rH6s63MaYZCedT/HdHEsG1m1DBaRbaaa0QzX3aXNW4u4Kd6O1HRdHJ++P93LiFhMg0\nm4pup3XO/VIz7CS3giBlH5NkEakqgcl7W2NSuzxAH7tN9mcztuRTdccE+fn58T+7os8fh6POsEJ3\nIyoP8q5MdMpMMVyMiiLSD1RdLrfJvUY5HHsGdeaUmjZtmhOlHI4UTJ8+nUMOOQScU8rhcOwmAuFI\nI+ByNNj7c+BftSkZq4xkh4e9rUYuD2NMa39m43ty2nQ6vHvBpQt/mPTaB6vmfn4c0MqfkVXS/pCC\n7e36n1C6YOLzm1fNm5qBxDagbpumvvTM1j5/WpdY6fZc4/OXpTXKLiwrKX6rdOumtqg49B3wATrJ\nPhQYjE52FqKOqEl2rIGoI6o/kIW6oeIleV/Fc6RsiLxXgOqGClvb0TbZcSfU3GgouLGKY25EQnDK\nJyFANbOLbEdFLW/ZXRGalVRnQqKd/GWT2t0UF6Byk1ZbS8Xg8B2iU30KZD8XPKHHXtHoDuAkyucr\nvQKcC/wTvc76AoPQ3LJe6LW60v7fDi0NTUNF1PEkxKWtduzBdlsLgPtRoXYT+ly5GxVrM9BJ+01o\ndtdEz37Tr18/OnXqFHdKfYkKU2XAFOAaEVlol82z45wDXIU+x74BLkCvqX+jZa2TgItEZI1d72l7\n/1eoSysTeBG4Ku5EMcacCYy0296CuhZP3RNC+R3l8bzGVOdcShaaUhkkSqi6HC7VbVv2hVJfh+Pn\nSp05pRwOh8PhcNQ/xph0ESmpaploKLgNeCgQjnyJOogeCoQjD0ZDwWl1vT+VuTy8GGM6p2c3e6BZ\n++69Og09c8aMl25fsn3TurMwvvScNp22dzn2gthPi2aXTn3qZsqKt6Shk+vs7FYdVvY46TcbN69a\n3M6XnjX1p0Xffr1s5sQWxRvWFADXAX9BJ+ZdgF+iAkAR8Do6ec5FJ8kjUWFIUDfT66gQtbBg1BjQ\nif5hgXAkLkIdYHd9HSo+PWd/L0yV1WWFuXZU7HrXJn6a0HDzImAsCQFqWV18U29LtVpQMTjc+7c3\n+7OUhMi0CBUdvKV1q6u7xvYVrFupOldSqpK4ytxKfuAnVPT7AhWTsklcI2vs34Ptur8BfKhg1QgV\nRc9Ds87eBMIi8prd18fRyf4pwDLgdOAhoI+ILDfGPIF+9j8SFXl6oWLVZGPMVyIyYNiwYXTu3Jml\nS5cyduzYMmPM1yJyO4kulaNQV2C/pOO6FbgGFVmfRgWmDahQtRV4za57pWed4+19R6PPm2fQks+Q\nMaaNHeNG1L2Yg5bgVub+ctQRNgOsCbUL925K6sdmG+XL4dahr32VdY/bABQ7gcnh2LdwTimHo55x\nTimHw7ErWHfSN6iQcCEa9D0CuA+dfGYCU4HrReRrz3onAyGgjy89M9asffcNgy6781bg6aoyjowx\nVwDXAh1QJ9HHInK2dTb8koTDQ9Ducp1Ql0WuiGwwxvwSeNDu631Ans+fvrFVj0M3Sqxsxco5U/oB\nmcaftq7D4JN/yMrdr7Royjsl235aUQoUYwxN23ZZ373gUlp07tdkw7KFy+ZHn1q7duHMPJAmqDi0\nGPiH3e4WYAnqxJiNdtk7BJ00N0In/9NREWpGwagx21HnRS8SweRN7fEUUT4PaqW3FM+6AVpRsePd\nASS+6FtLRefTol3JTzLGZFJ5t7rWQEvKd3zaRMVyOq/r6ad9ZdLncSulEo1qIjSlatUO+nzcTPky\nuKp+e/9+h/KZUuVKYO1z6Cmgi4gU2mUeQZ9TreNOIWPMe8APInKF7YS9AOggIss9x/8+8LmI3GKM\nmQm8LiLhFOcpCIzx3paq+54xZj/0GjpIRGZ7nFKXicgzdplzUEHpOBH5yN52M/BLEell/38aGA4c\nEA+BNsb8FrhHRJoZYwagYmm+iCyu5DFwVIMxJp2KwlJ1JXLZKQfT67c23eM2OnHb4XDUBOeU+hly\n7LHHMmDAAO6///6G3pU9hqOPPprf/e53nHvuuXU25pw5cygoKGD+/PlkZWXV2bgOh8ORgouBR4Aj\n7P+voROEAPrh/7fAB8aY7raDXBDrogAukrLSNGPMDUAB0C8QjtwbDQUXJm/E5iv9Ay29mYK6b4ba\nu69By4ZmoWKXQUWOTqig46UxcBWYv2fmNL9p+5aNXdcunFlWsnVjd4xvZVbz/c3WdSs6rpr72U/b\n1q9cJbGyMuNLk2YHdC/pesJFvmbtuucsnT5+xTej/7Fl2/qVbVGBYC4qBPQGgmjp25vohLid3c/z\n0GyROcCrwLRj//zK2vRG2XEH1GmoqyoN/QZ/HupcmgPMi4aCO0rSjDE5QG8zspzzKY9EYO4WVHCa\nC0SxIlS8BLCmWNEkh8pL61qRKPfDnus1JESmuVQsrftZlTfZiXVN3UnJt1eVrbSViqLRUmomNO20\nmyM5u6kStsQFKcsKtEvd1qTbWtu/D0KFyfmm/AYyUPcRqNvqEWNMAC13fUNEZtn7NqHPnUNQYff7\nsrKy74wxXY0xD6Nlsfuhri1BnYezPduZ5fl7hf39TSX7GmdmUleyKUATY0wH1Jk1AfjGGBNFyxRf\nF5Gf2Aexj2kmVZfDpcplStUdXagoIi2m8hK5DWj+Uln9HJ3D4djX2aNEqVgsxrZt28jKyqrpG/ZO\nU5lw8+yzz3Lttdeybt26StasSKdOnbjuuuu4+uqr63o364Vnn32WSy+9FGMMxhiaNm1K9+7dCQaD\nXHPNNTRt2rTGYxUVFdGpUydmzJhB375963Gvy1Obx+mdd95h5cqVOwSp+D4bY0j+PPnaa69xxhln\nAHDHHXcQiUSYMWMGmZmZrF27ttyyPXv25PDDD+e+++7jlltuqaMjczgcjpR8JyJ/BDDGDEHzZlp7\nvoX+gzHmdOBM4Angz8CLIjLKM8ZlgXCkA1oOc18gHHkBeDMaCnrLxzqik9OIzQxajE4OsQ6O7ehk\neVV8hUrer9N8aZmRxi3a3JSb35tlM/+3rGTrxvbpjZsWte5x2LbtWzaWbF23YuPWdctyfGkZy5p3\n6lPa+ehzTHpmdmbhlLfWfvX8qMZl27e2Rh1Q89AyuJOAAehnl5/QEqFjgV+g7qRpGN9/D7notrUt\nuw7IR0WoYegEG3RiPhv4yP4ujIaCZbY8qyNwmBlZzv3Uwq5XavejEC23irugVtdElLClMC1JLTbF\nf3uDe7eTEJkWAp9RXnRau7d1f0rhVqptcHdlbqUyKopF69EyuGRhKfnvLXv4JDvZYSKV3OazfzdB\nr9WDUXHJyyYAEXnSGDMOFXULgD8ZY64XkYc9yy4UkRme/8egwu/l6Hn1Ad9S8THx7ptUcpuPGmLL\nWocZYw63+3oV8DdjzKEiUlTTcfZEPM+H2nSPyyH186CUis6lFVTRPQ4VmPYJp6TD4dg72CNEqeLi\nYm677Tb+8+ijrPt/9u47PKria+D4d3bTEwKBFIJAAglVKQnIDxBFwNAiSlEElSaI2AuKIkpVQQUF\naYpUkaYIKEUQQQEFRQLy0otIQCCht/TszvvH3V2ySTYkmBDA83me++TuLXPnbtru2TNnzp6lckQE\nA994g969exd5cCo3xXHN661kyZLs378fq9XK+fPn2bhxI++99x4zZsxg48aNlC1b9uqNAFrrYnm+\nCnLd8ePH06tXL8fjihUrkpCQ4HTMZ59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YDmjbeRoYlm1CGFFMiiwoZTYbH5BYMp0/fLNm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\n", 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/sjTvPhvYorQ8AaB0+dsGOH+Ep843AmupNq6HpM1of7oylsrcSWX+/du+VI7r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73y1BZBGDXHxMc9MYH0Py4Ss7rHt8C8F/bDTPrPTibidSXMHERZdHFt0G5FUWnzgfEbZt332ikr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\nKiKyJ/BPTMS4MQdz8arOsyNWN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MS/y+LYlliKW3vsWlPj9OcgjPbFInsnYRXw8hax2arj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KK/Up7X7kZdQFR9Y1ZThvpQSmBh+UjMey+m4FifAIzPvoNSyFripCqgQj/ALgOeDZfOc9d+7p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Bq1MwWZsBOywjdBlqa34qqy2PNaoUlmgMYZDwKDy0Ps+M9+NzRR7YQUM0OAAdl0amY1vRWC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\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gKpBPIplR9pDIZliI8bORzT2An1LYpgcBZ2+1z+GJLfbouWrco5c/CnQuXJ3f7cshN/RY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1X7nJ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hyTSGcOTqQz+ybSmQGJdKZXIp3ZNpHObJJIZ9on0pnVa9PxCUqZ61HliKODSqKHmf0hKFE2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\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W2bNb0zVaRuOgTEq1ToSVUsEAOmzfg/oZUkF57EwS73nkV0qVat8DI6U6k1pRqyGVK9UZ\ns4mA2UBqsMDkdDzu7TigiPO+4Oc4r7nkFyVj0U+xVYnRWDDq71e3xbARcB+mSjsseMIH/Hdi6oqM\n5FsyFn0Fq4T0m0g80aI9/PngE5qRwO4l5IS8hU3iV1m2lIcA74upHsfl2byxzy1Yf/AFRq5XYqT3\nKm1HIRCRCswqNwabmK8gdz7SylC+Q7kITVV4c9vPtsDkOess3WV+p2VLF3VYERBRX7lybQAwfcOF\n7Tf6YuNFii1GTMeshB2oT0qNS8ai1SKyOUbwBaqpXlhfHeRJbYlNMt4OtXBv37+K4tHH2/Vl6HEx\neVIDsPd0CtRdGwOxa6E7wNZb16+t0K1bt+DPVU3itjokY9EPMMLx+JBaag7W5x0ViSfCEQNjMJL+\nlDAJ5HlKf8cUdStVeMUyqb6iOILmf9i9+HfZbHCuaLrFz3tsroN55b6bsOv3Z4U0wMmgfwHHFhN8\n7vt+gFkMD6QRVLLJWPQ1b8vPI/HEIY1wvCBM/bOlC+Zct1andd4kZKGtbNPmBS9QUAhewPqbc0Qk\npyWwUKjqB1gl0EMJjV+aAqr6KfZe7EATq7OaG/y1x7HvxQV+P2y2cIvnHdj49AwR+VlLVw+parWq\n3oX1J/sB1zf3LLAymhea9Ze6jCZDMODvQH2CClJKqTApFWRHZcqVKlQpVYp9D4yU2gQLsN0Gq7bX\nG5vILsAmQ0Ee0ftkIJ58VfAdbOCWdbUybR/FVv4Azl0VNjEReU1E/pynXVXYwPV2LBvhz5F4YqsC\njz9cRJps0i0in4vIOcXs45/NKOC48MA+GYu+jQ36f5uDFPwXNnG8JFuJ7laEV7HvdIMGxz5pexTY\nrZjw3BJxBEZs/zsIk16F2AHYHMuQmoURJy+thnYUgh7Y+xTkSU1wW0qpCEqjT6oVele1r57lWTj9\ngQlp5EzXTzef3wkjjhRToswFprs6tQepPKmAOAv6mt0xtchn/ngPTKE2FsCJ1O0xYrQh6A1M8Typ\nDt6WySLyDxGZi1VXy6ViGgB8qKrL/PFW2CLGuKDNM2fWF5jNmDEj+PPTBra5jOKQSS31OLZYVUf2\n+LV5L6YqqVey3BW2r2HK3E5p/6vGJpLbYyRDXvi57sTU5ifl2O4j4DHMgpizgIqrh/+LEXCF2rGf\nwr475xZbmTYZi76BWRuPj8QTjWE3ehKzLJ4ZiSd2zbdxPngG1lUTHryqX5s2FXude+Md3PXaaM69\n8Q7ad+x4cEVl5UOFHMetzrdj/cDFjUXqqOoo4BlMLdU/3/YlnmsKZpMcAJzf3MmZxoRXIr0Ri3o4\no7mTPH693Yfl350InNzc29wYUNVXsEq36wG3ishqq+pcxpqFVtOZlVEPARHV0Qdhy0mpoLLZ9yBD\nrhRGShWilOrYkHL1IczA1FpzSOWG9MIGo2OpL9N/Ddg2C0nzGDYJ3bPQE3v2wm0Y8VXyyl8BOArz\n0OeE2/leAs73p26JxBNDwsSZiNSKyBFpu96IrYoG29wnIk8W20gROUlEMsnfB2HWu2LxEGZL+mna\n83/HPuffZtrJCYQbsetsmGfhtEr44P1lIJJWlaoYvIFlfTS5WsrJ4ROw7/XqCjifjxEQ32Lh+S+t\nhnYUgsFYXzwbUyg1pDpdJvTByP4f7o5Mnf9q39lPuHptc8zKtg2w7lrLKycsa1PTbcYmCztRP09q\nrE/Mg8DzQDW1KzBRVZf6QHw34N1QBtYewBjP4ICUda/o1+U2gZ5Y5USw96fi3bsu2BD4FWZ7SZIl\n70lE2mKkVrp1bzlGVH1cUVHxYiKRqJ04cSLz589n4sSJPP/88zUVFRUvetBy0cjRh5aRAU7WfED9\nbKkFGCEz1DPJgm0/w8YCv3SSMox/Yd/1EzKc40PsWjmpkFwn3+d7LM/o0Eg8kasc/MOYKvOCAvrn\nR7BxzkWFhJiHgs+/wYLPi70PPoYtDJ0diSf6Fblvprbcg6mSLo7EEyWHH48aNrTrgq+nb/Ob2DWy\nz+FHs9HmW7LP4UdzWuzaytqamkMKrYbp9to/YerGX+bZvBjch/Ufl4rIFo143JWgquOwMc/ewJmt\ngegIoKpvY/lvhwHNvqiEGh7B8mCPxj6vFj/3dmXb+VhUwDUickRruk7LaBha/BejjIxYgeW3BAO1\nxaQypbLZ9yAzKVWofQ9Ks/DNxCY8S7FJ0lRMfbUpNgnaJhJPBGqsMd7m/dMP4ta3cVg4asEdZDIW\nHY1Jv08rIKy0JKjqvGJySZKx6BfABdgA/GxsENsx2/aqWlVqloJDyBBQqqpzGqLg8CqJTwFH+KQ4\neH4+RkztFYknMlYzcWVHHFPzXVKoEq6FIoF9VxuUN+ZE9WPAnpF4osnKXTt2xpQPL/rnvMrgk8K9\nMQJOsMDfcT7BbI4YjPVdA7B79+jcmxeMvpgtauvZGy1uN777nNcwlZRiFqgBwLK/3rnX3EUdVmz8\n9fpLqrDw800wJUqYhJqajEUXepWkXqSyobbD+ut3AERkU38ubN3bCyO4llA8dsDUbgEp1QeYu2D2\nx+tjhFs7YJpXc8q2/1rUDzkfCHwwatjQGoDa2toTly9f/t1TTz3FLbfcwlNPPcWKFSteqq2tzZid\nUyAy9qFl5MTDmJ0yvBD1DDY2SCfSH8DGOceEn/R7zcNYXmQmVdG/sHHS6UW0K4HZys7ORjh53/pn\nYAsyEGJp29YAN2PX7vmFjFd8UeIarP8vNvg8UHxNBC4vVm2V4Xi12Gv9GIg1wripO8BOg+oLr3oN\nrovyKthC68HM/waOEZG8lQ4LPGYNRnbNwyqvlVTRsIDzvY0tlkaAU1rThN8rvv0b+MWaktekqs9i\npHEEsx+2eOulqs7HFoSeAX6Dve41PWqkjCZEmZRqhfDBxxJSpFQVKVJqKUZYZVJKZbPvrZtnwDTH\nf5cSdr6cVFZIG6zNik18xvvfQRW+aszytV+Wdj0KdMMtf0Xgn5j95KJSK9XkQti+51a4y0Tkn15u\nfKaI/Ca0bVsRuWPUsKGfjxo29MaXRxy987Tn7/olcGtFZZtZ2PvytCumpvs+V4rIeP97OGY5ONK3\nqRGRfURkX3+8Tuhc/fy5rURkX8wesW5ov2GhNp8T2q+riDzjJdPni8h/w3kObiccLyK/HDVs6LUv\nx48Z+s7fznkxbVD3P2xCe2ZadkgdvBrTddgk+9clfARrNDywdyxweAl201ew721BmSYl4CQsA+6B\nJj5PJgzG+rn1sIlTN5ppwLlY6fRtMRXRrsCnXiq8JETiifUwldgkLAh8BUb4DwA+drJ3IDCp65zO\nTO3y44JvNqia4uqUQdhnN9En4f1JEWWDsPFFoHraHbuPBCXY9/BzjfF2bEJp1r1emMp3hj/u894/\nLtwJmwRshU3uTxCRdiJyu4h8KyJLROQtERnkbV8AdBGR2rYdOh/+v9tO//2o4YdfBuzp/eRbHmz8\nHXb//E9tbW0U+I2IfO3HvDzcKBE5X0QmicgiEflCRP4qIh39f1n70DJyIlBLhbOlqjAifUi4Kq0T\nzM9gmVPp2SbPYoRlptDzRZjad89IPFHQOMFJmL8Am7Gy2je83QzMznNUHlUVyVj0ByyLajBmcy6k\nHd9g5MhA8hBfGfatBq7HVKNXFqoUy3G85RhJ9iNwVYnH+wzgwzH1ayBMGf1u8GexFtqnsPvk+SJS\nauYpUKfCGoEt1F4sIk26OOY2qbswdf0qy4FsJniclGVyn9XdmEKgqi9h3809gctaQxC4FyC4F1P2\n7QH8qbHy3MpoeSiTUq0X6aRUJ6gjrBYTUkolY9EVGFmVSQ4+DwsHziUVD5RSjZErtTZWmaarP+7t\ngdhTWdnCtxGpMuB18PLSHwI/K1IttQzLcepGkYO9EnEBNtnrjwVq3hmSqp+LVVs7FuhZW7382Dmf\njv8bsGjv8/85CRCQk7CBcjC4VlKr8zdhJN2LmOpsc1LqhUwr+MFzb2Nh6wtC+92UvrGv3j2LTfz3\nxsJlt8WsCWF0B44EDt16959cunT+9zuttc5G1wf/DK3iVpC7/PYkbJB2eGOErK7BeA57T3doyM7+\nnX8c2DcSTzSJFcEniQdgFpUP82zeFDgAm3xtjJEr82g89VFjYxAp5dJAGladLhOCPKnJGCk1FSOL\n+mF5Uu0xK9z4yIjE7Pgvxs39br0lQf8wCPjQias+mNIoIKF2BT5R1aDv3x2vwueP9wDGeVl1sEH6\nchr+/ofzpDoC2/U66rxrsVXar/G8OmxgfBSW7zEAm8gmMWthXQi61tTcuN2BJ07batfD98Pec7B+\nfz0slP+n/pPAVC/7YJXArhaRMIlRg6lXd8JshPtjkxIosA8toz78XvAwpowJ3/MTGPmRbsl6HBvv\n1HveCZi7sWs3k53/LUyZ+LtCoweSsehMP9+xeZRGTwLTMAVUzmO7SvsZ4ORCq6ImY9HxWMW/n2VT\nF+fYdwlwlT8cnsH6WBSc4BuOjROvzKXizgVV/biisvLFu0dcVvPGs0/ww9ezeePZJ7gnfnlNRWVl\n0RZatxHfgn1HL2wsS5WqfgXcgI3XTmmMY+Y530hsUecEETmyqc/XXOCf3z+xqtoXiMjA1duiwqCq\n/8MqXvYHhotISd+vNQWq+iZwISaAuLWps9fKWDNRJqVaL8KkVNi+B7binC49Xkh2pRRZ/gfUDXKW\n0DgV+LbCVsPDuVJgK+79I/FEW388DctWWMnC53gUW5nvk+X/GeH2v/8AxxQRQFoqEqr6dy83fgNW\nHSx4XV2xyd/bqjpLVd9e9P2su4CL26+70VOAbHfQiZEhI0YuyaSs8JW9JcAyVf1eVb/zcrY54SXc\n59ufdftlqph1EPYZ/UJVJ6jqaGxytl+abF6Ak1R1ao+DTrxtg+79plZUVv4kTBomY9EfsUnEPrnC\nU5Ox6PNYPtFvV+Fn1NwwDpuMlyJtfwmb5GVd9S8RP8FWlO8LVUhbJfDQ/J2xa38+RpS+7BPV5ojB\nGGHUDeurGytPqi+mQJ2PETsTsfdibSwfpRemTB2P9bmdgbGujOpH/ap73wGzPJ9pZ1JV9roAXUhZ\n9zbEyNL/C7Vjb2BMQ6x7fr4dSFn3dgQqOm/c9T3svlWJfc4TsFy6i1R1lKpOwywFS7FKQXXWva12\nP2LUZr33nrbDYae/o6rz/OlK4G+qOk1VE9jCR09VPc/L3P8Ls2/V3XNU9XZVfUNVv1DV17GswJ/5\n/wrtQ8tYGZMxIjucLbUcW+zYJxJPbBNs6Cqqh4ADIvHEtuGDJGPRsRjB++t0csj7pL9hfVQxi1CP\nYmOPs7PZ51xVdQuwPoWpev+FjX8uLoLUeRJTGJ9faBGUUPvmYMTU5jSCHd4VX8OxYjWXN1RpXltT\nc/zSqqqXbr/4bM7YfzC3X3w2S6uqXqqtqWmQhdbtRTdTRKXDAo87AVPaHSkiQxrruDnwGEaGniYi\nB+fbuKUgFFw/DrhcRLZfzU0qCKo6Flsw6QHE3e7e4qGqM7BF9k+AESJyTGuynZaRH2VSqvWiisz2\nPTBSKl35tJDsmVKQvwLfXEpXSs3A2vk1qVDbzT1LagzQHiepfED5Oia/zySRHYeVNG/IQORJjBC7\nMFsJ6EbG5LTH32CDO7DB6gAR+UhEbgsGJMlYtDoZi94DaNsOa3cFbo/EE71Y9dgBmOWrhwCo6lTs\nugmHn84IJmTJWLRm6bzvXqutXrEBpgoJ43VMTXFWnvDXu7HP6PJIPLFZ6S9jzYJf/wns+m8QGeyT\nvCeB/cMZX40Bn0iegCmVXmzMYxeIfTAidFMsOLwjpqZpdnCJf2CN2wUjpT8v/kCshZA+AOyLKYF6\nYPeDiXiGFEbsD8Qsy7MxVcoibEDZB8u6Ge2f5S7Ae37d9cH64oA42w0jfgLSZ3dM7fo+QCSe2NTP\n/7+iX5Ohh7dlSug1zcXuE/j/Pga2xAi2uhwrJ+A/xe53Qci5btFv/3WA8SGytIO/hjqvEHbtpiv8\nviXVNyMiB4nIyyLypYgswBQNG4pIKUU/Wj38c3kI++zDixsvY597ulpqFHYNn5pBHX0PRjwdm/Y8\nyVj0Wz/Pkfkq5oX2WYHZ+LYnRxVUt5vfCxwSiSdy5ho5WX4jNs46q8B8qaBy8DfAFcWOVdxmeC3W\n9/y21MrDriK7GhujndeQ46nqjzXV1Ydi47/DgJ411dWHlpKR6RXd/gscL41bJex5LIf0zEY+7kpw\ncubffs6zRWSvpjxfc4L34Tdg9s7hItLUOZiNAq+i+EdMaXutiKy/mpu0SuC5jldhROrJmM21fD8s\nAyiTUq0ZGe17jsVkVkplq74H+cPO59A49j2wtnchVVq8F0ZYzWFlC19H6pePBuoGbI8C/SLxRFGr\nK6EAzw7AmcXs20CsSHus+HdXVcdj6okrsIngoyLyWHjjmW8//Q9ssnRdJJ44jsJWJmr9d3jbtpk2\nbCTUe43zv/x4Zm31iuXAKeHVZv/c/opNNE/LdrBQNsYiLGS1QZaBNRwvY+9rKTbGF7H3sLHVUoMw\n+82zrmRY1dgf+050wPq6ST5JbI7ojVnjRmO2uPdDFeyKwbnAlcEDJ/O3IGXdq8IImn7AB/4dGkCK\nnBkITPAA5p0xZdSXwNaYBTKw3u2Kvbcz/fHumFUvXGVvYqiYw16Ubt1bgi0ygJFik0OEUjtWJvbD\nWBeoUtW6gPu2ndbdFFu4CLA51ieGg9CVHH2ziGyN2WgnYFWXBgJnhdpURmmYhKkHw2qpakzJvEu4\n4ps/fx92bdcjgDyD6Ung6CwLGM9g1/LvC1UMeQW/F7AKfulZVmG8gF1T5+SrsOf90x0YoX5Qge1Y\nihFL61Bk8LnvP8HPeQhpYfENQTIW/QBTJu1DCdY2Vya+0NCqlxnwMF7pMJyjWQq8j/6HH/dyL+7Q\nZPDz/R1buLvIs/JaBVR1GZblNQdTHq0RmUV+/V6CfT9vWFPaXSpUtVZVH8AyYAcBN4nI5nl2K6MV\noExKtV6E1VGlKKUWY578fEqpOZRu35vr7VCMLNkEmxT19gnIGEKklAc+17NTpOFt37/oCbcHqP4N\nswrsV+z+jQlVXaSqj6nqGVhuyjEiEnweK6rmzK7CVmT+C5ywWa+9D5CKyvDgejlmTQnje+w9Dt8o\nBqRtk2m/dEwFuorIlsETIrITdr1MyboXUL1sySJswntg+Hm3FtyD2TGyhtB61lgcyxYrekC+psOz\nfl7FVuIbZJfwHLWngYPyTK6KxamYWub+RjxmQfCKgj2wa3c2do01y4Bzx2Ds+wjW5zXUutcVI5IC\n9PXfASn1Afae9MKq623k+4z34gI9gDFOAAzG7Hbqfy8FPnAp/q7Ae6qqbtXrScrKt64fP1x1b08/\nVtEVOx29gQ9VtSbIkyJFQm2AjXMmYosYKwjlB3kFpPD2AZSUcgqMvFuWo3pfJuwMiKpepKrve4ns\nLdO2KaQPLSMDQmqpntRX1L6FLVL9Kk2NMxr7nE/NQC49hi2wrbTQ4YTWHVhGX7SIJt6Pja3OzKYK\n8tdwO0Y6/zbfAZOx6JuY6uu3hVZGdTLrRux6LNrmloxFX8ZskSdF4omSA6WTsej/MCXzUZF4ollk\nIKlqLZbn1hY4r7EsRa7iCRbHhgVFDpoKTkzdhl3rlzW1Qqs5wRc5hmPjihF+r2n2UNVZGDFVgRFT\n6feIFguvIHkBpmC+pTURqWVkRquapJVRD9mq70FmpdQCMpBSPqiaT36l1FxKJKX8XJ9jqwpLSVn4\nghvvGGDLcPUdbNVo50wV2/x4jwO7RuKJbg1oz5t+/N81tr2pUHh1p5+LyPYi0hOzI34dykGZARw4\natjQjUYNG5oArqhs136d9utu3DUSTwwMbdNXRHqKyIY+UfsUmAVcKSLbiUgUu3mEMQPoLCIH+H4r\nBTaq6svYZ/SgiAwQkV2wwfprrvLKCq2tXoFNMH4ZiSfSy8i+gikZzsplS0jGorOwYOFBWJZVa8NI\nLLckU5BvoUhg/cXRjdEgr/i2P6bAmZ5v+ybAARgZsAnW9y2kvi2r2cAnR4NJqaSWkgreLuJAVGCE\nyKzQs32w7/DSzed27D/s4Z037fv5BrtgE7PAxqf+d3+MpB6PETSbUT9ParzblrpjitggiH03bNEi\nUEHt7sd8F8CVKT1oYNU976t2JJUntZO3M3iPgpD+aW4PvhO4UUQi/8/eecdJVV5v/Ht2KUoRCyqg\niIIFBZaOip1EVh2MSjQxtqDRn723qBlUVpOYxK7RxJLYe2ysuqBibxRFigooCCqKSu9bzu+Pcy5z\nd3bq7rDssvN8PnyWmbn3ve+dufe97/uc5zzHyfFH/HzvDjerlRWz3KA5OEZH7FrJBrOA5iJynojs\nJCInUrNIwxzSjKF5pMRkaqqlFEuT7ImRrYTevx8jWqv57jj5fh82F6iRSlcWjXyBpUadmCk570GB\nu7D7I2k6lfst/QsLcGWSdhUony9PYk2Q6BgTsfSu32ZrfO54FFOeX5gLn8ayaORF4BnMy6tBpJq5\n52ZWlQ4zbLdacCxXhuopjleJzXmmY+lsu67P4zUkeGGNKLZ+aTQm4qr6PUZMrcKIqa5pdtlo4KTc\nxViQeqSvZ/I+U00UeVKq6SKV0Xm16nuOZEbnYKRUJp5SW9bVlwAjpXbEJvyB2XlnNy7+BIuShNn2\nYLGzX5L23sTUA7VNT7obi4JdlEMlTrg6XqoKeGC/y2XYou9DzAg+7GNxMTYBnwdMKotGPv1+2jsv\nVVWWr8FKNP++Vfvt78cUZROw72KwR/iOxTyhJgOXYmqrWCdU38fO/wnf79Ikff4VZpj9JhblneVt\nZ4IHseuuWkTVFxi3Y9dtSqNYn5Dfj5nTJ1PNbZRwUm4ycHgd2liFVVAsrmuJcMfRGIl9bw7aygp+\njx6IjUflGNnwuvtnNURsj/leBX5Sk9wgO1tsi5EvYVKqN6Yc2X2nH9q26/tl++7zt1jZA7tXv8bU\nJzNccdgfmF0WjSzExtdyYIqPu92pXnVvBTGvpb2AKaq63F8PqX82/QAAIABJREFUBqaq6lJ/HaTu\nBQRXtuiGpS0HpFQRpsr93l93AtaGUgf/iC2GH/Rj7oEZsJuSq7CZgFC5dvW6SnyYN1BzMiOl1o19\n7lVzETY+TwF+58cntE2yMTSPDBCqxLcb1ZW84zFPtGpqKS9UMg44PkFVuXcxMvO0JMrSh7BrIGN/\npbJo5ANMFXh6mvS8N3y7s4pLSlN6yziBdgM2dp2WST8cz2DneGGmKisROUBEKseMHNYWU3RNB64q\nLindPovjJmp39piRwzbD5gQXF5eUZlVwJhcQkSoRqUY+qeoE4FlgRKjCcbp2xonITam28YV3EBw7\nsZZdzhj+jLgemy9f66nETQKqOh9TTG0H/MkLYTR4OCn6R0wV/WcR2T3NLhsNXOV2HUZ+Hw9clU5V\nKCJXi0jKwHYejQ95UqrpYhXV0/c2DZEq2aTvQWZKqZ8xH434drPFbGwyNgcjpdZFyD39Yyohz4iy\naGQJpqhJSEa4NP8ZYL84hVVG8GjoTdjipoZRam2gqkNU9WL/f1dVvS3u836qOsr/f6+/3kxVt1DV\noao6ObTtaFXdTVVbqGpXgIrVK6484JIHOmEeG0fte97dlwwdNfokb6NQrXQrqvq+qvZR1daqeqCq\n/s8/nxtq/2xV3drfH5Woz6r6jaoe5e1vrqq/C/u3qOq1qlrN0FxVb1XVru73UYqV2K52jXmE+X7g\n4OKS0vjUwng8j3ksnZeth9hGgBeB3YpLSjOaZKdoowI4qi4d8cXciZgZ8at1aauW6IVFrNsC32Hj\nUUNP3VuLkUS7UvvUvWAROQ/AlZ3bYIRl7+1+aq2bri2c/+Pmq3fHyH3BSKuPi0tKZaulLfdqvbpZ\nkM42APNsWo2nqBEjlfYEJqhqhYi0wb7voOpeW4w0Clfd2xf4qA6pez0wU/ZZ/rqn901dkbCMUFqU\nqq5Rq5a3raq2wgiNj4IiCwdf/dz8oaNeLG21VadwH/v7+VVTiKjqyao6PO69Iap6Uej1raq6vaq2\nUdXDVPURHyuXhrapMYbmkRU+wYIqx8WppR7E5gh7x23/EKakqPbb+T7/xuYXNdLK/Fn/L+waj28z\nFf6FpaeckmyDUKW/KqxqX0rSy03D/42lZmekNPJj3IKRn5kan78LdFTVpWXRSMXrfz52zqslvz4K\nuMYVr3XFrdic7araqNXriA6Yp1c8HsT86S4XkXXfkRN0VQk8p47C1DkpoVZx7X7gaBFZ78ExVV2N\nGUovwHyWmoxnj6p+hanTdqce1Gm5gj8XrsLWNyUi0mfD9qj+oIbHMW+wXsBNXrk35W7ZHCMREV1X\niMhsETkvl202ZTSKGzWP9YL49D2orpxqHTcxWga0TCIXX0xm6XtQd1+pwOx8GbaoKsceukFluQlA\nUVx559exRXknEuNVjFirFalUFo1Mwzwpjqvjwr/eUBaNaFk08j9MMrwlVp1vnazfU/kOzTRauJ7x\nBDZZ/12Cz8qwhfW5CSLfsY1ik/6Z2IQ8l/5IDR3jsXtkWG0b8AXZC8Ch8eRgluiLefg8u4HUSUOI\nFXZoDnzmarKGioHE0ueg9oqizljq38/+ugib0E0Deu88v93S1S0qvwe6+vF2xoi7SUDXEa/u1v/G\ne/few8fVnlRP3ZtRFo0sdpPWnYilQg7E/JKCVL5B2JwjSN3riCmdalt1D+/LZ6pa4YvssD9UN9zE\nPtGOIlLo30M42toPe/6FDZT7Ywo19f0a0tjY5BHyltqN2H1CWTQyBSOsTogrlvEjFqQY7mb/4ba+\nxoIgxyZRhb6PEcOnZ1o8w9WF/8V8+Xqn2G4Jpv4dSGZG5mMwJfi5mVaYdfL3Omy+dnE68ktVK1R1\nnQ9dxerl5VXla1dhAcZogrT6rOBBwb9g6YjXFpeUbl2X9jJBoJxR1QWJVKeuEv87Nv6dE0olEmJ+\npuHtF2usaEM6rAuOiUj3Wp5CxvB+jcSeedeJSJOZ96jqVExRuDdWAbFRpIR5gORqjKy9WkT23MBd\nWm9IpGJT1fGYwrgKI6b2qveO5bHBkCelmi5WUpOUCiZZy7FrI0zsBAaviZROmaTvBYuhupJS87DB\nKmDId8UWIWFfqeYY0x7gI4yEOzBRg744fhYzzq7tQ/sxLLp2cRwh1qDhXhnnYwvRK/Y97+6LmjVv\nUYZFnl8CZhQ2a/byhixX6+lDT2FR4e3iPguMYtuSppqPe95cjxGZ0cb0O9UFXi3yJcyzpC6E0gvY\nfXdkHdo4Hfv+N0Tq3iZY+thKzCOvEw1YJeVKoz2I+Ul9rqpLUu+VFDsA89B142YRNl4psPNOP7Qt\nn9FpiWALrk8w8nAlMLOgiv5bL9m0xXY/t56AqaeaYYbnzTASJ/CLGoSp6YKqdXsDX3haApiv2efu\n+wGmklpDLYk2j373oKafVEBKFWFEXLIKXTtjpFU8KRVUGEREtsSIuokismVhs2Yv04DGxjzW4WPs\nd/ldHNHyIEbIxitTnsaujRMStPUIdl2OiP/Anzd3Y3OlbNKwyrDr9OxURE5ZNPIh5pf4f+l8KkOV\naJcClyVKOUwUxR8zcthL795x1iJgwJiRwypF5A8i8j8RWSEiM0Tk8ND+69RBInIAcD/oZmNGDjth\nzNWHXzT5ib+UprMtEJGtReRFEVkpIl+KSDWz9bJoZOVXbz5+08QHR+712nXHfC0iS0TkVREpCrVR\nJCKvi8hS/3y8iPQLfb6Pp9GtEJGFIvJyYHTt798uIjeLyI9YRdlqqgkR6eKvfysi72LBzwGY9UCx\np7+97odbJCKVInJ/qP2bQn3ZXEQe9H6sEJGXRGRnWGdEvgw4FLhTRL4QkWXe3/VSnc+fGX/yl9dJ\nIzEAzwVU9UNsflhM4nu9QUKtmuB1WADnyvpQ1vl1fKuI3CAiP4vIfBG5OvR5OxG5V0QWJLlH/yMi\n/4tr82YRGRd3jET3YmcRed7vhSVY9slfsXH9KhE5QUSuEJHv/dj3Un19iogMEJExIvKjiCwWkTdE\npG/o89nYfOc5v9e/8ve7ishz3vYyEflIRKoVV0r1nWGFcm72NitFpJX3cXjctkeKyHIRaR0/3ojI\nKhGZIiL7x+3T08ePZd6/B8WKx2y0yJNSTRergGbFJaXNscgwxMzN41+DTXwgsa9UJkqpRf63TjeU\nEwvfYObNS4n5SnX1SPl3WGpQuArfWkyGfmCKyODL2CS1VulJHvG7EUsNSulx1NDghr5/Be6a9tyt\nl7XctNXB5//9Dv41bjzn//0ONmnV6uCCwsJHN3A3X8TUdjXMysuikQVYJPrQ4pLSovjP47Zdgsm6\nO2HeGo0iepYDjMHI3OLaNuDk4GhgWLry5Yng+wwBPvSKUPWNvbHF5FYYkb6S6qlkDQ19sWd0QBLV\nNnUPLH3vG1iXQlmEKYh6FVaKbLuoVbNPd/q5DTDPq1v2BT4ti0Yqtly2yd5brGi5okVl4VxsXP3W\nf78e2PcZ9pOaoqorRaQlpjAKqu618jbjU/fGu0dObbCTHz+o4tkL+ImYn1QRMM2VD4nQl5Aqqrik\ntA2mtpkU2qYfNpGdVFBY+MgmrRrk2NjkEfKW2p3q5uYzMa+m43yuE7y/AlNX/aK4pHSnuLZWYMU4\nDiouKa3h6+JKq4eBSKap4N6/O7D5QSLFbxj3YMRF2ueT9/Vv2L2QcSGPFQvmzsfOQQoKm1+HVdfr\nhZGtj0isei/EAoDvARdg865te//2yqE9jjh/DQkqFsbhAczf5wBMjX4WUE0RNeu1h+9dPHf6V31+\nd+Wbg0792+NSUPgJ8FqoH49gAcn+2D35Vyy4gViKU1BQZS9snH+e6lUtT8KIxsGkrnL4N0wl1Qcj\nB/t5fwuAX/s2u2ApnuenON9+mDJ5L4wof0lMmQlW+EGwsWYiVl14B6z633qBqv6EEVOtsLSwutpo\nNBp4sZ37gd+ISIOo9pgJQoq914CLROSwNLvkAidhooRBmBfiyBBB8zQ2dyrGru9JVL9HkyE+xa7a\nvSgiggU8N8e8f3+JBYL+i93nD2DjzihMQTYAW+OdFdduW99nMDYXmYHdd8E6diB23/0eS90NKne3\nwdSxB2H3/cvAC5I+dRAsBfwbLH23A5bqvBIbT+OD5COAJ+NUleHx5n3gRfEgl5PHr2FjRD/se98G\nyxzZaJEnpZouVvnfTamZvheY0oYfXIFSKtFidAnQNkGZ5XVwMmkpdVdKgUWxdsIWE0EFPgG6++Rv\nAjAgbkI3DptIJJxEupnzi5gap1aRpLJo5FtMAXJIcUlpo5LclkUjOmbksFmL532+7Wkjr5f9Dx9O\n+47bsf/hwzk1+ufCqsrKQ2QDpqs4sfgQMDjRQgGbTE/FPKNSKqDKopHZGIE4mPQLhI0CTii9iRF3\ndSlB/xz23KhNXv7vsDHl33U4fl0wBBurBJtcvVkHL6P6wEDMW2J7LF3mw5Rbp8atwJP+/47Y+X8K\n9O70c+tlLSsKqqbusHAb4BNPS+oOTCouKW3dYVGrPm1WN1uytlllQEqFU/d+Bmb7xK9XqI99vM/v\n++sBmMLqPQBPpe5KLavuOXpiC9MZ/roXMT+pZhhplqpSYV+MRKv0172xayNMSvXHnjMdqiorDzlt\n5F8KG9rYmMc6TMKuhePinv0PYyTI0Ljty7Ag1ikJyJ9Xsd/9jCRKoNGY0vCcJKboNeDzg8eBo4pL\nSpNW13Ki6Rbs+k47zjrx9oC3m01J9acA7dhnyMKho0a/7z48V2Jj9KD4jT3VbYn9V3/85LHrxjbb\npNUdwOHFJaUJF/t+XxwCnKqq49Uq7v6BUGEdEdkXGFC5dvWvturW98LNd9ij/cHXPP8zFuwMLBV2\nAF5V1Zmq+qWqPqOqgSLyUmC8qp6rqlNU9QtVvTukyASYqap/9P2TKScBblfV51T1C+BMzHR6Sz9G\nMC/+0VP/lsXv7Od7OPAHVX3P+3g8RsqFFcbNsGIvzTFS6g7/u96gZgAexYjRq0WkSSjFAVT1Wcw7\n9tT6UB3lCqpahaX0Pg+cKSI58a1NgU9VtcTvsYewZ/0vRGQf7Bn+G1X92D+/jOr3aKaIvxd/iT2r\nf6eqn3j63klYZks/VX0au1++wp7H5aoaJVZMBQBVHaeqj3q7X2DkcyuMDA+IWYAlfv/+7O9/qqr3\nqOpnfl5X+7HSjr2quggjmZd7m0Gq872YwnJbMLUoVoDq/rgm4sebJcREDedgtgFRP6fJWABgSKC8\n3BiRJ6WaLhKRUgGjnC0ptdj/JqvOF2AhdVRKOYIKfDOxqNX33nY4hW8bTLYfYAoWRU/1QHoRU5PU\nxQivDFuYnZeuik4DRDeAPQZU59N6DFyX0r2hB8I3sIdFjUVEKI1vCzKIGHtVpIewdI8GUZK6HvAi\nNiFNmaMfkhbXUJ250uxlbCGSiVEusE6dcwLwLfY7BsfKufFkkuO3J0Y6/IRNVhpy6l4BNgn8CFsg\nzseVTrWCMg9dt38RNs5NA3r3nLvF/DXNK1vO3WZ5K0yV1QtTGXwM9O6weNNWbVe2WHjy+W+0xK6f\nCf57DsKUTopNFguJqab2Buap6rf+eh9sMhoUONgXU6ZOrPU52Xj/haqu9WuxG7HUvV2BliT3k9oU\nC1DEp+7N8wIKgedUX+9jQx8bmzzi1FJFoffnYalXx4YDFq5u/g9GoPZL0Na/MOK0hrrU0ztvx1I3\nshm//gfMxeYHqYJ4n2Lj9UkZVsp7HkujvTDeJyvFMRSgdfvt5mFG4609yr8Umz9l0sbL2GL/D2FP\nyhB2xxaR64heX4AtDm1ThM0rF44ZOWz8mKt/dciro4aXINIVv++wdJ77RGSsiFwu9lmAQNWUCpmO\nM4EfHk5WT8DG3W3IzJOxO0aUr1O1Ojn2BfZdBFipqu9g6qi9sXlsRt95XaCqX2Nqky5YZbpEHrEb\nKx4AxgIXiMjAdBs3FHjK533Y2PZ7Efm9q4vWB+Kfl/Ox67I3fo96KtkyEVmGrcO6kR3i78Xu2Fzh\nu+ANVf0MGyOCe2YHbH6/GviHE9nvhxsRkW1E5B6xFOTFGMHT2vdNCk+n+4eITBeRRX5e3dPtlwpO\nrE3HVFlgqd5z/J4PI9F4E5xzb4yACn/fn2HKs2y/80aDPCnVdBEmpQI5YRC9SpS+twK7GZIppSCz\nCny5Ukpt4u1thkVBpxEjpaZiFavCKXyKLYb3SxbZdDXJy5gsP+MFd1wbik1WK4HzG1l62JcA0ydU\nF2RMG79u3JzFBoR/t/djD4wa1Y88pegBjDDpEf95AjwFvIVN5DfaQT6AK8SmEZpcJ/IBwBZNHYh5\n9cTjf5gKJpLF4QOD86cCv556xoEYadIOG8e+LItGvtwA/cgUu2Jj7QSM/PkoMNrOAYowQn9ToPMW\ny1tOm9lx6fxFbdaswUidfsB8r3zZv8uCtqtbVhTO+and6r6Y7H4alv7akeqpe1+p6o9O5gwiVnVv\nE2wsfi/Uh6DqXq1S93xSns5PagVGYidCQLx9AutI0yAlIcCu2DNwIg18bMxjHSZi13a8WuoxLMgW\nTyx8hF1Dp8STRO63+BpwYqJ0ZR8/XgCOLy4pzcgPyImwOzCyKx2Z9QCm1LkwnRorVFmvAvO1DOb2\nVcQZc2PqnHWYP3nc41jqzEX+nSnZrQ0ewIoVXFzLyrZtMMVaEdAbrerV48jzTt37zNve2OvM274A\nq9CL3eOjMcXr9FAq1qpEjcYhUyPyZPveTWg+mQOUwzrPo4ew8bBe5oquThmFLX4vc1XpRg9/ft6J\n3fN/FJFEivsGCa9M9yhGTh1NLO0t14g3/g/Ggur3aOzfblj6GWQw1jhqey8uwRSLH2AFmuLn+A96\n/87F1ge9MbFCOuL1Rqza6h+x+7A39kyoK2F7LzFfwhHUVEmlQxvs+RL/ne+CrVs2SuRJqaaLcMre\nGmzwiSel1iml3Cx5OalJqXS5xblSSs3xv8HiNkjh26W4pLSlp3pNpuYk4g2s//1TtP0cFmGvdf62\nq0lu9eNks3DfoFDVGQWFha/cM+qKyjdfeIaf5n/Lmy88w70lV1YWFBa+kkb2Xi8oi0YmYwuPEUkm\n6i9i0YTz01UG8on8rcDXWEW+XBCmDR2jgZ6pym/7BGiBS8drwKtJjQGOTFXxMA5nYBOee7Lsb53h\nC60gdW8NFvlrsCopx0BMnVqJEfl18ZNaB/8uemHkTRHAowfOeuaSU9//XIUvPI25L/BxQNTs/F27\n5RhROQAzAS/HSKe1wGRf1PQnlrrXAxtnA8amHzbBe9f7sB2Wfl2Xqntd/BhhEuonrIpX8HpqsmsY\nU1cswPxzbsJSJNtTXTk1APsNZsbGxiurwmPjP/90cRWwrCGMjXlUU0vtQajYSVk08gN2zx8dDjiF\nAh07kLji3X8x8jKZSfLDmLLozEwDUE52vYhVBUxaNc8J25uwqHjaFJmyaGQptkDsCfzG3/4RI48B\nEJHNsHtvHZZ9P3shtjAbSPp09rVU92oKE2KzgJFeVTPA50AzEVk35xKR3ag+V5yEBUEqVfUrVf3q\n06f+/t+2HXa6f7OOXX9dXFI6BEBVZ6nqrapajAVGAs+WT8ld6ts66aOT6/0xxUPg7VKApeIlw2dY\nqtE6SaUbE+9GzPsuHk/7ZwX1lQbslen+jJ3f+etRedOg4GqUv2NpvleLyI4btENZQlWfw4LehwIX\nhnzK1jdq3KOhf0GabLWxxtGH9PgM6Cwi6+4rEdkDGyOmhbbZ0w3gb8QIn4FARx/TwOw4blPVMlda\nlWPP9DDKiRu/fL//quoLqjoNmxfsmEG/A9QYEx0PA11E5FyMAH4wwTbJxhuw77wH8HWC7zwTIr5R\nIk9KNV0EF3Urn1QEZdID/6e1VFdKgU3QE6Xo1bdSapEfcxtsINwVG7wKiXlGTQD2iJuAfo1FzpOm\n8PmCeyxwRF3KHZdFIxMxAuDkDOX3DQJVlZXHrV65cuxtl53L6QcN5LbLzmX1ypVjqyorj0u/d73h\nv9gD8tD4D0JE01ZkUG3FCczrsLHwyuKS0o1Szi4iR4vIp2NGDhvz2nXHHPz2zae+IiJ/w+TFR4Qq\nh+wfn74nsQpMQ0VkkoisHHvtkb9btfjHdl+8cu9VLnteIiKPhH0qxCs/+T34C+DdMSOHvSYiI5P0\ncV2lp9B7vf29Hfz1DiLyglhlo+ViFUsOSXP63bBU3jYYMb4a89dqyBiIjWEDsSDB9NSbZ4ztscne\nZCzqNgcb13tjRFRHbGI5CfvO2ndZ0KZqSau1C7CJVeAnNQiY7PdPD+xZEZBQe2EEUaAe2geY7Z4m\nkLvUvQosLQaq+0m18L5OTrF/X1wl5eiHTVjD6sD+wMcBsSWFLY5r0a7D9+GxsaK8/CtMuZtHw8EE\nTC0VX4nvCSxyX60qknsyvYGRRJvEfbYYM0Q/NN4Q3T9fDdyFXSv7ZdHHh7A5zNmpyKyyaGQGpug9\ntrikNG2KaFk0MhUj5Y4rLintiaUtnigi+4pIL+zZWcP4vywaGY+Zif9OpCB+gRXu3xygjYgMEZGt\nPA02/BxdBlwTKMtUdQZGBv5bRAY5OXUPsaBoYET9PlYV62B//gweM3LY7t9NHvdZxdpVF2y6xbaP\n+/NhB/e3GUhsTPwLMFBE7hSRXiLSXUTOEKucmS3OFquStRvwT2ys/I+rbG7Bgre3iEgHiRkor4Oq\nzsLUDfeIVQTsjS1O5/n7NeBtj/a2/1TLfmcNVZ2ILfAPwPyKmgoxFVyrPwDXynqqeri+oKpjMGJt\nf+CK+kjB9Hv0A+LuURG5TmJVMF8HBojIiSKys4hcQyx7JV3bU7EAUV8RGYSpL8epedCBzelPEZER\nmOK+HzaWt8Qq33XFxvwT/f7fE7vvVlY/GnMwj6xtJWbQPhMY7nPN3tg4mM29MAfYX0Q6Sagynqou\nxqq6/x0oC6cnhpBwvPHP7sTWy4+LVRbsKiLFInL/xnyv5kmppotw+h7YwqdV6PPlVPeUAptwJJKx\nr8YUCJkopbZIV0I4HZx4CHylZmByxrnev7CvVCE1mfo3gEFp0vOewc4z3hg1W/wHe/BdGq7805Ch\nqosqKyoOxYi+w4BdKysqDnVDvwaBsmhkDmZEe2yi39ENZR/GiMXuGbS3EJuk7IQZ125UA76IdMAW\nVvcC3btHTr+qY++DVu56yB/+gZlfvwJsi5ERQYpVolSxq7GKJ3trZUXH8fdfvsuiOVNPbrnZVidi\n18pQTDodj5Mw0uKuDLqb6Ljh9/6JqW72xe71y4l54CXDEGySIRhx/nZZNBI/WWkwEJH22LUYpO5N\n0OQV5LJFEbYo/QwjoiZjk7zWGEnTB5PhT8EW2mt/2GLVaSOPH/8dNl+Y4FXq9qB66t5PmOG5YNL5\nD1Q1IIgGkjh1b20dzqMHpmBa42NAV2Kqqd0xtUIyP6n2GDkXVkX1BaYF6YRiFXC6ESPh+MWfnmo/\n6P9umtRtyPHD8LER1YeJKXbzaAAIqaV6Ul0ttQgjBo4oLimNn6s8hN0Dv6YmSjFfodMTPRvKopGP\nsOv7NL83MunjamzR0YfUPpdg5uhfY+l1mSxAn8CCdJd2O+i4OzAC/kX/9yyWihqMqeGx9Ung/YLm\nLVq2br992A9z3Taq+j6WyvYEpii4NHROy4Brse8xGurrCGJegk9jXl2BIXCAw7CUlPsxovlRYIcZ\nr9x3u1DwcastOw6WgsJH/LPHsd/kGu/TTOzZU4SpNd/FUiODMTNZ2nOi9//o/z7BFBSHB0oQNSP4\nmzAy4FtMsZIIIzDC/UXvSxUQ0VhBhUSo8P4ExFS9BMfc4yZQ3qxPr6IGBbUKaFdj65YSSV9BrkFB\nVd8GrseeWyMlN6b16ewBDiXBPYqrk50sKwFuwOYGbTByKZNj/AoTG7yJqfBnYYUA8LafDLU9AQuY\n3YGNy4FC9C7MU3aiH/dWao4zFwMHY+vFIFX/Ij/2u5g33ytUT+NPh5HYWvTLBMe7D5uvJkvdSzXe\nzMcCegUYsf8pNv4syqGVQ4NDnpRquognpVZSnZRaQWKlVLJS8EvITClVQHryKhOEK/DtjC04p+N5\nxmXRyAJiKSdhvIktWPZJ1rBL/d8EhmdaWSdJO2sxI8vOmNFdo4FXe3i5AaelPIL5iiVaRIA9XGZg\naXxpJ3geLb8VWyAka7OxoiNG0D6rqnO36/vLe3cecvzXOw4+ah9sHFijqkFFoWAiHz85VeAqVf3A\nq4Dct3rxgm49h1807YBLHtheVd/FFhyJFljHYfdiXdK1AnQG3lXV6ao6R1VfSmAeuQ5+/+6PjW+r\nschaQ0/dG4AtZL7GyJacpO45irD7YkvMi28ytjBehY2l/YDPnbTrB0zZY+4W33/eeXF3YI6bgPfD\nCSpfxOwJfOgTpZ0xyXxgQtoHe8YEqXvbYxO4Wlfd82P2IqZq6oFdrwEJVYQ9j+YmaaIvdj1PBpCC\nwmZT/nfT78Zee+QFIjJfRK72bQBmici9IrJg7DVHTH7/rvMGfv3ec98lGxvFPNqeFZGRIrLAFYR3\nSRPxbWlAmIAtbOLT0Z7BCIDfhN/0+cLz2DN/q7jPKjAipQc2liTCv7Cx5fdJPq8BV1O/BZyaquKv\nH/8mbBzPRP1bhc07mnU76LhTh44afbyqbqGqO6rqQ6raT1VLAFS1UFVf8P0UuPkXf3r6vn3Ou7t7\ncUlpK1V907dZGrSvqmer6tb+/qi4Y8/HFo/dMC8s8efKr1S1larupKqPqGpXVb0t1OYKVb1AVTur\n6ibe15PWLF80r7BFy78MGHH9Uwdf8/wbQ0eN3sm3ucAVL8H+b6vqfn6MrVT1sKDPqjpEVS+K/57C\n5x68BXymqnup6qaq2ktV34rb5xLgGKza77/9vYPC7avqElUdoapbqmobVY2o6pehzx9Q1S3j2n1e\nVQux4FgX6jGlTlXHYuq1X2Pn1iTgSpYodt9em0j51pChZqZ9NZYdUlLX/ie6T1T1KFU9xf+f8B7V\nWDETVPVaVe3k1/4lqnq+qg5JdQx//xs/1maqurmq/k7Wdg1fAAAgAElEQVRjRVGCbf6qqtuqajtV\nPUVVr1DVIiww+TbmC3Uf0E5Vu6vq/xKMM6NVdTdVbamqXf29r1X1l36v7qiqdyXrZ5Lv7UNV7etj\nRrzKdHssYJdIJZnJePOlqh7tY1obVe2hqhdn0q/Gijwp1UThE5c1xIiodel7juVkR0otJjOlFOQm\nhW8Opu6Yh5ET22OR8u4hImkCMCAc3XRVzGTSRyefwhZXdSofWxaNfIXlEh9ZXFJao5pZHrVDWTTy\nM+b/dYRXVov/vAojmTqQ3icj2OctLAJ8UnFJ6Z7ptm9EmIx5YkwVkSfHjBx2zMpF348ns2pCYUwJ\n/f8HYGWbbXZ4CVvItfD3qlUQ2qzTLttjRMUTQbWnOuI2ICoi74jINZ6Skgp9sfFmM4yUmkss5auh\nIkhN6YGpcOqS5rYOIT+pTzGVVFCBrw/VCZ1JnsbUE5jo+w0gphoaCHzlBFUX7DcP/KT2wp4TgRfE\nYOAbVZ3nr4PUvWwikfHYDguABKRUEZbGvSD0eoqTZInQB5ilXtJdVUc0a9FKOw+KRIDLsMjnbzGS\n7n4sFbh44Cl/fbRlmy2+qFi9oixNZP0XWDGGA7Bo73Bs8ZBHPcHHmscx/7ywWmo55kd0aHFJaXy1\ns6exOdHxCdqbjKmhTolP8fPPF2LR+UOKS0r3yKKr//a/p6XayK0HHsbmEWlTYvz5eDN2r2ZcHdA9\n5a7HxsyLaqMads+sf2CBv4xJuhTtrcaMuVcC1xaXlLYTkV1F5FDJrQdTpudaipHu54uVes8Z1NL/\nbsbIz3ojiJycewRLfzq8vo67oaGqP2Bj87Y0wmqEat5gV2HPxL+ISDphwEYHJ6dvxZRShxFSvq2n\ncSItRGRTEemGEWZ3a2Kle5NQJWaLPCnVtLGK7NL3llI3pVQuSanAxyOQPQe+Ui2wdD6wEsmbU7N8\n5uvYZDVpCV4vI/0ecExd0w0x8mQKNslL9v3lkT2ewa7hhNFj/w0fBX5dXFK6a4ZtPoLlzl+Sygy8\nMUFVq1R1KHAIdo+c++4t/3fh8h++7rJJu/Y1CL0UCFdmUX/9JCaZ/iU1qzZVbdFlj/2whV5gcJ4q\njTUwpQ4/rKttr6r3YQrJBzHSZLyInJ2izSHYGFHp/SzLETm2XuCT4j7EUvemqaUa1LJBOiP8AaEN\nplBqS4yUmol954H/0i7YM+BjjLxqhhFiO2Nj+0SvUDaAmHprL+weDAiivbFKgZWuDtoTV0k59gU+\nqGPqXk/v92f+OuwntSn2LEjoJ+Xqgz6E/KRatt1i/u7Dzviw+6Gnva2qD2Hf/b4YuTYA+M3QUaO/\n2nyH3bfpd+K1o7BnXSrj6TXAyar6maq+jJFc59XhfPOoHT7CPCTjgxIvYPOdau+XRSMrsOfFL5OM\n/fdhc6LfJjneyxjhfU6mCmsvinIvcEBxSWmqAixgqXefAxdkUmCiLBqZ4PuMKC4pzXhR5unv/8Du\n3WTnCoB7VS0TkaUSKl0+ZuSwMWOvOeKX2LO3hvdjtvDvaeTqpT9t8cFd532Cfc8vATMKmzV72dNt\n64qMngtOdt+GjXuX5loFqab8fQwjiGpUGV6PeAK7Xv5PRHJlHN/goapzsLTTXbFqhPVlHp4TqPm2\nXYGtdW7w9PQmBTW8BFyJEXT/LCgoeIvwOFFYmPU4kWx8C95Lsetl2PzkO+CvybqdTV+aCvKkVNNG\nmJRaRWbpe4mMzsGUUulIqcXYYiIXpNQ8bLHZAcsr3gUjqlYRKxX6ORZdi0/hex9bOByY5hhPYZL5\nfevS0UAWj8mEz9rYPIs2FDzF6DFgSCITWsf/sFzvCzLx9fLf6iZgPuaLsdFEnlT1fbXS2n1Vq1bP\n/ai0YNMtO3UiceWQjFAWjXyHpaAcIwUF1Z8nIj+p6u6Yh9NSSVD5KQ4/YoRUuIJL3/iNVPVbVf23\nqh6N/VYJVQbu7xIo3pZiJNq4jE5sw6EXRqwHRuQfpt48LXbDZO3lmIKoHJuoBX5SPTDy6WMsLW8Z\nlvbUH/geuw8GYM+DzzEFUBuM8AcjziaqarlY9ZzOxAzPe/m27wF4wYcu1D2Nsyfwpaqu8t94J2Iq\nvh7YvCahn5RvuxkhUqpth66rgY9DZOUy77dgJN7CMVf/av6ro4YfNmbksOcwci8+0BHGZLUqQQHe\nx8yhG03Bi40B/ns+CvQKq4tcefME8AtPJw3jFWwhcUqC9hZgaqojvYJk/OdVmM9JJ+LM1NNgHHY9\nnp1IhRXX/s3YPKtG/5LgQWxedFkaH834YwXG58cXl5QOTLHpeGws6UP1suW9taqyJ+ardGaaNjLt\n0/cf3HnOtpUrfu5y/t/v4F/jxnP+3+9gk1atDi4oLHy0Lm17Ck+hqiYbN+K3X4752OyGpafnGo9h\nZP5FIpLqmZkzONn2H+weOF9EBtfHcRsC1Kq1/RVTFp7T2Ly1VPVrTJXTHPibiHTawF3aIFDV6cAF\nIrJXixYt9h0+fDgXXnghw4cPp3nz5gcXFBRkO04kHd9IUVnQ0xhbqOpQVa3hX5rteNOUkCelmjbi\nlVLx6XuJjM7bJCFVlpAmfc8nVYuwdIg6wX0WvsEWGTOAXcqikUos7aVnaJuPiSOlfFL6PnBQmso3\ns7A0k2PqSiR5qsudGME1JM3meWSOMmwRMSLhh3ZN3IoRHccm2ibBPqsxb4eWwB/r4ivWECBW9egK\nEenvC+NfA+21qvLlttvu2EoKCvq6zHmrFFHfVNf/E8BWm3XapdrkeatufRZ/P/Xttp+NvuttSVH5\nKYRZGNl8jVdviWAmlOFzuVmsCuCOXvXlIJJXptsXIxVaYCm+77kZb0PGQCwNbRuMLKqrn9QOwAKU\nNRgp9RmW6twWmLzzd5vt16xCFmLGvX2xinpVGEE1yRf2AzDSpsL7twSY6ZVmdiFGnO2NVW0NDMT3\nwYitQNW6LxYkCBuMZwVfLPQktZ/UTxiZlgh9sYDEZwBS2KxZ801at6F6OmE77DpdgY0tRQNGXH/7\ngJP/8gA2Gd0NW5Dm0fCRTC31CnadVFPZ+jX+H6BvcUlpP2riGUzxfWqig3kRjmexIhwZLQz9HrsT\nu+5Sek+6Z9P9WJpgfLAt0fYVwN8wIjZlpb8EeAK7ty9JRMIBqOoarVmufN0/TAX2IUaKpa0emAoi\nsuvaVcv3PzV6vex/+HDad9yO/Q8fzqnRPxdWVVYeUt8pOk5kPAQcLSJJF6i1bDuo9vcdlq5eL8Ex\nP+5dmEfPpWLVEpsE3KPpFkz1PWLD9iZ7qBljX449324QkR03aIc2HNqr6k6RSESKiopo164dRUVF\nHHbYYYVVVVVZjRMZjG955Bh5UqppYyXVjc7DkvAVJCalCuO2C5CJUgpsQldnUsoRNjvfyZUw04A9\nPM0EjOneNYHi5Q1scZYq4g2mltqRmmqrrFEWjbyDefucUVxS2qGu7eWxbtL9ANCvuKQ04cTQFwpP\nAEcXl5Sm+72DfRZg3hrdsUhvo4qcxWEp5lFRiqlkRgEX9Tji3Fu6DD5y6ibttlmGpSwtwDyAoKa0\nOKnUOEh1bb115x7h94uOubzdZp12XjTvo9IbqF75KWG7nnd/LPadT8YqO10Vt30hpkaYjsmyPweS\npe8Nwca1CiyC2KANzp1wGYiNWYOAuar6fR2b3R6Y5ynIPTDypghY2+nnVp+f+VKPs0a8tptiY/2u\nmJ9UR4zEnejj5i7E/KQGAeN9IT0IU74Gn+2FqabWiEiBv34v5O20H/BhHVP3OmDPj0AZ1QtY4Pcr\nGGn0aRo/qamqWg7QrGWrIJ06TJRtjj2nJgIdWrbdki136rXj5p13ezU0IV1IcvQWkZah13sDy0O+\nWnnUE0KV+IqKS0p7hN4vx1RU+yQgSz7CSM9T4lP3/dq9F/OqTKb+eRy7fjImgcqike8xz6jDi0tK\nd0uzeVAd6txM7AC87dux++/gTPrj+wWq4YXAn4pLSlul2SVRG4Hp+lxgZCrLhAzQDWCPAdXtHnsM\n3Cv4b51Ir1riGUzldkmOUgjXQVVXY6bxzYGrRKReKjiraqDImwRcKSI90uyy0UBVx2FWA8NFJBu1\nY4OAqv6EVXNbCPxVRNKNJRsjugF06dKl2ps77rhj8N8NMU7kkSHypFTTRlgplcjoPBEpBYl9pZYA\nmxSXlLZM8FkYC8lN+h4YKbUjprBohhFUU7FzClQbk7BIenzU8xOMSDsw1QHKopGp2AL4tzkiJv6N\nfVcXh4izPOqGDzDlQ41FRAhPY9XMLsjC7+MzjAAZSvam4A0Gqvq5qh6qqh3UqhPtrqp3lUUj5Ztu\nvs1z+1147/Sho0Z3cDnxW/HSYk1cgSm+gtATPY+64Luho0ZfClBcUjqg+aZtdux3wtUlWrPy06hQ\nO9UqIHmKYR9Vba2qB6pVUClU1bn++XmququfRwdVPVlVF8WfsxMre2BjQaB4mRK/XQNDZ0whNQEj\np3JRda8zpj7rho3vgZ/U9CGTt+sosJnGJOpCTFla4dv28/cnOpHeOdSvPTGCZ7mIbIkpiIKqez2w\nIEWQureD75uL1D0lpo7rhf+uItIWG/cTSuLdr6sHIQKqWctWbSrWrlocKOhckdAG+ElVXwU+KF+9\nonT+lDd3+PKNx78TkcEicp2r9JKhBXCfiOwuIodhpeuTlY/PY/3jQ2yuEK+WGoeprePVUoqpkbpg\nqol4fIDNH05LVNm1LBpZA/wTI38PzKKfL2CqrpSeVN6/2zAl7xmZNOwBsVeA0/1ezAieIn8dRgRf\nWEvj8zVYIGQtcE02aYRx+BJg+oTqGc3TxgfZwsyqZbu1hpPfN2Hk/EW5TvtykuE6bCF9dj1W5KsA\nbsCCPlfXtwptQ8LnI08CJ4tIovu/QUNVl2DeSnOB60SkqRVY+hLg66+/rvbmnDlzgv/W+ziRR+bI\nk1JNG6mMzldgJFOYOAkWpYl8pRb733RqqZ/JrVKqJVbNqQKL6M/CJj89AMqikUX+XnwKXyXwJmYw\nmo4cehJbcKWr9JUWPsm70dtrMuV31ydCi4idSLIIcEXVLdjCOOPvvSwaeQ1T+JxWXFJaw99oI8DL\nWCS2TsamZdHIbGzxd0yzFpvs9s3Esj8vXzC3AlMVbAgchKXsVWHj1ZiGbHDuGIhJ79difa6bn5TQ\ngliF0iJv+yuM2Jm8pkXlEICOi1q9gaW1zfM0437AtLKRkR4X/6/ogoIqmVkWjSz2/lUAn7iheNjz\nai+qq6YGY+lRM/x1nVP3HD2A2aq6wlUiYT+pnhiBlox87IFd658AFJeUFhS22LTN2hVLfghtE5BN\nP/vfQ9t22Ombz0ffXfTl6w+XYeqaHbBKk8nwGqbefQtT6TyHGenmsQEQqsTXO1wZz+cADwP94yva\nlUUjM7H5wQnxPk/e3r8wAvnIJMechP3+pxaXlCbz4YzfpxIjm3YgjSeVV9e7C9i/uKQ0U8/Le7F0\n2sszCB6Gj/UtNmfZC/hNpvvFtbEEq3K2BXBlbVLiVXVGQWHhK/eMuqLyzRee4af53/LmC89wb8mV\nlQWFha+o6sza9K2uUNXF2PfTm/Uwp1PVLzBS+xckud7WB9SqmpVg5Ma1TcwT72GMxD1PRBpdJWa1\n4igjsWDtNSIyaAN3qd6gqjMKCgpeKS0trZw8eTJLlixh8uTJvPTSS5UFBQUbbJzIIzPkSammjZXE\niKiVQLNQ5G+5/42vyAeJlVIBYZUJKZVLpRRYispsYFeX5X+B+0o5JmDpXfHk0zgsVSOdH8AkbDFX\nqwlZPFyB8wTwuwyk+nlkgLJo5HNMlXFioui1b/MVppj6bZaV9f6LXQOXJ/PWaKzwUubvAcPqqgSc\nP+WtVybcc9HwyvI1n09//vaD37vjrO1ev2bY07lOa0gHP48hGFm9GiNjXq3PPtQSAzHCpB+mppyR\nevO02A4jab7BCPXpQFeMrJvcrLJgr2YVBSs6LGr1BUZKfez3ThEwsaKgqtcWK1r2qirQid7eIKzK\n3SrfPux5tTcwRVWXeTR/MJ66579HUHUvXMGxNuhFzE9qD6qTUEXAfFVdkGhH7/NCbJEF0G3w2beP\n3/O0f1wS2qY/8ISqngA2ud/ztH/MOuiKx65S1U1UdUdMuVAkIru4oWkN1ZS/v7WqtlPVM4N0wTw2\nGN4H5lBTLfUeFlk/KcH49yCmmqtBEJVFI99gyqbfFJeUJqt2dQ+WbpypKXnwjAo8qdI9a97CzLDP\nKi4pTTuncsXSX7EU2ITFIVLs+yFGyKYzPk/VxrfYvbMHcF5tnjdVlZXHrV65cuxtl53L6QcN5LbL\nzmX1ypVjqyor14fZeMZQ1cmY1cPxIrL7emh/HDZ3OVlE6mwlkcVxV2NKz58x1U2TsJ0IeWu9B1wu\nIj3T7NLgEEr/HI+lfx6wgbtUb6iqqjquvLx87LPPPsvNN9/Ms88+S3l5+diqqqoNOk7kkR55Uqpp\nIz59D2IkVFCGPJzCFxBPiUipQCmV0uwcWxRslkkltHTw6NsiYr5SgcR4GtAjNOmZQMwzJYyvMBXB\ngWmOo5haqncOSaTHvc8XZ1LeOY+M8AAWif1Vim2ewEyds0njq8KMjRdivhjxaa2NHS9iFaNSpSSl\nxWfP/K2k8ueZ7R8+C+beBg+fBa1bcnCzAupUGakW2B0jqlthz7gPXenTYOGpZ7tjY9UgYLx7e9QF\nnQGmdPn5O2J+Ur2xsf3LFuUFvVT063POfKcDsDWmYtoDSz+b9P0WK/v+sPmqcmCCj1E9iVXd2wv4\nWlW/F5HWGFkUpO51xwIP7/nrnKTuicjWmDolIKWKSOAnlaKJPlhlvEAx1w977s3w9gv8vYCEwz1w\nOgPjRWTLwsLCl6ljmek86h8hb6k+xSWlu8e9/xB27/WP22cBRjwNT0L6PI7NoRKSTj7m/Aer8pdN\nCs1jGAlwTppCLIqlCVZi/lJpSR73/7sbKC4uKd0viz6Bne94bM5Sq+peZdHINMyv6CBqUbVOVRdV\nVlQcis3lDgN2rayoODRRCvcGwKNYuttlPp7nGg9i3/9l9alaUqs0GMUCPNd7gYuNHv78vREL5kRF\npOsG7lLW8GDI37AA/MUicsgG7lK9QFUXVVZWVh8nKisbyjiRRwrkSammjVSkVKCKCi/A12DpG3VR\nSgUGsbmayM8hVoFvezfjnIL1MXhwz/T+VYvw+aRuHLB3qlLMjvcxMiMn8myX6t+IfQ9ZRS3zSIyy\naOQ7bLF4TLKUCVdq3IIpRjI2siyLRlZgUae2mGJqY/ID+xwjaGvtmyUiu1ZUccidI1SO3wc6bwXH\n7wN3jKCwoor6row0BFPxVPrfMfV47NqiL/Y8nkd136a6YCXw3iV/+KAjpo4KSKmpwHabr2jZvkVF\n4TQ/doW/3x9bEM9d1aKy16LWaxZiY+s6ZZSIFGLp0EHq3kBMERK8HowFKT7z1/tiRFhdU/eCaPU0\n/xv2k9oC+96S+Ultjj0nwn3oh1UbDCpC7oLd3xND2wzErqNPCgoKHmnevPnBOSgznceGwfuYr2A8\nGTIJu/ZPTEDsPIWl054Q936Qiv9fYL/49L8QxmCL2rOSKXgTtLsG8zLsifkZptp2KZbaNYDMTcxf\nxVRW57r3XkYIGZ8vxozPaxVMK4tG3sICSMcWl5TWyrNHVWeq6ssNKRVHVSux4FVL4Pz14C+lmGn8\nAmDkeiK+kh17MfAnTJl6XX1VA9zQcFLnemzuP0pEMr5fGgr8urwVGI35kv16A3ep3tAQx4k8UiNP\nSjVtrKKmMiowoVwe9zqYlCwlASnlE/vlpFdKBV4d66MCn2CGkF9gC4me3rcqbKGRSPb8JjaJ2DvV\nQbyNp4A9s0z9StXmfMz4/ODiktLB6bbPIyM84X+PTbaB+4U8g6VPZmP6Oh9Lf+gF/KEunWxI8Pt6\nNOatUttJVzeA/btXf/OAWCJDvVQ88YVf4LGyEvNQqSsZUh8YiBGDOwPl5KLPygSUv2CKolVYGl9Q\n2bBP+6WbtOywqNXHGOE0vSwaWY2RUpPKRkaaATuuaV75aajS3tyyaOQHTFXSlhgJtTcwU1V/ikvd\nq/JF/n5Y6l5A/tQWPbGKhEvdT2pHqlfhg+R+Ur3972QAN1vujhESAfpjz8EvQu8NBKaNGTlsu6qq\nqkMikUhhqjLTbrzf6Ko2NQXEqaW6x73/EBao2DdunxW+zy+TPPdfx66X0xMFKrztOzBvt2y8DCdj\n3mQnp0vNK4tGPgLGYr6H22bQtgJ3YuTSpdn4O/n3cR3QHlMb15Z4eQbz7DknWdXcxgg3Jr8FKwKR\n8+IoqroKC461Aq4Qkay9uepw7B8xYqoNRtDU1rC+UcG/82ux9U2JF/VoVHBC8x5sfjxCRE6sL9P8\nPPLIBnlSqmljFWZmLsSUUmHjc6hZgW85iZVSYD4omSqlcukrtbW3uxrYxSONM6npK7VTcUlpNTLM\nJfpTMXVFOrwJ/AgcnYN+B3gVS3M5J75veWQPT+l8GjgsDcHyGEZYnJ+N6qksGvkUIxIPLy4p3Zik\n0G9i93aklvt/CfDW53GNfrbuv/VV8WQQluIl2MR9rBPKDRaeNtYfG6P2BD51P4hcoQgb47pjaqdP\n2q1oMXCrpZusVdE5/vnHoVS1iW/0/K7H2uaVrSoL9B1/PgygetW9hcBMr2jXn1jqXjfs+w9S97pg\n3lZ1rboHNp4HqXs9qOknNS+FPL8vlm64MLR9AdVJqX7Axx5Zxs2ge2G/S77M9MaB9zC1VDVvqbJo\nZDr2O5+Q4HnwMjAfODm+MSd47sau80MTHdBT5p4Bji4uKc0m7eo+TMF4egbb3osFDDMiilzl9Xcs\noPf7LPoU+GndiJHPtVKOh763T4ArchXoawhQ1Y+A54FTRCTn44Kq/gD8GQsOnF6f5IKqfoel8m2D\nVeVLl2GwUcAr2kWx5+e1ItLoLBzU8DCWUvwb4LQ8MZVHQ0OelGraWOV/NyFGSgXRj5VY6e34wXcp\niavvgUXe0pFSyzElQK7NznfEFr6Bb9RUqvtKfYydTyK11DjMLypdRLICm1zuXwdFSXybQSS1nLpF\nHvOI4XnMa+ykZBuURSNrMUnzLsAR2TReFo28hKUJnpEibaNRwb+PMkwRkPVEU1VnNCvglbP/Q+XD\n78C8n+Hhd+Cc/1LZrID6rHgyBKsCV4mNb2Pr6bh1wW4Y0T8VI1vqVnUvBPfu2x1LayvCyKT5S1ut\n7X7LEZ/+9bKTP1iBKUUnYaRMFfDJD5uvGoJCm9XNX8XG1HaYr5JgpNRHHn3t4/sHpNQ+wDJi5FGQ\nuvdJXc7Do9OdqE5C/RDykyrCVVAJ9hXvZ3zq3rfB/iKymZ9nOHWvCPPXmkC+zPRGgVAlvn4J/CEf\nwq6xIXH7VGALuX7FJaU1fPfKopFZWJreCcUlpcnmP09iaVdnZ/qML4tGlmFV/gYXl5TulWbbldjz\nrCcZPs9cMfxf4Mhszcvd+Pxx7JxrZbztFgY3YMGhq4OgnIh0EZGqRl7K/gHMWuIyEWmVZtusoarT\nMD+xQ6h9IKm2x56DmZ/vBFwpInX2h20McKVYFMvyGCkiGVewbEhQ1f9hSslhWJrpxmRFkUcjR56U\natoIq6OqeUr55G0lofQ9xzJqElUBlpAmfc/bzWUFvm+xaGIis/MtsUozwQTvMxKTUu96G5lUpxiL\nnWfO8rK9bzdjC6dUJt15ZAAnWB4G9k1lTO8V+57HJtbZVtW7B7vGriwuKd1YKtK8jN3/B9Vm54oq\njluxhrEn3gU7nAcn3gUr1jC2oip7Q9vaoLikdHPs/m6OkVITy6KRn+rj2HXEQIzsb4c9k8en3jwr\n7IYRK4Gf1KfALipsOmP7JW/P6rS0OzaezcaIms/LopEViO6J8PPxb+wy3/u3DEtT2h7oSPXUvW9U\n9ZtQ6t4HqloZqrr3fo5S9yCxn9Q23qdkJufbYwuJT8CqM753x9lXjb/v8m6hbfpiyquwcmoA8IOf\nX1Bmuqq+y0z7Aj3/XMgd3sUqMMarpb4C3gaOS+D/9CF27Z1cXFKaaN78kP89MdEB/Zl0J0Y6Z+Oj\n9A42HpzpKadJ4SreF7BKgpkqsl7w9i+shVL7UYywvaS2QboxI4f989VRRwUG0le7T9VcbN42Nfme\ndYOI7CciL4jIt+vj/goZTG+O+fjkPNioqmOx+ctpIlKvKZCq+gWWRtgTuLSpEBuqOg9L5euKVeWr\nt/TJXEJVX8H8yQ7CiNMmQSzm0fCRJ6WaNgKlVCtfNKwl5jEFpmpKRErVRSkFFq3PSaqa93suMbPz\nrX1x+hmmjIpP4esTX/nPfRI+Ik0VPt92LfAcVlEnZ+l2ZdHIJ9gEY8TGJGXfgBiHRSpPSROZfhj4\nCUvjy3g89Ovur9g9EnWD/UYNV418AAyrjWJPVReVV2q1iifllVqfFU8OwBYBVZjxdlk9HbeuGIgp\ndAYCX7ovSa5QhF2jP2IpaJMx8nsFpu7phymICv39icUlpc0/337x1t9steJVb2MQMMGVDXtiBS8+\n9YXIntg1A5bC1IlY6t6O5DZ171tVXZTET0pJvogNG7kDdOo/4vrJ3SNnjApt0x+YHaT3+fU/EBg/\nZuSw10XkpqqqquPWrl37bb7MdONGSC3VP0HQ4hEsmHVogn3ux667XyRoc4nvO7S4pDRhUQcnjV7D\nnkkZGUX7ce/C5mWZpNk9gBGpF2XiFeXt34LN/S7J8hmoWBpfYHxeq1Suqoryckx5sy1w+dBRowtV\ndUEOqo+mQmuMpD4LGztyDlWdj6ng9yc7IjIb/Acbv/8oItkG1uoEVf0U+Av2fMi5sXtDhRNyf8ae\nK+c11vNW1bcwE/eBWHXBJpGKmUfDRp6UatoISKlwBb4wCbWCxOl7dfGUghySUo7Z2GRxhr/exYmm\n2VhkMsAELFVxjwRtjAO6FpeUdknwWTxewhZmR9W2w0nwIGZGfEmmlXrySAz3EfoP9lvvmWK7NVja\nQ3fg8CyPsQyLFrYnywl9A8ZoYAdixtFZYwNWPPFhnhkAACAASURBVDkIU0itwVJCJtTz8bOGiGyN\njV0TMWIkZ6l7jkBR1AtTAk3GJtOTsXG8K6YO6o49ByYBe7y3+w8rbjrq01uLS0rbY4R/oN7aC5ik\nqmuxe6stsdS9wdgzI0ij2xcjxBKm1WWJsJ9UEGgIp/LNVtVlSfbtA0xX1TX+ul/LNpuvbtthp/Gw\nLr2vH9VT93bAvArD11ArVZ2MeQpmXWY6H41uUHgXq3QZr5b6FvN5PCa+ulxZNDIDq1p3QhIC5iXM\nr+r0FKT+/RgJknHF3bJo5EdsbnBocUlporlLeNu1WIW8rmTo9+QV/P6BzZWSFghJsu8KbGG7DSns\nB0TkaBH5VERWishPIjJWRP6GEW1HjBk5bPaYkcOO/mH6e79YOHvKFeH0PRE5wF8PFZFJ3sarIrK1\niBwqItNFZImIPJLpwlpVX1HVkar6PDYurhf4wn8McIaIZFxUJYv2g4p/izBioV69jlR1PEZMHkg9\n+1ttSKjqJCy74UDgD431vN3/7Bosxb/JmNfn0XCxMSyi8qg94kmpFaRXSqUyOl8MtMtAZZHL9D0w\n8qkLpnhZSnVfqbBSao4fO5F/wkRMBXZguoOVRSOrgBeBQzKNeGYCn1DeiKkNkvoh5ZEZyqKRSVg0\ndESqqHFZNDINI2NOyjYNwU1s/4al+mwMv9kUTHmY88pB6xNOJu+Ope61BF7NQcpYfWAApuxajY21\nH6XePHO4UXd37DftjZk1r8BS+j7ByBow0qg/FlT40vu0EBtXB3r/JonIFtjYGhBne2HjaUA+Dsa8\npspDVffqnLonIm9h3ikHiMjCV0t+/cqs1x5uN2bksBUicj/mS3OsiBwS2qeniLwkIsuAK4F9RSQI\nhPR959bT+44ZOezP/npnjNi6VkRWicj3b99y2mPAmjFX/+o8TIF3PkZiDAMmq+rLQMvgGCLyvYg8\nGDoGIjJORG4XkZtF5Ees2li6c91ZRN7yfkwVkV/GfX6iH69b6L1/+sI8H+nOEB60CNRSu8Z9/Bh2\nLybyZnoAU4rXCEi5kvBf2P2VMAXaCaD7gAOKS0r7ZtHlUix99tx4pXeCY8zEPKyOTabaSrDPVCwd\n79jiktKsAhL+DLwJ85OrYWsgIh287Xux8egAzJvzGu/nK5hKquOWXXuPatG63QEkVi9djSmb9sZI\n4yeB8zAi7TBgKHBuNn2vJ/wbC5Jcvj58iFR1BRYca4elYtVrKp2qvo0pwiIkSV/dGOGE47+wcaJW\nhv8NAa54+xNW5OTPIpKzNU0eeWSLPCnVtBFfcW8lNUmpREqp1kkqli3FqlOkS2X6mdwqpeZgvimd\nMLVUMBGbCmzr0f5Abj6BBL5SvnB6Gzgww9SlF7CJU069CMqikTnYxPeILCeteSTGf7DrYmia7R7E\nFuLnZZu6VhaNTMQWGr8uLinNpIpjg4XfI6OBvbwaW2PBQdhCshIbxxqDwTkY6TMNI0V+Br7KSavC\n1q1XN+uBjceBn9RkjKQvwEipfsCcsmhkof9/kv/+A7B0PQ3654qIgMwPDM/3xvyj1FNHuhBL3dsJ\n83nKRepea2zC/AUwsGOv/ad99dYT+wBPYWP821j1yIdEZBMR2RxLk5oI/BYj0QR40hf0RZVrVy0P\ntX+Mfy9/xEi34vY79zOFl1adiynB7gFuwwjoL33iHhyjH1CMqUWejOv7SZhybzBwRqqT9O/0WYyg\nHOjb30Boga6qD2EExaMiUiAiEeAU4LgcV2xsCngHUybHq6V+wr7jozxVNPzZAuzZ/+tEhVGc3Hkb\n855KNg96Hbsnz3LiOC2cRLsd81r6TQa7PIHNiy7MQnX9JEZgX5JtsK0sGnnfj3lScUlp/7iPO2Lp\nwc+q6lxVnaaqd6vqSiwwukZVf1TVBa9f/5uxq5f8+AJQsMsvfx9uR4GrVPUDVyveh6XFnaGqn6rq\nu1jV3Vr5Ia5PuELzBuy3y1ghl+UxvsPsBHoDf1gfx0hz/DHYb3KMiOSyOnWDhqqWYoTrieGgSGOD\npyRegYkF/ioi7Tdwl/JoosiTUk0b6zyl/G+i9L1EnlKQ2Ox8sf9NaXaOLf43jZfH1wFBBb7A7HxX\nJxam+/vxKXzbJVHEjMNSsdJGCj1162Ugks6AtBZ4AVs0XlBcUprMvyuPDODmteMw89qk11tZNLIa\nW3T2xKKu2eIFjAg5t7iktHtt+tqAMA4bCxKWOG9o8LTJYDFSDnxcFo3M34BdyggeNe+NpcaFK9rV\nsWEEuPP3r+02AlM/Lce8nQI/qQVY5L4vMMkX110xP6kOmDH4BF8w9yam3toTS4Nb6ttvTcxPah+M\nTAmMwvfFnhXJzMezQWvgJ1X909BRo3/c41fn/AyyBvPJmu7ndyk2oS4CzsZSDKP+3rfA8cBBX731\n5FCgZcXqFeFUv0EYcfSiqs4bOmr0l7sPO3MVMMHPdS12Xe0EjPPf6JzgGJ6uOhk4FTgorgz8TFX9\no2+TLp31YIwUO1FVp6rqO5jKK54kPwNb4N6OqU+uVtU6VTdsinCi5zFgQAJF0VPY/DhRQZMnsWvi\n+CRN348F+hKmwjnZ+08sMJdxulxZNPI1Rrwcnc5mwINsN2LXSUbqFf8+bsSI7NpUAn4UI2kvjZtf\nTcYI3Kki8qSInOrEcUJ8/GjJ84BuvsPuJ8RVt50S+v8PwEpV/TruvQYZSFHVuZiqplhE9ltPx5js\nxzh8QxAkqvocdj/9XkRqM4dqrHgcC+SdJSKDN3Rnaguvqng5pjS/QURyUmE8jzyyQZ6Uatoox1Iz\nwkqp8MI9kVIqmMwnSuFb4n/TRdkW+t+cpPC5JH4h5s0y0/u2jZuPzqN6Ct9kzPQ2URW+L7AUl0yj\nbc9hA3hOH8A+ab0ZS0U6pzam03lUw0MY8To81UZl0cgUzBdkRHFJ6bbZHCBkSDsTuCpQ5zVGOEH3\nKlDcSLzNijCVjtC4DM6LMIXnd1j6Sq78pLYENp3SZeGWxFL38P/3wQjvLsAWmEluX0yJ8Ak2LlZg\n42Rv7994J9D6UL3q3nJiPk+DMRJnbY6r7oE9gwJCp6cUFAL6U+jcZvjiVLBFaW9giKfu3Y8RC9MB\nrSpfeyCwuLJ8zWoAEWmLjbPfArNF5MGPHxl1acWaVc2o7ie1LdUrI647RvCPWHGNcFW/sE9VOnQH\n5qnqD6H33o/fSFUXYwTYmcAsVb0hi2PkUR3J1FJLsOf74fGKKFcNPgYcnKgoiSutngR+lawKnntX\nPYmpsWq0kQJPYeTLuek8DMuikbnYs++IOHIn1T4LsVS8AcCRWfQrILX+gSnmrwp8t1S1SlWHYim4\n07AUu89FZMdE7WilDRkVa1Z+BVy1xY69tvaPysObxb0O3mvIa5qxmCfZuetrwa+qL2FzmDNEJKPf\nPMd4DCvYc6aINDjV2vqAByn+jSkkLw280BojXHF3GXZv3SAimXjs5pFHztCQB/A81jN8IR0mojIx\nOk9FSmWqlPrZ/+baVyqowAfVU/jWPZzdD2oq5qFSDf59vAHsk8li3CdwY7FJX069Arzt27HF3/qq\n3NIk4IuE57EFQLpr7r/YpLo2aXzlmOlrOVaRrzF7vJRi9/4BG7ojGWAIRp5UYKTyB6k3bzAYgCmW\ndsBURlNSb54xOldKVcGXHZe0x5RKRdj42BzofOFzvQr/+FSfCzG1x3Qs/WyWL8QHANPLopGVWArZ\nd76A7oN9x2E/qfGqWiEi22JEzLv+WVcsZeftup6IG/dugi3EwVSs8zGD33J/HVZjFWDX7Qvex7ew\nlJnewC5d9jlqU4yIC9AXC8zsjalWvls0d/pZ79xy2uAxI4etCW3XAauMGDy7gmMUedvBv138mAFW\n1P7sU+IA7HrvmDenrT2cSHkCGJhALfUcpqD7bYJdX8bu3RFJmn4OUyT+X4rnyNMYIZ1x4Ml9J2/H\nfKsyCYY9j93jF2aqTPd09GeB32fqSRXadwVwHUbinh8+L1V9X1Wvxe65coz0WosFEmpgxpj/3Ass\n3H7AISdn04eGCicv7sTmyZeKSNrqiLXEPRj5d6X7edUb/Bzvw+bFF4jI3vV5/A0FP++bsWdRVESy\num8aErz67+XYdfqXxnwueTQ+5EmpPFYRS99LaHQeN2EKSKlEaWXLsQl+pkqpXFfg28kXVguobna+\nfZxHwgSgKAmRNA4j6ZJWbIvD/zCCLp1nUdZwn4ax2MS2U67bb2J4GpsAn5BqIyctb8cWm8XZHsSv\nvxLMx+rCxqpy8/S3CcCwhnwOvtDaD1vYFAKvOznYoOH+QQMx5c0g4GOvaJcLdF62aXmrHzZfVU51\nP6negO43rePmzSsK+mEkWAW2SJzo42EvLHVPvF+BMmhP4BtV/c6j/F2oXnVvLTFlUZC6lwuSLUi9\nDsigXsTUWVtgz5r4FMFJvt/m2PPtFVX9auio0Qubb9K6C7EUQ7DgxBz3tHl96KjRV+534X2vrV25\npC1GdoItoLelugl9cIyvVfWruH+rqB0+Azo7yRdgb+JMnz1F5FKsWuhybKGbR+3xFqaUq5ZK5wTL\n05hitEPcZxWYX2H/RN6PTh7di5G5eyU6qLdxJ0YwZZwq7YU5XsZIo5SKXCfdbsHma6dmegzMY/FL\n4PJs7QlcoXUzNg4MF5FBInKFiPQXkc6YcrE9dr3PAYpEZFcR2SpM1Kz4cd4q4Bo37i7o0OuAnAX+\nRKS1iPQWkaDYQ1d/nVDZliu4j9bfsADqiPV0jArMX2o5RpCk83jN9fEVMz5/DzNebxLeqP69/wWr\nwHmN+yw2SqjqEix1/FvM/LzW1ZjzyCMb5EmpPFYBm4rIuA//ffFRVCelVmD+Ai1EZLaInEcKTylX\nGi0hDSnl6UErSaCU8vK/lSKyWei9I0VkpoiUi8hNIvJ7EVkYt+tsoL0bk84kppRK5ivVHCMe4vs2\nH0vjy0h6XBaNfI+Z7A5PVeGtDvg3Vu734vXUfpNAKOXilxn4cXyClXE+pbikdOtU2ybZfzbmzTGY\nuLSQRoZSTPXSkD2yBmOqHLDxqrGk7nXBPJk+xxalOau6B2w/f8uVlZWFGoyR7Yn5SX3Vsryww+xt\nl7XBFEO7YKT6RKCXKC0ufrbo5y4/tOmOjc8fiUgBRlCFU/fWElMc7YORaqtDVffe9WpkdUVPjBRa\n6YGFLsTIrk4YqfZZ3D53et9v8362EZHit28+9VHVKqiulOoPlIvIuSLSe/bbT+8/9/3n98AWVp/7\nNkuwtMBvQtX1gmM8LiIDRKSriBSLyP11KA/+KvbselBEitx75rrwBp5u+CBwq6qWYST7b0QkkfdR\nHhkgpJYaVFxS2i3u41Ls9z8uwa4fYPOLU5Kk0o3H7qtTkymvnWAagxFM2SjHH8DmUGelCxr4HOU+\nYGhxSWmiysOJ9qnAyJO21MJCoCwaeQ9LT/x9tyHHb4eZkgcVBEcBF/n1e4+/NwELJgaePOrt/Pjd\nJ6//FxF2LT75vHQpi1lgADYOTPRj3YgRzdfmqP2kUNVZGKF5hIgMWk/HWIYFx9oDl/gYXm9QG2hv\nxFLC/yQiu9fn8TcUvNjEtdiYUdKYDcNVdTkQxZ6D14hIRmNHHnnUBXlS6v/ZO+/4qKr0jX/fJPQm\nVUBAQAWkSlexIJZRA+tPdy2ra++97bq6GlTGdde+ttVddW1rXzsjBERAxUIHKUovSlNqIAFS3t8f\n77nkZjIzmQmThvN8PnwSMrecOzP33HOe8zzPm0Iepgw6vfeZt71Cafse/r+5wUoekZVSYJ1xWfY9\ngE2fP3Lx/SLyaNjfpwBtXMCsh2exAU47rJN8k2IllAcv7LwjZuE7OBAMpTnr1jpK5kqtwWw+kXKl\nwKrj9EugAs072MM/6R56R+A9gpUtj2QjSCF+lGW58OM/2Pf/+vIohbKzMr/B8jx+HwiGjkp0/2qC\nmdi9MqKqGxIDw7BJxU5gjitPXhMwAGuztwgwLca2iaL9ilY5tSlWSRVi6qLDauWnzd5eN7/Luqa5\nHqnUH1tRXwwMaL2p/tYTZ7X7U+8Vzf8Pm/QuwEizJpQkpWap6k436O5KsXXvYExV5P1/b9HDtc/7\nHYyUUiy8faFPYaYAqroWI8qaYmrHucCj9Zq2ri+SttSpGdVdUxP3PpwBTFgy4dWxa2Z/1k7SM85V\nVY+UmoURY2OADSLSwXeONIwInYtl8Wz2hdUnFFrv9vs/zK74LbYg8ZewY/0DWxi60+0zz/3+bCqY\ndq/wOdbXhWdL7cIIq6HhixluEe4/2Jjj+PADutefw8jLWHmGL2LfryvibaxbZHkGU1vG83zJxgiY\n68MrCsY4x3pMNXwU5VANA68BMw8a+vuzTho1+mJVba2q9VX1UFV9BswqpKonq2pjVU1X1c9VdaX7\nfS7Az4umvXnSvR8PrNu4RW+M4BNMpXme31qkqveqar94Gqaqk1U1zZ3H/++SclxnefAxdo/fVFHE\nhaquxojFAVgV0EqFTzm0CCM1wgnffRKOEBzp/jvKLSTUSDiSLYiNBe+sqJD+FFLwkCKlUsgD6qnq\nlnpN99+MVcXzJuHeZCBSrlS0jnYLZdv3ADZKWnqt8D+qaoGqbvD+7zJFWgHjVHW9qu5Q1V3O9+zH\nGoorJC3GBvaeFHs+PqVUdlamFubvmolV3YlEOHhlzOPqgN1E+GusKk7S76nsrMwfMJXP2YFg6Fex\n4lQRcITqK9jnHjOM0g36n8KsTeXN9HoHm+zcHAiGDi5r4+oGN6kaDRyZ4Cp+pcCp2AZiqscMao5K\nCqzdczBS6Acnl08K8tOLOq5stb0BxaTUIiwTab9hc9v+tKNuQbNfmuxchxWB6IetZhcBA3uvaLZK\nEKYf/HMHYKa7ZwZjiw0/iEgzjITyrHtHYGolT+k1BMtk22vrnrOdHAxcp6q3YMrWtW6h4WDs+bTH\nuucmlR+5/+7A+v0TVLXhSaNG9xxw0X0/4qx7qjoM+77kAW+o6nGq2uLEez589uibn/9bUUH+O64N\ngpEO96pqA1VNB+qKyClAmqr+TlWbq2pDVe2hqrf62jPMtTtuqOoSVT1WVeu5yft4d10fu9cvVdW+\nqprv2+cxVW3piLIUygGn6nsTGBwIhjqHvTwOyzQrZf12z+bPgT9EyhB0eWwfAGcGgqGIleGyszK3\nYwTkkHiVTG6/bzCL1JVlEU2uL38C6yuvTuAcXwJjgcvLUhhH2NcLPs/BF3xeHmRnZU4HntmVs+mM\nyQ9dMh1TV30CLBKpNUZEmpb32FUBR0A/jmWW/clZFCviPDMwldxvRaQUcVrRcAsGo7BiAqMq2h5Z\nXeDmJ1nYXOhuEamx+aLuM/w71s/9SUTKQ1CnkEJcSJFSKeTi7HtTnrjqYoDZb97fQUQ+Hjdy+MxJ\nD54/7Nvn/nRW2D45uZvXtRSR50Vkg4hsFZFPXdWJrUATEblbRGaJyB+c9W+LiLzhhbJ+869bTsrb\nvK4zcKOIFDnLXgdn3ysSkcYiciw2wVFgotvmGGff2+xv0LiRw4d//sjFQ8bf85v/jRs54oOFo585\npHD3zq7u5XnjRg6/oVbdBjeIyIcikvPNv27ug5FdpR6SrprfdBJTPr2D2UmGJLBPIngHk9H+MRAM\nVWpGwD6GKdiA9pI4bA8zsFLWlwaCoYTzz9xE4HEsY+Cu6kjsxIEJGNkbd+ZJJWIopoYpxLIPvoy5\ndTWBWzk9FCNI+pK8qnsgNNxRJ7/9+qa5XnB6L4rzpHZfNu7Qnbl1CppsaJL3NbbY0AVTUBwAtDri\n+9abdmcUFq5rltuOYqJpMDDVWTIGYf2x99qRwBxV3eGz7n2VJOveoVhFPS9DqhfFZFdnTMEbnifl\n4TCMaPNv34SSeVIDgNluRR93fx5Eyap7B2D20Kki0kyk1hhq+IQ4haj4HFNQh6ulCoDXgcMDwVDX\nCPu9ginHo1WrewsjUC+Nce4vsO/m1QmSN//CCPkyFT6ueMozwNGBYOiYBM7xHPa+/DnRgi6OcPsr\nRoonXDwk7Fhjv33u9ra7tu/uC/8FVmE/G5wIGa9724lIe1cRc5u/Oqbvb+3K24ZkwilqHsLs8RVp\n8/8Iyya9ripsdC5j7x4shiIYlpm3z0JVf8Ku+0DgjgoMtq9wqBUWeQxTC18nIqdXcZNS2EeRIqVS\n8Ox7FBUWFAD8smja88ABjQ/oMrz3mX+avmPDyj9g+Scecma+MvIqLKg8gK22zwQ+3bHxp10U2/cO\nAk7DqsRkYhWDbgfofeafXqjf4oD12IBnf2zg71lvPKvCFGxVXoDT3TZfhW2Dk5S+3OrQI8YNvuLR\nV0GvWDf/yzZz33nwerfJPIDC/F0jsWDyXhQVPYjljUSz8E0CugSCobjCCrOzMhdjNo+zKiIY2k3y\nHsEUalcm+/i/FvgsFwcRX2W557HVzGvLaePbjeXCCLZaXGZVx+oEV4VtAnBKIBgqpWysKrjP4njs\nfS0CJjqrTU1AP6zdO4E6JDdPakfWH6a9P7fjpiUYadMII6X6Agty6xQcklNvd+11++V95f4mWN89\nENjdb2mLop+a7yhQQYEZLqy1HSWte/NUNUdE9sMUqH7rXiuSUHXPoSc2kVnjrNQdKCaZemP35aIo\n+/bFFGieBb0f9n5/D3sUuN0wQs5Df+y54v/bIOw5MQcyXrMJcPQJcSyIyLkRJsnev2RVXkyhnPCp\npQ6PoJaajH3o50fYbz1mx/ptpIUHZ8H/D6Y47RPl3IoRRk2A8xJo8yasYuwJ0Y4dhi8w8v7qeBdJ\n3DPsAWyclvDYIzsrcyVmOz0aG8eVCyLSZeeWNb3Qp8TeovbYz6fSoeBkn5VvDUbCH0bJypje39aU\ntw3JhqouwGyOZ4lIPJ9fec6hwD8xMv1OEUk4JzMJbfAsbbuB+5zidp+Hqi7Gxn+9gZv3Im+wyuG+\nR89iC+SXiMh5Nfl6UqieSJFSKeRSTErlb1uzpEFRQf7xwGWHX/noF8069d528IkXPoovAH31tDHN\ndm79pR1wlqrOUtWlqnobsHXJhP92p9i+J8CFqrpQVadgGTvHA9Rv1mZNekbtdCDXVT7a4MviAPZ4\n0j0r32a3TUGEaxgJ/K3bqVe807jtwU1PGjV6UpveQz/avHK+p3RaD9CkXddpqvqyqq7Y/vPq5dhk\nLRopNdW9N0PjexsBy73qGOOYewU3+H0WGFaDc4qqHNlZmQuwkNrzyyKJ3ErvP7FJ+9Bynm8TNjDp\nSDlCY6sBRmP3dHX6zh0MdMcq7uVSs6x7g4BlGCni2eiSA0UXtdvacXu9/Fk4dRRWRasnMHtDk7yB\nGxvtyitK19kYCbPcfT8HAN/VKUhvu7jt1nrA904x6pEys53KtTd274BVFVOKCaujMaXs/CRdTS9g\nvnsueJmAflJqfqTngQv17YPZEj30wzLHvO0Pw55PfgJqIPCDu24Pg9xxOkLByfB0ehkT4lj4kNKT\nZO/fqXHsn0LFYzKmCgqvxFeEjV/6RCF/3sYUpZEC0cFUWAswq11ExYQLJH8DOC0CKRYL2djC27Vl\nKZl85Fc+CSiXXETBs8CJCaqsvP2nYJUMLwoEQ4eVtX0UuEyi8NPvWVs6GEzVoaUrYvr/FZXz/BWF\n/2GKz1sd0Z90+PKddmEV+SrdTqaqm4C7MGXfff5iRvsyVHUOZmM9GriyJhM5angFK7RwDnBZTb6e\nFKofUqRUCnk4wqmoID8/Z+2yhkCBqs50K2T5HQZlbsKyogDYsmpB06LC/DrAJv9qL9Axd+OapkAj\nJE2wUtu5vnOtxVbSATaCSFqtOslQX/QBRo67e8Qbn4464zfjRo7Yuuqbj88s2JVbv8Pg4Y3cQEyb\nH9Q33FIyHegeqeSxu/YpwHEJkAjzsUpQZ1cg8TARW+m8rqxy0CnExEtYOH1mWRtmZ2V+i01Wriiv\nBc8p6R7HLKE1qlJWdlbmj9jEvMz3qhIxDFMC7cbIhmVV3J644LJD+mGk9yDg23Ayfm8QCIYaY7l6\nc3HEDTaZqwPMntp1Q61F7bbMxXJe+gEznB24e1oR0wpFD1zcdmtTSlr3ZqvqLozEyqA4T2oI8J2q\nbnP93VEkqeqemzQdTEkSak12VuZGZ4PoQXTr3iHYd2OWe0/qUWyX9DAAWOVlEzoVYF98gfPOZtkd\ney/imhDHgstDjDZRrikB/fs03Hf3LeCIQDDUKezlbzFl3gXhz3e3ePEmVuGuVPaSG4P8C1MdxupH\nP8Ds3tfFm0/pjv0U9jwr0wbmSNcnsfv5pHjO4fAp9hy8LhAMlSdU/1XsnrwtEAyVx8K11H58Hvbn\nyd4vS8pxzCqHFleqSwNuqahJvsstDGKOgypR7bi82Lswu+u9Ljdwn4dblP8ndu+fU8bm1R6q+j+M\n3B4B3FDZ1R1T2HeR+iKlsMe+p4X5bhW5xLNqB2FB5/l5OVKrbsNcbKLgX+3t2iVwyQuAZNSuWwdb\njfNDKf7ObQLIqF2vXhKuoSFwd9MDexw++IpHJnc/7fpLOx1z5qlHXP3ExEOHX93W26hO42YtwvIa\npmNKi2grdxMxyXq3eBrhBodvY5bDXuW5kDjP8TT2ud1cA1U31QIugHYsRiDGUx3lX1h20dXlfc+z\nszI/xyY8FwSCocHlOUYVYjTQNRAMxaMIqVA4pcHxGEEiWBBxTUFXrL9aj9mfk2ndg2JF0Xz3u2fd\nywGWvXPUsnofDV75PkZc7YcRNX2AjP/7utPS7fXy91/TLLcQmOZWsrtT0rq3WFV/cYRNb4rt1F0w\ni3eycr26YX1zpDypQ7BCFrHypPKwghe4dqbjSCo3GetHSZVUD3dMf57UAOz7NY19dEKcQkRMIrJa\nSrH8qC4YoRyOTzDl48WRDuqI8zHAuYFgKKIixin5nsJIzuHxNtg9z94ETo9HZZWdlTkNyxm6LBAM\ntY7zHN7YYwtGLCW0oOgLPt+BZSwmpNZR1UWQMRauLTTr7Grs53VFkDHWWaVqJFR1M0ZM9aUCF61U\ndQX2GRxBdFVfhcJlLWVh5NhIEUkop6ym9qclmAAAIABJREFUQlXHYsTsuSJS45WxqvoJljM1DLit\nJmdmpVB9kCKlUthDShUW7C5o1KbzdtAMEenvXt+xfsFXnSnOiaJhyw4LCnbtqA+Ukkk379xnFUB6\nnfplDTg2SXpGUXqtOslYKZkJdN20/LvvGrXutKpd/5PqHnL8+V80at1pGzaBAUCQNHwEU3ZW5gYs\nJyKa3W4e8AuJBZ7PwKw5ZyZ4DXHDrco+hk3UUoGD5ccb2GQ1PMi/FLKzMnOwla7DibMqYxS8htmf\n/hgIhjruxXEqG9MwK+2Iqm4ItsLfESMM1lCaKajOGIhZ3Fphk7MFST5+b2xC3QJTR3kh53MwtU9j\njJzpj2UsLcT6vx+vzO5eK6fe7ibr9sv9EesXvUpgU0WkttvOs+4Nxt5/v2pqC8mz7vXEilysdnlS\n7SmpmtrBHqKoFA4D5vqsff2AddlZmV51uk6YXW6ob58B2ELJct/fBmIk3KbiCfF1RWETYoX08RU5\nIXaFP35TUcdPoSScWuptLAOqY9hrczAy9PxwJZMjlF4C+sewqP0XW9y4MMb5f8DIq/MTVEO/h30x\nbwgEQ/FUc3seu8duSkCVlQc8iPW/Ua8hxv45WPB5G+D6xBd4Cs6FHeMt2qsD9nP7Rii4L9G2VDeo\n6izMyne+iMS1EFrO83yLkavnuDzWSoeqLsdCwA+ihoeAJ4h3MBv3VSKSsA22ukFVJwL3Y+OBu34t\nBGMKFYcUKZVCHpABIlpYUNC47cHb6zRqNh34t4gM2rDw6wY/jHnuEiy3BYAugUu+bNjqwM0gH4rI\niSJyoIgcKSL3zXhlZAcAp5SKhU11GzfPy9+1o6/bv7lPTpyoEmUUcIGIjPxl0fTtG5fMGjhu5PAz\n5r79YBt8pFRRUWEutiLux3RgQKTBkVsZnIRVq4lrVdDt8w5wWCAY6pLgdcSN7KzMucD72MA1kfyJ\nFByyszK3AO8Cw+OxE2RnZX6FKUGuchPl8pxTgUcx4iCrvMepbLhV7tHYvVDVbR4G1Mase5+5MPaa\ngoFYnzMImBElI29v0BubNPfBKn6tx5Qds7BVeC/suz9GVBVihMz0wKjQvBuv+Gr2T813THLf08HA\nIlXd4o5Xl2IS6khgoapuDqu6l6y8lp4U50l5qlM/KTUvUjaMs/11o2SeVF9KWvf64yzQvr8NAKa7\n68ZNkvphhNxEEXkUCs5tuH/zVWET4vVQOD81GN/nMAm7dyLZ4V7BKmpFKpTxNUb0XhqJ6HGkzKtY\nMHmkSn7+c+QCV8XbYEeKPYlVmiyTxHT95mOYGvK0BM6zBHgRy76KpBgra/8VWPD5MUSvWBgRqrpZ\nNf8UrE87FegKhc9hk/x9oQrma5hF9DZXjKGi8C72Hb8pzjy8pENVv8eyNvsAf3LW9n0a7nn2Avbe\n3ywifau2RXsPR3Leiz2z7/UqrKeQQnmQIqVSyAOQtDSPlMntfdafn8FKrE+a9/7jw1v3OmYGxYHj\nANsGXPL3bzPq1PsWqyrzA1YyuUN+Xs5SgLRadWIqpbKzMgs6HX3m7LT0jDRMLbABWw0HX2W9KP8v\n+aLqOEzqfuKs14OXz3rjvsuBm9Lr1F2MDV4AND932yqK7S0epmMqsIOiHP4zzG7TP8rrkfAV9v6V\nqcDZS3hloP6YaKnmFPbgA2y1+II4t38W+z7GPVkIh6vGdB+mZLkjWvBtNcSnWKW7k6uqAc5qORSz\n7tWogHMRaYVNZhdj/c23sfdIDIFgqCnWh3qk1FysvxOMpOnr/lYHy1iajqmGmrnfO2yvl99M05jm\nlFH9KFZGHYH1aT+6HJC+lLTutSBJVffcubtS0rr3U3ZW5ib32qFEt+71wr4bXp5UG0yVEU5KTVfV\nbb5tDsCXJ4VN1Bvgs1eeNGq0HHnt4/O6/+a687EJcRcoHIblBN3l2hbruqpN9coUYsMRPG8RWS31\nA3bvnhvedztS8wVMSTQs2uExNfWV0ZRC2VmZOzDL+OBAMHREAu3+AasE+Id4bHnZWZnzgI+wxa0O\n8Z7HnWMqprJKONsyOyvzS0wVdHF5gs9VdbGqjjEFIw+7P/+xpmfbuEWKhzD3wg0VmC+lGIG5HOu7\nmlfEeeJoxxzg75gC/fpfQ2i2e++fwJ5Rd4pILHK6RkBVZ2NZYR35FYXYp5B81OgOPIWkIA/gxHs+\nPEtVbwFymx7Yo0BVf6Oq9Yf95c37u5x08VJV7ayqT7h9cmrVbVA47M63H1DV9qpaV1U7quoFh1/5\n2HJg9xFXP/6Bqvbzn0hVH1fVPaqeJu26rBx623//oaoNVDVdVVep6mT3+za3z1b3/899x3lZVZuF\nHXu8qh594j0fnnBC1rvjTho1OtDjtBteAg4IBEP1VTW987Fnv4vl4vgnBwuxyW1EC5+rOrOMBCx8\nTi3wDjagLBV6mixkZ2XmYwOy/YmSY5FCbDiC6L/AMfHkJWVnZW7FJgtHBYKhI/fivBswG0NX4Jqa\nkA3mVvknAqdWIZF2FPZ9L8SUM4uqqB3lwQCs3bUxcm9m7M0ThqcoWoR9r+ZiVra1GPHqhX33wZ79\nM12bdmILAwPd7/MwNVId4Fs30RsEfO0G1AMx4scjpY4GNpM8K2IXd/x5AFOevPquqS/8uauIPAb8\njBFC3USkvoj8R0S2ichiETnZXe8vQFMR+WT83b9Z+tn9Z584/p7TbnBq3AbufTjT1E8ADFwy4b/t\nx40c/qqI5InIOoxY+AXLPjkWuHHcyOG/jLt7xPD186fMUNUx7v15xLXnT+698gp54BRWT4rIYyLy\nM5ZhFxMicrCIfO7aMU9ETgh7fYKIPBn2txYisktEErGZp1A2JmJqqbMjvPYq1g+dGP6CI4a+wIie\nUotzbnzwLKbiPiH8dR++xojSK10xgnjxKmYRvjbO58orWBbWLfH26458+wdWze2PcdoFI7VzNpZP\n1aqsjaPB5TE9hPV/ZQa9V3e4MPDHsYWACsseUtXd2BikCCNHYpLqFdiObzH1+DDg8l8JMVUAPIDN\nLe4WkfZl7FLt4ZRvd2DZkn+vKqIzhZqNFCmVgmd9qef7vz98fDu2YuxHjvtZKiDaDVa2YCXkY2Lj\nsjmyYsp7hydZPrzC/eyETc6E4spI84Ba+Cx9bkV0FtFzpcDUUoMCwVAicurJ2ASqwrKlYA9p9h8g\nMxAMxbqGFKJjAqY4uyTOQfwXmILkGlftrFzIzspciIXankj1yGqKB6MxZc3hVXT+EzDCohAY69mt\naggGYplLfTD72fZkHvx3X3b+7XkTD6mHqX7SMXveYVj/5lcQ9QN+dMToAGC2I7gHud93Y9a9tcCP\nmGqoCcWqqSMxW9/P7n4ZglXdS6Z1bwewIhAM7ZeWXqvO1tULB2D96ShsIeGvGPE/BVNtjcMmuQMw\ne+IEYEa/C4P/6vXbW1/TosLmWE7QYdi4x3uGsW7el79Z9vlbvYA7MUIsgFlDpwE3YuTAc0NuePbh\nIdc/84+NS2d9LyJNvHO4Y14ItAW+CrOhXIBN3I+kDHWlm4y9jxGDA932D1BSKfw88Psw1dX5wI8u\n3yOFJMGNDd7GFiAODHttJWbBOSeKSvllLL8toj3N9f2TgAsjVf912yhW4aoB9hnH2+6dWCD5YcSx\nmObu98ewMVMkAi7afjnYolh3ylFRzPUXD2Fjzjv3Ru2tqnMxtf7Z+4gl6htMjXaZiFRYPIMj9O7D\nFLw3VhUhpKqTsczOEcB5VdGGyoaraDsK2AiMEpGWVdykvYbLCvszNod8QETiKqKQQgoeUqRUCnnu\np7cSl0tJEmo7YdX3iEFKOWwlBiklIs3SMzLGzHjpzusWZf/nAmBRekbGmCRlAqzBJhSdMLvJToot\nfMux64tk4esSIyvnC2ySd1S8jXAD2ncxBU55yicngk+wa7ixGuT91Di4wfGL2PeiTGLPTRb+iX0n\nrtjLc0/AJqKXBYKhaj+Ydnkg80igMlSyEAiG2mJkWAamYJhU2W0oL1zmUG9MGdCH5Ffdo+2m+of3\nWNU03x1/E9YPtqW4At8GjGjqD8xwVshuwDRHrnbDMpQEI6i+dcqow93xFrnMpgEUq6S6Yda9ZFXd\nAyPQ5rvMKNdXp81V1fsxdcpbWL/+s6q+oKpLscF9M2yCfBAw86RRo+9t3rlPu5ZdB2UDl2ET9AAW\nBp0PEAiG6ubn5fQUScsDQqq62l3rJmCqU+zuTkuvtbtBi3aHNGjRbqJ7T64DZqpqlrMSvQVc6s49\nyje5W6yqt7ttygpDPxF7Vp2vqvNU9UvgL5TMWHzP/d+fAXQh1n+lkHx8ht03kUiXN7BxTmb4C9lZ\nmesxUuG3zlYbCS9iaruok/DsrMyfMSVvZiIZldlZmTOwAhCXxTMmyM7KXIzdV2clUmE1OytzPpaD\ndHYgGOod736+/XMwUuQAXPC5yxgtEpFEj/cW1r/eKiLNytq4BuBFbLHszyKSjCrVEeH6z8ewjK8K\nXUQtox1jsWs+W0TOqKp2VCbcwtTdmFot6BY7ajRcdcXbsIXDB0QkEVtwCr9ypEipFDxSynvo7aCY\noPL+H76StwNbvY1GSm3BV60vHGnp6a/VrV//xBsfeop/TZzGjQ89Rd369U9MS09/PfHml4QjGFYC\nHd3vS3DKKPf/BZQOO5+BDfT7EQHZWZmbMIXB0ASbMx6zzVToA9aRJI9j13BDTbCCVUPMwOxOF8dj\nRcjOytwM/Bs4NhAMDd7Lc7+EWan+HAiGDtjLY1UGRgM9AsFQp0o+73HYJHA38Kmb0NQU9MZsezsx\nUi2ppFQgGGrRKK9Wq4zCtHkUV9s7DOun59bblT5w4KKWq9turN8JI5FmYkSVYN/9/u736Vh/2Qyz\nowlmI/nGkTH93XV4pNQQjMBJinXPBYx3ozhPqndRYcEuLSqY6SZmXdy1baQ4+BxVXe/aX9td37Bx\nd4/Y+umoM04fN3LEfzB1lUewzfCdsk/rnkdvAlkBLBeRV4BbMNJqT25Vvab7t8I+N08t1gcYJiI5\n3j+MpCjCbCjXuu385yoL3YDV7lo8fO3fwK2uvwpc4t6vftjz7OUEzpNCnPCppYaEZy65ao7jgN9F\nUTu9DRQA50Y59ibgTYxwimXzH43ZfK5L0Db9b/fz8ji3f9ud55ZAMJSIlesd7F68NdFFMRF5cdzI\n4Y9iGTvHYgHtq4DWFPcBccH1T49gk+HbYgVni8gdIjLVWX/Xi8j7IlJhhWnKA1XNx5SSzYCrK1LF\n5Ajw17HKf3FnmFVAO97DyMWLnR17n4eqbsLymBpiVr4KIyArC6r6M6aY2oZZ+Q4uY5cUUgBSpFQK\npUmpXEqTUvX9RIcjQXIweXokRFVKiUiXosLCky8f+bf0Y0acQYs2B3DMiDO4LOv+9KLCwpOTZOVb\njimlwCx8/mPOB7r7iQdHMCwhtkpmEjYRjzv7wMniP8Aq7VSov9pVknsCUzgEKvJc+yLcd/pFLCg6\nVs6HH5Mwi881CVo7w8/t2Rg2ASP35liVhG+wvJ1Ksxy6/ucUjHSoUQHnDoMwldJBGPGwNpkHr7s7\nvc9+2+vUbbAr4zus7/NIqcVA/c7rGh9y6/t9TjhgY4NhGKk3D+vvlmdnZW507Vvs+sLBWP++0B2r\nFSWr7i1T1bXuMzkKs+4ly0Z5CPYZ7wk5L8zfuQMjibpj6sS5GMGUH2H/9ViVwI/6njcya9BlD42W\n9PTeGIk01O3jJ4oG1qrXcLUWFfTG1DBrMOXRMe44ANRp3KIN9l55BT8aYgHR3rG9f4dglYgCWMD6\njnK/E9HxPHCiiLTFsgQ/cwqvFCoGE7D+LpJa6k1M7VTKppedlbndvR6IESL+IdYvXBEj9LwQs3l3\nJI6qer79tmLZaMcGgqEyC7U4Au5RTI0Yb+EP7/n1CHZv3lyeRbHsrMzPMRXgJSeNGt1LVTdEqq5Z\nFlR1K/AglhsXywZ2NBb0PRh73tcCxlU3QkBV12BWzOOIHpyfLLyJKV5vrUjLYBx4DVMZXiMikSpc\n7nNw44GRmGLwzn2hKIar2vsX7Jl6v4iEO1RSSKEUUqRUCpFIqXD7nhA5V6o89r2DALoPKCku6TFw\nT0RNMhj1FUAHt6q4GGgZCIY85dY8bLIR/tCdDvSLoZL5GlM5DE2wLZ9gmSKnJ7hfwsjOypyKhele\nXkMUN9UKrtT1JOC8SAG1EbZXbMBYB7MH7c25dwBB7J76czmDYysFbpI0BpvsROsDYkJEjhWRwgSq\ntPTAlCSKEcvzy3PeqoBb4R6A9TEDSHLVPYADNzQaUm93xs6vuq0XrL+eg5Eks4G+bTbVr9Mor9bm\n2Z03dsRUDQW4KnSun+xHsXprMFadrhBTSe0A5rkg3EGUtO41J7nWvZ7YM2mZsz21K9yV52Vv9cEU\nUmvCd3LvsWBKj5lAjxYH92vfuO1BXxYV5C9T1WXYZDuPkt+dAcA0VS1S1c+wrKqvseeXmwRKfq16\nDVtT8nObiX0nV6rqsrB/Y7F+oQXQPQGFw0KgvYjs7/vbEYRVn1XVedh36Qos2PmFOI+fQjkQli3V\nPuy1TZiS6f+iqIRCWIh4xEIk7tjPYeTmkBhtWIKRoOclGAr+GdYHXBvnM201psQ7LRAM9Spre99+\nmzALWH8iEHQi8jsRmSsiuSLyi4iMF5EHMQL4NBEpGjdy+PM/zRy3JWf9ilF++557VhSJyEkiMtMd\n41MRaSkip4jIAhHZKiKviUhdVZ3vruFMEYm40Kiqp6rqq6q6UFW/Ay4COpBYleVKgapOwirfXl2R\ngdhOafYPLEcwS0Siuh0qEq4dz2Hf3VtEZG+V6DUC7hkVxBZfbpUaXkkSQFVzsGIhi4F7RaTa3V8p\nVC/U+C99CnsHt8q1i5KZUuFKKUiclIr2QFsKsGB6yXnZ/GmeK4IlZbU5DizHrBbtKK7O5amllmBK\ngUi5Ug0pzp8qARce+jUwLJGVwOyszFxs1efkvQnFTgAvYIHAf6zCCmk1Ga9i3+u4SESnMnkeOH5v\ng+adHeTvWKbOpXtzrEgQkRdF5L0kHS4bIwFOiuO8E32VzjxMAdp4VTbjwDBMmbkL+KSGBZwfiBEU\nP2NkR9LzpJrl1BlQf1fGtsk917TEsvQau3+zgH6d1zXeBqzJzyjqgSmFDnGvTwe6n/9Zl+6P/fvI\n/Vww6YEU29QOx0ibAkx5VZeSVfc2YWRKstATWOAIsZ4ABbvzvGdQb2Cum7SEo6P7uQx4GqT5jJez\nzlo68fXtItJZRALY4Hius8VQu2HTJkDzWa/fV1dErheRPli1K2/i9z1AncbNtm7fsLLVks9eW+Wr\nKPQ0Zqt5U0QGeOcQqwYojphag73P8YZAf4oN3l8Rkd4icjSWtxMJLwC3u98/iPP4KZQfnxJdLfU/\nzLZZKo/HkU4vAQMCwdBhkQ7s8p++BS4tgzj6L2aHibtaq2/hpAnxh6V/iC3e3ZRI1T93He9i4e17\nyty7PuV17DnZDbPpvQvcg5F9YzHCuE395gfciBbtBKF2w6bh45e7gWsworaD2/cG7DM5FXsWXe+2\nfRfr224RkRZxNH8/jPzdFO/1VjL+hWWb3VaRVfKcPfg+TPVWZYod18c/iY25bxeRiPfOvga34PAg\npkiuUMtmZUFV8zD18GzgLhGJO5s3hV8fUqRUCmCrx9EypbxV6khh57EypepFyiVQ1UVp6eljnxt1\nR+Hkj97ll7U/Mfmjd3k++JfCtPT0sXGEwcaD5e5nR2wiuBVHNrlB4veUzpVajA34YhELEzF5baJq\nro+wAU/c0vvywpFnD2O2m4hZFilEh7PnfAycESOgNhwTMOXEddEqKSVw/rnYAHREIBiqtpkKzhry\nOXBqIBhK+DmiqgWu9HWZcP3IqdhA+Rfs/a5JGISpLJtifcwPyTx4IBjav3lOnbZ1d6dv+KnFjkMo\nDjbfhfVrfQ5Z2yR3ZaucfIysn4n1c9tdWwYdunq/et1+3G+Ha2sBMEtE2mB9qGfdG4JZD1f7qu59\nmSyC0GXAdKdYydQb+FELC/Ixe01ninOews/pTVp+VNW13U+77iZFZenE1+93+zyGLaxM9/av26Tl\n/sDOTctmz8Vy/yYAr2B5Nue4Etd0H3HtXFXdvWzSG2OBDSLSwdkthmBjqGx3jkeBzT7S7Bcsa+tc\nEfltWdfv9vs/jPj7FssE+kuUzd/APqfXXWn3FCoQPrXU0RHUUjlYsYpTA8FQJALka4y4vSRGX/kC\nRhz9LkYbdmLV+PqTWNGVdRihNcJPFsXYvghTzDQmcQXwf7GFv9t8z8I2WN/9vqquUtX5qvqsquZi\nY89dqvqzqm6Y+vxtW9bNm/IUqHTLvPL3PvJNgTtV9RtVnYO9X8cAV6nqXFWdgpGDx8Gee+lRrA/8\ns8uqiwg38f8H8KWqJiUbL9lQ1Z0YWdGWvVRlx3GuXzDF6EHAdVVYka8QG8vOwciMblXRjsqGq7z4\nJHAy8Icqbk5S4J5Rf8MWI28TkROruEkpVFOkSKkUwNRRsTKloLRSahuxlVIQxcJXVFh47s7c3PFP\n3HY9Vx43kCduu56dubnjiwoLk0KiOCvUBqCTmzAtpmSu1DwsH8qfk1WEKQgGxjj0XGAzCVr43KB1\nLDA8kZXH8sJJ/V/DAlhTPu7EETOgNhzuO/Ykdt/stcIpOytzDGb7uCoRC4WHeKwSzjp3jNu+l4hM\n8G3/LxFp4Dveiy4IdqSIbHBWiWd25Wwai+UNRb1nRORFbGX8Rt95O/gsGY3ddheKyGYRyRSR70Vk\nh4i8LSL1Zr56z92TH75w2Gd/Pavj9JfurDNu5PCtvuPXFpGHReRHEdkuIl9XwxyKAZhiaY9VLMnH\n773/lvp101SWqdAW66cOw/q5jkCDDhsaMr/D5vpY5tIabGI7Mzsrs7BBXsYRrbbUy0tDVmPWvTlu\ndfNwTFU6003qBlOskuqOKYWSad3rjBEye/KkgO9UdRjWn4m7NlS1s6o+4du3LzDKBeXSrn+g9cCL\n//Y/VW2mqg2xidxCXJ6Uqg47/MpHFwKzCnblfa6qx2Fk1IfADar6LliWWcuugzofdcOzd6tqA1VN\nV9VV7hhLVfV3qtpcVRuqag9VvdVrkKoOU9URWFbLRSJSZgabqi5R1WNVtZ6qHqqq4905PwrbtKV7\nr1LWvcrDp5h99OwIr32IESy/D3/BPR9ewBaKjot0YKeSfR9bDIlaRt1Z9L/CMqgSyR78iATC0l31\nwOeBEwPBUKwxUfh+BRh50sCdy7MST8AswG+LyGWxrGHLP39rNaB1GjQdSMncwu98v68HclV1Zdjf\n9lgbnXXoAWzsFysj659YfxavorFKoKorMFvbKRWtNlHVH7CM0mFEsGNWFpxC928Y0XlPFWddVRpU\ndTymsDxLRCp8Mbsy4D7LR7C50A0icloZu6TwK0SKlEoBbDDlt+/VCgRDnmw3mlJqO9GDzre4nxEH\nHqq6ubCg4BRMvXQq0KWwoOAUVd1cnsZHwQqKw84XA118JNR87HrCK95MBzpFCyV3WTqTsSydRDN/\n3seyh05NcL/y4l3sOm/ZW/XOrw0uoPYt4KTwVfEY+/wC/AcbxPdNQjOexybnd8SapIQjEasE8JWI\n1Hd/24gRFb/Dgl+fDDv08b7jnQOcMfmhC87DlDaxJts3YkqB53zn9UKZw9Uu9TH7xVlYUPRxwPv5\nedtO63f+veu7n3b9sk3L5g6gpJrgaYwsOQsjMd4BxojIQTHaVGlwpFs3zLbcngqw7gG9NzTJWzyt\ny4ZV2Hu6EJtkzQb6NcjL2Nkkt3bGgg6bW2KkTBNsojY9EAwd0HZTg06N8mptmcKUjZhlzvNWHwHM\ndqv0vbGJ5hT32lHYd+b7JF5HT4wEWxwIhpphqlRvItobWBdJXefsLD3c9Xqh+H0xRZiHfsBPXmU7\nZ6XuihUq8J+/HiU/I69a4R5/uYh0cVk28RbleB3r/69wNsJyQ0Qy3D1+H/C1U42kUAlwhMs7wDGB\nYKhd2Gt5WP96QqQ8x+yszB8wAveCQDBUJ8op3sEW9MpSwvwbG0tcmEDbCzGSoQPxVwMeh/UXNyQS\nPeDUxk9gfUTA5bWdhCk/5mN9/Pci0jHWcfK2rP8MuLR172M9IsJf2CBSoQMlbE7j1I4vAadHyiYS\nkaewMdnQZBefqCBkY9+j66Vk9lzS4bKs3sEq4cVNTFZAO3YBo7DFlFEi8qvIS3ULI+8Bl4tIRDK7\npsEpGJ/BxqSXicg5+4JFMYXkIUVKpQCl7XtQkqSCJCqlPKjqYlUdkyTLXjjCK/A1wibFYBPpAkpb\n+GZhA5tYYXwTsetKyOPugkA/xQJRow1Kkwan/HoM+xyvrujz7YMIYfabuAf+2IBxDnB9IBjaqyo+\nbgL0AEb+ZiWgsIvbKuFWrs7DJjgXuNDXScB1wAUi0tJ33F3AxW6bMVilmBswq2OfaOSdy4zaja1q\ne+eNZvfKoNiO8SVmxxjS/6K/bm+0f8fC1j2Pngr6GU5tICIdsIDaM1X1K1VdrqqPYsRJxGDhKkB/\nTOGTgfU5M2NvnhgcAdP748ErP37k9Ll5WL/XHqtgNxvo2/Wn/VbtqlVYZ0WrnPrYJLM/1s/NBAa1\n3VQ/o1Fe7a1ncmZrbEww1SkZulGy6t5aYIWzIB1JEq17Dr2Ahe576Sk8PdVUH4qte+Ho7q53lvt/\nR8wqORP22HP6U2zdAyOphJKV+AZh9/xy398OpzjovZlIrTHY8+MTYJFIrTEiEtPm677vL2Lq3ZBT\nJOaE/fsu1jF8GIJNzvoBV8W5TwrJw3iiq6XGYJlE0aq+vYwt5EVUnjh73gvA4EAw1C9aA1yO4ctY\nTuWh8TY8OytzGUaOnhNPIRR3bz+B9V1XJ5il+RV2j1weCIY6Aqjq16p6L0YY52Pvw27seVUKC0c/\n8xHwXatuh++tgv5DjGi/WUT2KKkcIXUacJynfqzucH3JU1h8xm2xbIlJwqsYSf8n97ytErjxy93Y\nvOM+/+e4j+MlbN5wo0QJ7a9pcN+/W2pGAAAgAElEQVThl7Hv1nnAJSliKgUPKVIqBShJSnnV+OrD\nnhW2PKJkSkUZqMRFSlUwlgP7uap7Hul1CEB2VqaXtVLC2uZsdt8T28K3HFhF+crzvouRY2WGQycD\nbsXyGUzZVd0sTdUa2VmZ+diDc3C8FkjfIL4RSSBF3PcxiCk1/hhndlNCVgmMeJjj1DAepmDPBn/+\nyBy3Yunha6Dh5IcvXIlZWofH0baykOssCh7WZ9RtsCmjdr1mGCn2MSUtGj2xCc0i/wQfyxqpFkop\nzLK3BCNOwt/nZKAtZqPzqu3NwQjzLVieXtf+S1qu31Yvv8maZju2Y8TOAGCxywUb2PWn/Tamq6xf\ny9p+wGJV3Yipz8AIqnRMNfWVG1Am3bonVmmoOyWte6uzszI3u+9vB3dtkeBdr2fl6Yd9X7wA9g7Y\nPeQnoAYCy9xigUdcDQKmhpGmg4EZRhJnvAYNTrTYnFXYzwYnQsbrZV2fO+YNWFbLV8Al2Ofl/YtL\nQauqk1U1TVW7q1UZS6ES4Z4L72DP1APCXtuNZX0dHQiGStmMXLbTaMxWH43InILdo1eUYbPzyNHr\nEyxo8gZGql0XD8nk7o9/YqqnoxM4DxjBtmbDwq8fSa9VJ0tE+otVj/stdj8uxBTtvZ36sLmfZCnc\nnVcEPKhFRbuBtBaH9C9X6La79/6Bkcu3O7XhP7EJ8bnADhHZ3/0rs0JhVUNVd2ALVp2JbUtMxrkU\ns1ytxyryVUaxnmhtyQHuwhZ37hORZlXVlsqCj4ScDtwhInGT0NUZangby0/9Pyy7LMVHpJAipVIA\nIiul/Mqo7UQmpYSS+VPAHpXHDqqelALo6CZfGygjV8phGnCYz75YAo54mAgcnqgaxg1KJ2O5EZVS\nGS87K3OyO+c1CZaSTgG+wMjLSxKodrQBW906JRAM9d7bBrgS3Q9iREKZA9DyWiXKi13bNhZi9r9h\nSbCJlrJjZNRt2ADLzvkFWzH0WzQaYgPUfpSc4B+K2QarFI7M6Y9Z0HpQMda9Xljlr60Uk1N9MZVU\nHyDtuZMXvnTjlVPG76pdNA97v/pi1r0GQI9uq/fbnk/+j66tXhuPAOY5pVsPTOHh5UkdhX0eyQxs\n74g9c0rkSfl+x/daOPpiNkOPTOoHfOcIBLDr2o0LUHfW636UtO61x5S0ez4j1192Br4RkS5QcDI8\nnW5z2fbYz6fSoeDkeKx8bjJ5L3a/nAc0V9Vl7t/q2HunUI0wHlNERVJLTcCUbNECimPmFbrxxb8x\nxWvULBmnhH4Ks7jGa8fzFuSewgj9uBbHsrMyv8CehVc7W22859oNPFC7YbOGdZu0+D2mPv4Bs2Ld\noqrZmK37B2zSvQFTYIKzdmdnZW5bO2fiq4hw6IjrLk9EreWHqm7HKtt2wgjhq7A+bRL2eXn/zirP\n8Ssbzl3wMmZLrFAFjcsXDGJj/TsqQZ0Vqy2bMGKqNmbli+bW2GegFvj+IOb4uLuixnJVAVUdjTk6\nTgT+WJXfrRSqB1KkVApQOugcSoedR7LvQexcqVgKjYrGWmy13G/h6+J7fT5m8Wgbtt90bBLcPcax\nJ2EPxSNjbBMN/8NWCYeWY9/y4hnsM7ylPJXSfq1wE4QXMTIzkWDRT7AJ9A1llPiOtx0zsFXn3waC\nobgUeglYJRYCfUTET7AeBRRSknToIyJ+2+kRwHY3mR6LVUc7IUpzolo0YqFO4xb7pdeqXR+boHzq\ncrv8mOWOu79vcu/9i6uyXwXjUKzf3Im1syJIqT4YcdoVm+yuwoiU2dhn/xOwZVOjXd0wpVA3iqvQ\n9QPSOq9vrN/wjWLPgG9czlgfinOUjsRIqMWu/0hq1T2Hntj3dFGUPKnVbkJSAiLSxHe9uPutOyVt\nkv2BuVpcpa4rRmj6SSmvQqLfRjcYe09nsEd5d0xYC/YIUOOqyKoWcv8YZif6i/xKSp3vS/CppYZG\nUEsVYhK6gZGsdU79+iYQiGZ5zs7KXIkROL+PRQJlZ2WuoNiO1yaB9ntq2osTIJmewe7PGxK08f24\nX/uuDx5147+XnjRq9NmqWt8F+D8DVulNVU9W1cYu0P9zVV3pfp8L8POiaW+edO/HQ+vt13IITpGr\nqi+raom2q+q9qhrV9uiInP9gGYhHuXOE/3sl3murBvgQ68NuEZGIOajJgnue/hV7flxVlXYrlwuY\nhY3f7w0bu+yTcM+u+zDF2r0VnSdWmVDVz7Aw+yOAO11GZAq/UqQmqClASaVUJFIqklLKC0CPlStV\nZUopN2FaQcmw84N8pMxCbLIbniu1ApO3R7Xwucnxd5SDWMrOylyFWZ/OrCyCyFUjfBSbrJVZmjyF\nYmRnZX6HDfwujKaei7CPZ+NrSvLk9R9hK/TXB4KhqKWRRWSQiNyRgFXiNWwy/rKI9HCBmk8Ar6jq\nz75D1wZeEJFDReRULDj9SXe9mzDbSWaUCcsKYLCIHOjO620Tc2DbsFWHTiJp6RgB/kn4626S8Trw\nioicLiId3fXfLiKnxDp2JWEARs4fACxTK7WdNLj3uhdm9+mDkYhdsfd1NkY6zcLu+zoYUdMf65uX\nAANFWV5vd8b7T/FUGqZUWOnanYERVIINFqc4JVIPbLEhmVX3wEipH9zgO5E8qT7u52z3s5dru5cn\nVQ+7/nDr3jaKbd1gpNRsH3EFlic1NzsrMxcLqgc+Dzv9ZO+XJVGvLAxu5fsh7LPJEpFUhdSah/GY\nbTmSsuZLTKl9YZT+8BNschnL4v06RuZfVEY73nDtuDZBFdELGOF6ZTwbOzLtCaz/SDSs/zNsIe+6\nQDAUvggYF5zi+0PgskAw1LMcxQY8jMaeVTeKSNxEXnWEz5a4G1OZVOh4UlUXYFbOAMmx6+9NW1Zj\nxFRbYOSvgchwStu7scX2YBmxDDUKqvo1pqDsjZFuFV6lPIXqiRQplQJEVkr5lVGxlFLRSKktVK19\nD0qHndfFfBf4JhrhuVKKqQjKkkRPxAKey7NC9Q72MC2P0qpcyM7KnIeptM7LqFPvGxF5NJ79RORY\nESmqyiyBaoAXsRyjuCsnuhLfrwAjAsFQOPGZMNz38hnse3xXIBhqGWXTbZicIy6rhJPmBzDr11TM\nXjIes/35MQGbxH+OTYQ+wKxIHkZjlpNIK9UPY8qrBe68nkIgqtImEAyl12/a+lAEwSb806NsehH2\nPj+M5cG9h9271SG4dhDFRFBFqKTaY33sd9hgzsuTWo2RUK18599IMeE0HXv2D1BhqiAfvM3b7YFv\n3UTncGCpWx3vhn03/Na9n7HvYVLgiK+eOHudu5bV2VmZW1zYfhuik1KHAatcDhaYOmwDZsXxjpVB\nSVJqAJYTVeTO3wSz9OypmhkIhhriq0SoqosgYyxcpyaEWY39vE4hfaYmWKzDhbn/Hbsn7haRrmXs\nkkI1grOm/Q84LpxocX31qxiBW6oSq1NavYSpqfqEv+622Y7Zs46LFWbu7Hj/xMjZoQm0PwezCR4Z\nCIYOj3Of6Vgxj0sTVGapa+Mm4LZ4F3ci4MW8zeuXfP3MrdnEKDYgIu1dvuC28IICGCH/rvt5e00n\nM5y9+mHsu3ZOJZxvPPbsv1xEklFleG/asgwbgxyCywqryvZUBlR1C1Zkpi5G3uwzlbVVdRZmzeyM\nZYbt89bMFEojRUqlAKaU8oLN8zGZdrhSKrzzy3E/o3Uc26ha+x64SlQuv2kpNgkOt/BFIgymAweU\nMfD6Cnufwv0cZSI7K3MxtrJ/VnkzEsqJ14HldZu0ai/pGYnYqZJp06lxcLlO2cDZCeYmfYwplG5M\nRsVFd2/ej62U3RXJGqiq36vqKaraOh6rhPv7fFU9QVUbqGpLVb3aVbsJP/a97vUmbht/BtT32D02\nIsJ+i1V1iDt+ulpVwMnu921um3A7Rp9DR1xTdOS1T68F3nO2GFT1YlU9w3fsQteug1S1rqq2U9Xf\naRWHQDt5fXvM9tYAR24kGb0xtcMud465FOdJ9XWvfYeRUjOB5lh203RMUdUIUwF2wtR034pILYy0\n8aruDcGUGAsr0LrX3rUlUp5Ub6z/KVWdzpFZfSmuugdGis70tW8AsEZdufdAMNSC4vcA3zZTsSBy\n/9/S8H1ubQ879rLGB7T5Gc7HstPPB7bPh8KfRSThwhdOlfVX7L65V0SqSzh/CvEhm+hqqelY339B\nlGf8V1ifGSuvcDy2EHBVLFW1s3d/jqmIElk8+gK7/69O4Ln2Akbo3JSI0js7KzMPC+c+kLLVX9GO\nUfjl49f0yVm3vk0ZxQbWYCTdYZTMGvT+thQjhNsDl5anLdUJqjoPG9udIyK9yto+CXgRe578WUTK\nrOJYkVDVhZitrS9w668hLFtV12HE1P7AXTWdWPXDfZ53YNf2919DmH0KJbHP38ApxIU8oK5vcJRL\nGfY9t0K3m+qvlEoH2rtB0Y+UDjtvFSEAfA42oYuqlnKWuKmUrwofwFvYZLDSyry6APqH09LTa+3X\n/tCUZSQxvIHlJsUdhOqUGI9jZEC04NuE4EL7g5jS7uZKJjWjwpEAHwP92x52/FHltFb4cTLWf2zA\nJmc1DQOxPqQRphBYWgHn6F1vV/qSIxfsPzSjQHZjk8VWFJNS37vzt8eUQgOwUPTZrn1bMcXT4Zga\ndj42cfOypTzr3tdOQdUT+0wqwrpXCHzvlKdtKRlyvlyt8lI4DsDINC9PqpX72yzYQ1r1p7RKqoiS\nmVODgAWqusb3t8FYhUJPgUXPM24+5PArH5oqaekzsCyfLlDYG1Ns3CQiRyRy0SJSS60a4yjs2RQU\nkQMTOUYKVYcwtVSbsNcUU3AeRARFtHv9BUwVEHEM4bb5l9umrFDy57CxTtxVX33q2/rAhXHuk4dZ\nxg4FTov3XG7fZVim028CwdDgsrYPh4h00aJdx6NPSaxiA26hIjxj0P+vyKlsngNOFZFEqwpWR7yN\n9Zl/dMrPCoPLxXsII2SzRCQ82qNSoaqzsSDwI7EqbtViTFSRUKtSPApbZP+TK6qyT8Ddm3/GFtoe\n2Jfys1IoGylSKgUwUgpKVuArK+gcjKyKtjK3FdiviifNXolwv4XPP1Fe4H6WUEu5gdd8bEITCxOB\njoFgqGM52jYfW0mtVLVUdlbmT7tyNq2t27h5x0AwNFhE/iAi05zUfa2IvOYsM+E4SkTmiEieiHwt\nInttSatJcLlJ72N2vLirGGZnZf6E5TadFisLKsG2rMDKNB8J/D4Zxywv/FaJcSOHfzju7hGZa+d8\n9gXOWpGWnv6Z31oRDwLBUH3MKinAJFe1sqZhAHaPHwZMdaRO0uD6jJ6Hf7//z+dP7HLTIWubrKa4\nEt9CjFyaiSmHPCJqALDQWYMGAdPdxHQwMMNZyo7AikSswsK7W2EZLGDWvQ2UzGJKBnoBix1B45Hl\n37nJRak8KRGZKCJPYFXEAsBoEbk0b/P6I2a9Nqr3uJHDx4rIYmzG2hKYISI9ReST8ff+34cT7jvz\n+HEjh//Tl6vWDzjZszQHgqFaSya8evaEv551juvv1onI28AR0/5zRyctKuyHTch/wIjHD917FBSR\nL9z9sE5EXvEHELt2Pykij4nIz1iBAJwq8R7MFnmfpz5w1uldIjLEd4zb3LGj2XdTqFxkY2OdUpX4\nnGV+JvAHV/Ex/PXvMYL3/GhK2uyszB8w6/QFgWAoqp0lOytzC6ZgOSEQDMWtlsnOyvwZI89OCQRD\nsYq7+PeZh33nLwgEQ4mSqKMx9eGNTrWYCJJSbMCHsZjC7IaqVvzsLRxR9AhGTN5c0cSMyzcahS1S\n/LmqSRGXSfQPrIrbpb8SYmoBpvgbBFy7L12zqv4I3IappB8Qy0ctARG5W0Rmldo5hRqNFCmVApQm\npcpUSjlsI7ZSKiPsOJUKlxu1npKkVKdAMFTbvb4Nm3xFIlimAb3LsF3NxGyMx5WjbYqtbnUjLNeq\norF7x9ZNu3O3rQNuqN2waWPMx90bm2gdiA1u/RBsJepmbGL7M/BRVQ9EqgDvYQRtoqqnD7CJ/I3e\nd29vkZ2V+Q2WW/L7QDCUSGXAhBFumQvDHquEpKVNr1u/gV50+z3c99r7XHT7PdStX/+YtPT016Ps\nGw1HAu2wfufDvWh6lUBE6mL303IsD6ki8qQ6AY2GLGydk1e7oOGPzXdMwQiwH7B7uC6mGOrv/rbb\nvT49EAztj/nPpjpyozNm3UvDCCpPGXUk1r/Nd5PqI0mydc+XJ+VZ93oDq5wisDWmhIqUJ3UBtlDy\nAhbA/OzM/97zQIMW7RZgKrFxwNMUVyScIGnpswZd9tDELoGL78bItrfduetSbEfn+zH/PnvZ5+8c\nVr9Z6/uwlehAWkbtr4D+3X9z7d8xa+NzmMWgjTv+c5jirDnwO4ws884R3u5d2Ht5lfdHtZL1I107\n/ioirVV1Mlap778i0shluIwCLg0rQpBCFSGWWsrhVawvizZGeAWb2MdSHb2EkQ1lPXfGYYT0tQk+\nZ7z8wesTyHt6FSOvb3HxCHHB9R2PY/fAnyKRdTGQtGIDsCco/Cksb29fyJfahPUX/bFquxV9vrVY\n1bReVAMbpKpOxJR/p1HFi3WVBVWdRjEZF5fasabAZVrejo0D/x7F3p7QWMTl4/4mGe3zHXO5iNxQ\n9pYpxIMUKZUCRCalwoPOa0cY6OQQu/oeVA8LX0f3+2JscNfJ9/o8IpNC0zG7Vu9oB3Z2uM+BY8tZ\nSW+Ga1/clrBkYcvKBbOAoqG3vdrqpFGjx6nqClWdCtwEnBKh+sU9qvqZy+q5EJswnl7Jza5SZGdl\n7sRUT8cFgqHOCexXhA0cWpPcwdI72Pfv5kAwlOgqcVLgWSWADC0qOvbKe/6eNuKiKzi0/2BGXHQF\nl4/8W3pRYeEea0WcOB0jCpZRMVlMFY0+WN+Rhk2+5lTAOXoDu5vn1G29peHu/Jz6+TPdeT3r3jZg\nxTWhHudcMKHLTox4r4P1a4MwsmaW+70Q64u6Yf31144sGgJ846rFVZR1ry2WPRgpT6oPpvKKlA82\nB7OPTMRWi3fWbdKyTpfAJS+r6lKMvGmEZXpdAcw88Z4P32tywCH57Qee+j/gMowoyMRI9p3egdMz\n6hyTllErf+fWX15W1dWqOueEke99A9Rp0KLdZxjBl6uqP6vqBje5vRp7bz7CLFTbvHOIiP/eXKyq\nt7uctRKKM1Xdii0Q7MKIqRZYhalNGOn1KvCiqobifndTqAyMxcY7Z4a/kJ2VuQRT0Z0bifBxBTFC\nWDXeiBmcTgX1OqZm6hRpG7edYhVR98eI0bjgnk9PYs+nuMYijox7FCPAS6nEytg3B1vk6kYCz8Pi\nYgPXFoYVGyiCjLGJFhtwx8zD+o+2xFmJsDpDVWdgi2cXVkbxBFWdi1lMR4jIyRV9vjja8wlWIOD3\nIlLhxFx1gCPjngd+KyI1akzuMiyjwhGtd2DigvtFJC41Zwo1FylSKgWITykFpVVPsUipLe5ndSCl\nOjm7ywpsMuYPO5+HhZqHW4zWAOuIrwpfc2wylRB8aqnDAsHQ3uTvJIzC/J27gX9sXDp72OcPX/SN\niKwUkW1Y6WYwJYUHBb7Z8x/VzdjKatSqQPswxmP5L7ECakvBhaW/Afw2WZ+1b9V5JRZ8XpWhkAcB\ndB9QMiqkx8A9hZ3iIs2cNdJTfr3jwt1rGgZg/cchwGwXaJ1s9Aa+31WrsOeWBru2YmR7A4xo6gvM\nbrKjdo/O6xq17LGqqVd17xfsuzIQmOdsyoOB75wd4wiM6PHUVm0oad1bT4JqhDjQE+tfFjo7TxtK\nhpwvjhS6j81I62Hvb5GkZWxr1LpTLsVZUVsxhedajNwaNv6e06Z8Our0k8eNHD4PU5QocDQ+JVsg\nGJIDh5zeIL1WnfX5uduWOwveubtztx0DrMzOyvTnTvnRByO5rgXOwFS537tz+Fd4Z5TetRhuEH6n\n++/92PP1D8BvMVLxllj7p1D5cATNu8DxgWCodYRNXsMUf9Em7W9hxPC5MU4Twp47V8Z67rjnzLsY\nydUujuZ7+63EFF+/CwRDHcra3u2zxLX9rEAw1KWs7cP2XYi9L2dFq0AYGQXnwo7xYcUGNkLBY4mc\n3w+Xz/MscJKIJKx6r4Z4Feunb6uM6myqOgb7fl5VSUHrZbXnf9iC3aUiEqjq9lQGVPVDbC5xiYgc\nX55jOHv54yLygIhsdHEed/tebyIiz4vIBhHZKiKfikhv3+svish7Ycd8TEQmhp2jlIXdxUB86Kzv\nW0XkLRFp5a4tB3smtgJmum2exxYu/ecaICLjRORnEdkiIpPEVyFSRJZjz+MPnGJqmft7ZxH5wNni\nc0Rkarzvobu2A4HH3DELRaS+u4Yzwrb9PxHZLiINRORAt/3ZIjLFxQR8JyLHhO3TU0Q+iRYJsC8i\nRUqlAEZCQexMKSht4Ytl3/OUUlVdgW8FRow1dRPc5ZTMlfJW4cNzpRSz8A0og3xYhE1AyzuY+Qr4\niSpQS40bOXzhrNdG9W3QqkPr5gf1vQmbuHorLTVayl5RcFXgXsImof0S3P09TP1z016UxQ5vz26s\n+owAdybLHlgOLAVYML2ksGn+tD1cZrxkxjBspX8DbsBSk+AURgMxsrsbFaD0cpaXHsCctCIO2VWr\n6AfMmpeHEekHAzMP3NBwaK3CtMKeK5tNw+7t6dhArhcwNVuyDxrK0KPSSf/WtfsI4Fun/BmC9ftz\nKsq659ATWOKIJ0+xOs+1pzeRrXsAzbDFkiUAaRkZtdz1e98zb7C8DHtufTT4ikc+6HvuyFEUV+I6\nFiMD/PbKQ2rXb9z46Fv+k4mVWF8D3Pv109fdlbtxzewY19EQU0n1xj7/t4AxGOnn9xvtKL1rSajq\nL8BfsD74PuAE3zWnqhFVT4zFxkOlnuOOKJqAVW8tVTHVKYfeBAKBYKhUdorbpgD4N3bfl1Xx921M\n/XdtgnmV72DE8w0JKL/fwe6xW8rx7Pkfdn/fGgiG4lq8VNXNqvmnYAuLp9rPwieAC2TvAr4/BT7D\nsnkifgY1BS4b8EFskeL6Ssoaeh575t0hIpGI2crGqxhRdm34RH8fxn+xfugGEUm4kIDDBdhzdRCW\n6TTSR9D8D1uAD+Cq3AITRKSsOV74mKGEhd19Pz/C5opHY8+7zlif6GEEZo//BLPPpwPXhB23ETY2\nPxJ77i4CPvERswOxcbLn9Bjo/t4Q+64ch42jxmDxJPGQ+mdgiwVZ7pht3FjmTUoXnbgIeNstAHp4\nECsacJi7ro/FZbC6/mwCtpDVj+JIgLfiaFeNRYqUSgGKlVIeERWulPJuovBVl1hB5zlYZ1QdlFJQ\nbNlbjI+UcgHWa4mcKzUD6wSiDlLcJG0iMKSM/Klo+xdhnf3h8a5QJhHdigp2N+h68qWT+l8YHHrS\nqNHLMUIgHII9EOw/1ml2wdQGv0ZMxQZgFydYFrsAs/G1JUHLQxnH3YRNXjtiuSCVHnipqovS0tPH\nPjfqjsLJH73LL2t/YvJH7/J88C+FaenpcVkrXLvPwgYcU7KzMn+s8IYnH52wgZtnB5tWAefoDNQ/\n4JcGKzIK01oqOgMb1HyHETsCzN5vR50j6+/M2PrsKQt2Y1XppmMqqgxg2k52/uF2bu9SSOFUbLVv\nf2xgBDawm+omOL2wfj6p1r0IeVK9MDXSVqzPbUJ0UqolMMcF/JKWXqvO7h1bf3L9KRQXqdgEzJS0\n9D6NWndq0PzgvmO9KlyYKiuXYmUWWD+Xk1G77gJnV779iGuePH/3ji0Nv3vvUS//Zjf2HfVjJvYM\nWamqc4AbKbbwJUwUq+p6bHW4DfAwpsD6FssgSqGawVUjfhcY5jLbwvEGNn6KlmcSwoj4qNXzsrMy\nZ2OLWJdEIrd82+3G8tR6Ukxolgm335NAV4zwiWefAszG14oEM23cvfoINg+5JZHnlrO/jnHPlafc\nMa4pLwHjiPhnsM/gDpcLWGPh8niewBYXKtxW554TD2BzgpER4h8qFe7z/Bem/L9FRAbG3qPmw/cd\n/gYLny9PVu1cVQ2q6lJVfRUbMxwvVmxjAHCWqs5yr9+GOWLitgo7hFvYT8Cenb9X1dkuJ+sCYKiI\neM/xGzEL+1mYW6E5Rgb5r3+iqr7ujvsDltlYH1cJwS32AGx1tvuN7u9zVfU5VV3orutujGgvM3vK\nuUYKge3umBvcS88DAXGVA8WyO0/Fqo/68aSqfuDaezUm5vDy2a4DZqpqlrumOdh4YlhYJMA+hRQp\nlQKUnSnl2ffiVko5smYrVU9KrcMmiB3d/xcB7QLBkP/6ouVKfYdNQMqy8E3GFAjlXZ2YhK1slsqk\nqGCsAnbPeDkrL2fd8m6Lxr34MJZpEgkjRWSYe9C9hLX3g0pqZ7WC+26/iE3kE5JKu8p5b2P2irhz\nqeI47mKM8BqKWX0qHUWFhefuzM0d/8Rt13PlcQN54rbr2ZmbO76osDCWLcWPLhgxsQtbga+JGID1\np62ARaq6pYzty4M+wM5+S1u0R5CMorRpmJV2NraithIoarKj9kF18zPWhQauPASzLc/BVgdXZ2dl\nrssld+AWtqxzA6kjsH5/rlsh7EBJ69469gQNJw37Y7YmT60anidVQGTiOw1TDM0GCARDjSQ9PWPn\nlg2rYQ/ZNYDiFdqnJS2t5fSX7+o76cHzM5xcP4AFi89SVb9F9PClk97cPm7k8GtEpI+IdFjx1fs3\nqMK2nxZ7icorgMFOgu9J6Z92bXpTRAZgz71PsQH3qHLaaNZin8M6jCi4FuglIn8sx7FSqHiMwcZK\nkdRSG9zrZwSCoVJFY5yK+2VgYCAYippjiQX7N6SMRY3srMw5mPLnknhVSG6/+Zja4sJ4q+M5JdjL\nwG/KaHukfTdjxFQ/THWQMFwf+zRGpJdbFeOqf/4N67uvKmPzag9V/QpTllwuIh0r4Xw5WJZfM+CP\nYoUzqgyOpHkcW0S8w28121fhFmkexp6bWSKS6BgzfBFoLXY/9MHmepuclSxHRHKweVWkAPJYCLew\ndwNWq+oea7yqLsQILy8i5DSzYmQAACAASURBVFCKF8kewYo61MU3vxSRViLynIgsEpEt2PyzASWj\nSErB2ekeFpEFIrLZXVe3svaLBUesLaCYqD8fWKGq4Qt7/liUQowE9K65D0ZA+d9vL3Yg0fe8xiBF\nSqUAkI+xvdHsex4pFT6wzgHqxai+soUqJqUcgbCckhX4oORNPR84MLzksls5nEMZpJQLK11IOS18\nbrXxPSwwvTKkzwp7Vg4u3JWz6cSvn7lx6C+Lpv+hZddBT0bZ/nbsAT+N/2fvvOOkqs43/n230LsV\nVMAGiPQO9gKjLiZqjDEaa1TsNbEvKqPGRKPRWJLYiRrLz6jIqIsFSwCVJh0FZEEB6R2Wbe/vj/dc\n5u7s1N2dZRfn+Xz4DDtz68y9557znOd5XlMpnOoeED9LFOTnfQd8gZX7TnVW9Q2MELw+lcpFSRzT\nF5hs+PxAMFRVgrTKUNX1ZaWlFawVZaWlJ7vZpGQwHOvQfk+YEKlvGIB17HqRvpD27sDcBqVZA7LL\nsoo/6Lu0CFM/eSHn04E+e29o3Lj59txZ5Vn0w4j3HRgp9bWI5OSS20kQjwQaDExx9/QQjMif7q7P\ndFn3Dsfaljkx8qTmq+qOKOt5zyGvHHQvELasWurNnO6HdaS9dm5F3wvufaW0aNum4i3rx2K/z9+w\n551n3dPcxs2bAgcUb90wBRsgfwzM3VA4J9Bh8C+eKi8rne+WfQh7Xs4FVolIe1eJ6gisT1Xg9nEn\npqLdG7gLU7Clgjsw4u40d06XY7OnQakD2S0ZVIRPLXWCy8aLxOvYfRpr0mACluf2+1iqIUdu/R9w\nWiAYapfgkJ7F7oFLkjh8P17ACOorU1AvjcHamOsDwVBKKpmC/Lzp2DmdFwiGqhTOraoTMJvsFSJS\nZYurqv4APImpQ5JWmdVhPIspSm6tDfWXqv6I2ZH6UQeqwbmB/oPYtZkvtRD+vqvhJlnuxVnPRSRa\nVdBYiMzwVOyZ1sxtrwdh+3tPbLLkQbdsOZWfcdFiKhJa2OPBEW9PYFb9PUTkLDcRNdod3zVYf6Yn\nppROpFT+K1ax8VZsAq4ndr1UNwrjGcyyh3uNVEklgj8SwP+dH0rlEqS7DTKkVAYecbOdMBG1HSOb\nvAZmB9YJj5zh88poV5r5c9jErs+UApvZ9kipZdj5RYadC9GDu6cAXSOUVdHwKdAnlVnJCIzDvq+0\nq1xU9XhVvdH9/zVVPXjYPWMaDbn6iX/0Pndkv2GjxrYEikTkZGC5qmar6nuq2l1VG6vqEFWdHX8v\nPwuMxmxNKZWY9dn4OpC69DkRXsFmX/4QCIY61vC2k0KEtSIpOPLDK4v+phvg1Su4DIBOWInxRlTM\nKqoRuO+pKzDzv0MWN7n/rGlPfr/v5s5un2Cy9ulAn/Zrmu0QlaUYiTUF68y0BCY3ocnhe7Jn833Y\nZ5KTmB9I2Lp3BEZQFbt1m2MEbE2jOzZ7uIVwoYjZboa9O7GrFj4LfOwsbgB9jr3538/v2LL+Afd3\nX6xz3URVxwSCoaatOxy+3+ArHv2jqu6hqs0wcmcuzl6pqscfd9t/PgCKD8u7fLSqHqeqew4bNbbf\nUTc+O7HzSZc87tu/YJ3+Xq5tXOq2sUhVz/T2oaqHq+qlwN3Y9/s5cEuyX46zUeyvqtMxUusgrIPa\nUlVnxV87g12EeGqpDcA7mKIosrCK1w97Fvud401wvYkNti6NdyAF+Xmb3PaODQRDvZI9gYL8vK1Y\n8Hd/wkUnEq2j2DOteaLjioGXsWiFm1t3OLyLCwFOVdnyD0zZfm11cpRU9RPMInRFbSiM0gnXhv8Z\ney7UivpLrQLgs8AZyQZGp/l4SrCiEYuBu+v7b5oM1KpK3o0RQMHqELUO07DMpDLP/u77t84tsxqb\nWPIjmXZnHnCAiOznvSFWZa8VYRX1PHxOFKeCa44VZjkPI32GAI+paoFTWpVgSmw/SqhsvR8CvKCq\nY9Sqi68i7KxJBtHs/GAZXx1E5BpsbBnNeu+PRcnG+i5z3Vv+SIDI73x7lG3tFsiQUhl42E5FpZR4\nf7sOx1Zik1LxKvDtavse2MNo/0Aw1MDlGCykYtj5KqwyVTQL3xSswUnUuH6BzRRUST7uVFlvAycG\ngqFar67gfuNHijatbTnp8SunYjO27wHfZefkvO+F72UQRkF+3k9YFsiZqZKRBfl5izDF1Nk1SR65\n3/FhTHadXw2StLbRD7sn12GzQ/URfbB2swkWGLw0Dfs4FCO8vleh48rW27/CVdtz+y8B5ojS+4DV\nzUqnHbw6C5utnIINMrcA87vRbWhjGpcOYcjXWMeoBJjiQmoPIqxUOwq7lhZT84jMkyp0A+kDMTVU\nLOLFO18vh8wLXfXQF5jtU1n1wtrwKb5lBmD2yo2+9wYCMwry84p87w3BnmPzRaSNSO77+NpGkdyE\nbaPLiwi68/2D63ymBLeNe7DO7a0iUmMKywxqDu7aeRN7jkdTS72F3WtRC5u4qnQTMNVQ1IxK11d4\nFivCkigr5xNMtXdVKpmXBfl5k7D8qhGRCvI466zEcl9ODARDA5JZR1zFLjdR8yDQtP/FD5yeldtw\nX8JtQ1Jw9rG/Y/f/0AT7vVxEZrgqWRtFZKKI+LOX/oEpQ24VkcYxNlMvoKrLsKyhE6T2qguOwSZa\nrxaRXV6l2Vkz78Gey0ERSaQyrPdwz7aRmDrznipayL1tfYRNdr4tIkOddX2IiNwrIl7Bn0+AfiJy\nnogcIiJ3E31MFW3bs4GXRaS3iAzA7MDj3YQMmEvjYhG5UEQOFZF7MMJmPdbmnIE9p88TkS4u6P0l\nwkW8PBRi98E+voD2BRiB2lNEemIEeSqkdiFwtIi089n5PVvxW1i7VuC3J/pwlVhVvs6YQrMVFg0C\nEZEAXuyAiDxXHdK9riNDSmXgwU9KeTdypIUvmn0PYoedb6RuKKUWY9e6V01hAT6llBvIzyZK2LmT\nyy8lsYVvM+aVrs5D/z1MlXZaNbZRZRTk5635+p83tCsr2njodQ8+zj/HT+a6Bx+nUZMmQ7Oys1/Z\nFcdUD/AaRkb+torrLqPmbXxFmJKjIXBbTW47jTgLO96vCvLz0kGA1AYGYG1LNyz/oKbtbmBKmW2E\nJwIWY7N6nnVvDtAxtzSrxdrmRa+MGVjYCCOVlrvjmzJu5PDytrQ9qhWt1ueS+wMmdf/GddwHYzN/\nU9x1M4g0WPdEZE/MmuYnpfzWvWKM/Ilcb29sNtarhNce67hNc583xL5/f25FPyxHa6VbJhcjsnYq\n2Rx52xVfxoMjvAYDX9r557wMTYdaX3cp9tp0KOQkbBtVdSamWBiEq4glIuf48yIi/lUi5Jw6NYj9\nzn+sCrmVQa3AU0tVyogsyM/bglnVTooRiA42IGtFWDkaDZOwe+DSeFXv3H37JKaUSbW4xj+xAe3F\nKazzIaY+vCYQDMXqF0aF62s9JllZQ07Mf7Ofs+mkBJfl8iGWoxSNFPTwA6Za7IORWJ8A73gEilMY\nPYB9b1fV90GgU399goXB75do+RrYnxe6/S1wR4LfolagVvXsLuzevFcsfHq3hsuLHIkphka652PM\nxRNs7mRM7fsc9ru+gj1/V7p9jcOeT3/Gnq3NsLYsmX38AiOYPsPIzIVY9VvvPF73bXsKVgjlSffZ\nGIy0+h57hk91+30UExz4cRNGWC8lPJF1o9v3BEzJ+gEVJ7kSYSTWB1sUZX/PYjbAWNa9W92/b7AJ\nsFM95VmMSICHgfVp6lvWCWRIqQw8bCM+KRVNKbXJvcay79UVpVShe/XnSu0ZIaGfAxwSIx9oCtA3\niXyF8cChgWCoSg/9gvy8bcC7wMmpduhqAiLSqWjzuoGX5t8nR596Bnu23Y+jTz2DS/Lvzy4vKztJ\nRA5NvJWfFxwZ+To2yEjpd3fhtn/DlClVCnmNs+1VwH2Y5z+VbJBah5uJH4pZhF/axYdTJTjlSm8s\nZHxP0pcn1QNrq7pjWSEd3Ptz3XvTgL7FueVb/vj7L/8+/eC1B2Lt1x7YdTYZ6NCWtvu1pOWKVrQq\nxTpyfuveNEdQ9cDIrxqtuufgzaDOCQRDe2HWAI+g6gnMiZFZ1xvr2HrWvj4YgeVJ3nsQVoZ5xFI/\nKqqkulPZXukpTvzvdXDHNUlEOkHpSfBENpyL9YnPBR7PhtKk2kZV/Qp4BDgey/l5h4pZEf5/Uauf\nqeo3WBjzQOCGXR0mnEFluEmBtzDFULSB71hsYBx1IsNlVIawYhhRJ/Uc2fQvLK8sHnlFQX7eMuwZ\ndUYqqlxX1fUF7Dx6JrmOYtXwsvE9d0TkTBGZKSLbRGSNiHwoIn/Bcod+6ex6ZeNGDs9Zt3jml+NG\nDg+163X8SW7dY9znw0RkmtvGRyKyl4icLBZQvFFEXna5Sc9gE6bXxyKTVDWkqh84y+1CVb0T+00G\n+ZZZhimvjsHKsdd3PIXZvG8Rkerm5SSEa7//hE203lkbmVaJ4NRDd2ITiff61DK7LZy9/G4sR/eW\nWCpbf6yH773TVfVi9/+tqnq9qh6gqo1UtaOqnu/uE2/5e1S1naq2UdU/qOp1qnp8vH249390+2qh\nqq1U9bequjpimQdUdR9VbamqF6vqbarax332EZbBOBUjrnqo6n+xypMLvOezqo5V1c6q2lBVD3Lv\nLVHVE53lvqOqPhXrOGN8b1+pam+1aJPIiaL9MRdONPW/AvNUdZBbt7uqVsiK0uiRADclc1z1FZkO\nTQYe/JlSXhCdXxm1lcpKKS8APZ5SqkUgGNql15nrJK4gTEp5WTf+gcRs7H6IlSvVmsQVDyZj31N1\n1FLvutdTq7GNquJggK79KmZkH95/Zz9tty1DWk2MxWxnKQd7uqp5bwK/DQRDVa72EWPb87ABwlB2\nzfWULI7DgpyXYDNl9RGHYe1jFkbqz4m/eOpwioguGCHT0732xkj3dtiM3HSMqJnu3tsb66j1wzri\n04ABbWije7DHrI1s9G72r516qTNm2wHLk1lO+qx7P7hBgkdQzXYd5sOpXAXIQy/Mduc9o/oAs52l\nCUz1sModN1ib1QqXHeUwwC2zxPfeIGC+y/3xMARrz2eys+2PdGcf4/0nqbZRVT/FrEG/AH4ZJSvC\n+/dDnG18jVkCjsbsMXWWcP4ZI4S1A9HUUkWYSvb4QDB0QIz1X8NI+pgKXFf17l3gN0lUynsT6wNd\nleIERQHWN7oqniIr4rjWYSqGIzBby76YquIZrP06xh3P3RhZ9gGmmmwLTJz7zuOvgWi7nsdfFDFJ\neBdwJaZebO/WvRZTVJwCDAOuUdVt2GRPd6x4RlyISJaInI31fyf5P3ODxPeByyT1SmZ1Cm6i4c/Y\nQDkV9Vt19rkRU7i0BW6sC22Vqq7FiKlGmJUv1qT6bgNn//4T9rysVuZaXYVasYN7sb7Rn7Kyssbh\njyHJzq61GBIRaSwiB2NqzH/EmGDb7X6DmkCGlMrAQzL2vQqNd0F+XhnWaY+XKSVxPq9N+CvwrcYI\nMz8ptcy9F80DPQ/7ThJZ+IoxCehxVVWmuEyVD4BTU61iUwNYBDB3SkWRx5zJOx0tC2v5eOoF3O/+\nb2BwIBiqSn7Cf7Cy79cFgqEateQU5Od9jM3aXxIIhvokWn4X4VzsWfRWQX5efQ1w7I9JwNsDU2N0\nQqqLzhjxtBzr5HvklGfdW4/NhHfCiKj+mIpoFkbEzHX2oUH3c/+bueTejJExc9zgYTBQCnztrHuD\nSU/VPbB21rOo+fOkvMysSiHnThXUC1d1z2XkHE7YuicYKTXFJ2/vhz2j5vmWGYDPXum205vK6rbB\nwGSXd7PI3ooserOTQ026bVTV9zB7wW9FJK7KJc42JmCqqxOBEbvjIKM+w6eWGhqDMPoA64f8Lsb6\nmzFi6qQ4xBXYs2M7cFGC4ynBJii6YOqBpOBTPu1JChb1gvy8/+Gq4bXq0LULppx6S1WXquocVf2H\nI4+2AztUdbWqrlLV0m3rlpeAItk5rQmHcytwh6p+qaozMFvM0cDlqjrT3Q//h5sQdHbZd4ELY9nV\nRKSbWJn1HRiJdrqqzo+y6DOY3e9WEantPlmNQlUXY+eTJyJDammfhVjF0kHYs36XQ1V/AvIxBfHd\n9T03LBmoBdA/DBwL/H53fGa4cxwpIuc0aNDgxDPOOIMbbriBM844g9zc3KFZWVkpxZCIyJHOTr8p\nisV+U5xVb8b6HMsxG3DUw03lWH4uyJBSGXioSqaU934s0skLka0LEtnFwIGBYEhcR+s7fKSUe28O\n0XOlSrGBUFxSysErAV6dcMe3sHydqBaOdEFVv8vKzv7g6VG3lX025k3WrFjGZ2Pe5Jng7WVZ2dkf\naArV1H6G+BTztF+cKiHpSK1HseuxSoPUBHgBIyluDgRD+ydYtlbhLI+DsHbkjV18ONVBP8xCdghp\nqLrn0AOzpbTCOjTrsMGiR0pNd6+CETX9MHJHMPLqa7EqPIcCXwnikTEe6zwEy5ba6pZvRhqq7rlj\n2I+wXa8HFQmqbdi9FImD3TF5eVLdMKuel//QDrPb+fOk+gPTXRsOZsnbi4q/Ua9JT157zPgHztlp\n0QkEQ22xnIhJYG0j5HwAV5ebw/QH7PVqhexPU20bVfX/sEH0JSISN5Q5zjbGY4RBHnDR7jjIqOcY\ni/WroqmlSjH10JBAMBTL+jkWI64ujLUDZ/l/ATg6EAzFDRUuyM+bg+W1XBAIhpKuxuXsf69i9r9U\n1EL/AHb0u/BPxwEfY0rI10XkkmRsU5uWffc6cEL7Qb/o7d7y56ytBLap6pKI9/zZRS9i1pkbYuSv\nzcfauQGYtW20iHSJXEjD+VKtcHlwiY69juN9TA17bW1lPTnr8mjgNyJSpWJANQ1naxuJTSTdWRuW\nxl0Np/z7F9bPrOnKz3UFJaq6b15envTo0YOWLVvSo0cPTjnllOzy8vJUY0gmY21ELypb7GMWv3I2\nxgaqOsyR75GfL1Gr3BtLEf6zRYaUysCDP1NqOzboiauUcthEfPse1I1cqcUYeeZ1xhYAnSIIhNlA\n5xgy9Slu+UTnMgfrSFbZwleQn7cW+Ag4LVnJfE2hvKzsnKJt2z587OZrGHFcfx67+RqKtm37sLys\n7JzaPI76BkdqPofNRA+uwvrzsYyZ31U1kyzOtssxu886rCJfXZKrn4Z19qcSttXWKzh7ygFAEWaR\nmxp/jSrDCwPviSl3DsWUTcswFahn3SvEZv+7Yu1WD0xh9TU2ACt37/fFgownuUHi4YSte0e57foH\nfTWFru51jqtQtg/hAWdPrHJeWZT1emPf8be+v9dg2Vpg516Ks/65PJ5DqVx1r4iKlb0G9v7dXWNK\ntm26wffeIExltjPwtHXHLhe0aLfvKqtA3R573fIjlC3zV91JAaOxAeI1InJkFdb3wmX/CZwOZNro\nOgSnlvovMCyGWmo8xm6eF2P9EoxwGhAIhnrE2dUn2D0xIgml7QvYPXJpguUi8V93rNckq+Z1aq/H\nsrKz+wwbNfYRTKE1B7gGq2bZMd763417/mtgfOsOXb2JmhLfxxrxt/fezjGNWvXNv2HK0dMjt6+q\npc4qO11V78AI/OuiHYta6PCjmKU5L95x13U4hehjmIL05lgZQ2nAm9g1f71l9O16qOpCrCpfF+Lk\nLe1OUNWxGMl8vojsDllpkTgYoEOHDhXe7Nixo/ffpGNIVHVHHIt9tImzDKqJDCmVgYedSik3wPZn\nTEH0TCmwmft4QedQd0gpqJgr1RwbEHmYgw3Soj0wp2KKg7gWKPfdjQeOCgRDudU43jcxsm9YNbaR\nMlR1fVlp6cnYd3AK0KmstPRkVV1fm8dRH1GQnzcDu04urGLFu5ewQfZ1NZ3D5mbUg9g1f0tN2wSr\nAkcI/xYbTLyYJptYbaA/NtDbA5irVpq8RuEsZp0x8qZH/n/67PPLSR1/hc32e6rM6RjRNBUjd7Ix\nQmYA4Qp8AzG73maMPP1erULPYOx3+NJXde+LNP0m3YHlalVmurn9znYz1YcRP09qls8a2QdTQXnH\n2BcjtIp8f0NFknAAFuReAuDuswGNWuzxuS+nCkw1Ns0RCwD0v/iBAwdd/tAUyc6djqlZO0GZF7Qe\nFJFUbeo5mELjc+AmEembYPmocIOM54GzRaSSKieDXYoQ1peqpEpwkwUvAb0DwVD3GOtPwAinmApc\nd/3/E1MBnhzvYBxR9DRwZCAY6h9v2Yj1SrHQ74OxPLRk15uKWRV/P2zU2EJVvQcjk0uwCYlirJ2K\nhSfLy0o3g0jrjt1Tfqaq6jysL3VuIhIMGw/FrE7mLILvYtanel30xbV1f8EG6LViqXNk2OOYCvaO\nKhL5NQ5VnQPcjz1Pfi7FI17Bspauqi0bZy1iEcCSJRXn0woLC73/ZmJI6jB+DjdfBsnBb98DU075\nSagtQLMoHaPNxFZKFWGdjrpg31uNnVNk2LmfgCrEyLdoFr71WGOWjIXvU+y7S7rTF2V/P2GBJb+q\nIsFRLajqAlV9P2PZSxkvYBaiuIODaCjIz9uBzcZ2IQ3B5K6q0wMYKfD7mt5+FdANI1p+wmwl9RX9\nsfyAw0lf1b3DMBJjtSitD1/aZq/S7PJOhC1732OkWCvC1r0fsHavP/D1uJHDG2Jk1Vcikuve94J9\nh2CEz2aM/GmKDYjTgW6ElUpentRm7LrPJXqeVCPsO5guIuNzGjX918z/e+ikD+/+5b0i8pOIXOaO\ne7DLf1hQ+L83zwEWFOTnbXD5MeOA64E/ishoNyjqArT8+N5fXyEiDwMEgqE2Cz95OfBR8FeXi8h2\nt/3XgSOmPH/7IVpW0guzP3yLWYaewiZeHhORD1zexE++fXjnMF5E/i4ij4jIauADN1D7G/Y73i4i\nXX3LPysiXuEL770cEVkpIhUyhNQqDb2CzX6nwwKcQRXgMvLeBgIx1FKTsH7F+dFIJ0c4PYuRQcfG\n2c8C4ENMaZtoEvBz7Hq7Ika14Vj7+BazFP4uEAztm+x6n//1wplzxzzeYeXcSQ/kNmraHvgVZjue\nh/W5eohIJxHZI1KpUpCfV7RixqevgEq306+Pmr+VBF7BCPkbvO2LyP0icpSIdHBtw5+wAPZE1V+f\nxyY4b63vAdku/Ho0cKaI1ErepLNC3oepde8QkZgkYG3CZRE9iCmEr9wNLJpx4Z47/8Aq6/5RROIp\nMesVVPW7rKysD0KhUNmMGTPYuHEjM2bM4L333ivLysrKxJDUcWRIqQw8bAMa+zpGW6mslBIqEldg\npFTUGWLXodpEHVBKuWMpxJFSBfl5G7EKTP5cqXIsFyZWNsMUoE8ilYmrirOQOJ3IJPF/WOetutvJ\noJZQkJ9XiFkvzw4EQ9GUhYnWn4N1/M93uTY1ioL8vJnYrPqpgWAo6cDbNOF3WKj1Oy6Au97BkSXd\nMWtkLunNk9oI7L3nxkZZ2eWSu6LNtjKMwOmDEVF9gaJXHjxhS7fCNidg7dWBGFn1tVvOO8YeWFv+\npVP49CBMQh2JWeJq3LonIi0w71u0PCkvMyvafg/HSLnpAOUlO85p0KT5jhb7dToCs6I8gam9PgB6\nI/Lhos9eO7d4y4ZvnDXxY6y9/wwjfPfGqncNAjaUFW/fmfuw+Is3fvf9Z691y27Q6HZs0iIg2Tn/\nAwZ2/cXVD2JEwtOEK4ZNwYJ8f4t9p/2xEvLePvw4H7NWDsGFODvl1wMYyXWXq9oDFkgcEBG/mvdU\nt4/XonxHrxLOqdrV93YGYXjZUr+K/MD1S0Zj5GjUCS9XRXUi9kyIZ+cf7V7jkjdun09i/bJULZ//\nxtqhpKv4FW1cs/qn2V8UzXn70d+UFhctAEYBN6pqAXYffYvdQ6uw+wJ8IcBrFkxZAZRnN2x8ciAY\nGkiKcKrIRzAl2W/c23tjmVPzsed1X2CYqn6SxLb+jJH21+8G5MVbmJL0Rpf1l3Y41X0Qew5cV1e+\nQ1WdiE0KBvgZZPQ5Yuph7PmbLyK7TXXt8vLyc0pKSj586623eOSRR3jrrbcoKSn5sLy8PGNxr+PI\nkFIZeNiOdfo9y9k2KpNSUNnCF5OUcthAHSClHBZj4bUeKoSdO8wGusRQJ03BrIrJ+OE/BfoHgqEq\nVx4syM9bgoUQn1nTdq4M0oqXMbKl0iAkSYzGKqldW9UqjvFQkJ/3PmYruTyObSStcHa0X2Jqyn/v\nimOoIfTE2s1GwI+qujxN++mB2dp6Hrqi5cqtDUubr2izbR1mG2xJOE9qxpZGJef88suOPQlb97Zh\nZPsAYKnLRxmEKdSWYJY+wax7ue6zdFXd81Sos12e1N5UJKVm+irn+eHlRy0DaNRyz1VdThkR2rB0\n7iyM0CnDJkD+qqqLup1x42tlxdsbzn//6a3AVRhpNw+rjDgBuAQ4bsOP3w4lgkhU1SOzsnN2lGzd\n+F9V/UFVZwy96+1JQJMme7T7CFP/bvNVDFPM6jwFIydPwX6rS4DjIjr7C1T1VqdEXeDbZzE2UFsG\njBKR/VV1EvaM8mcOXQi8ESM81SM43sVsGSdE+R4zqGU467SnlopmWfoGuweiqqUcXgBaE6cQhpto\ne9ntJ+4A0ymx/wP8MpXwcqf8egJTJSaVm6mq80u2bznq+NtfvXLYPWPeGzZq7Mmq+pT7bI2qnqSq\nLVzw7+eRIcCq+tmwUWNzGjRp8QVwfSAY2gsjhs/12+hcuHBUxY/LDnoNOEtEDlXVS1T1IFVtrKr7\nukDiuISUb1srMZJrIClYGesiXJvxCNZ+3lRb1jWXx/MIpkw6qzb2mQxU9WMsCPx0wgTmbgs3IXI/\n1g+4O1alyvoGVV1fVlZWMYakrCwTQ1IPkBnoZuDBK8Xur8AXGXQOlfOjNgPN43SmNlI37HtgpNT+\nvtnG74BDIpRPc7AB5sGRK2OWv00kZ+H7DLu/jqj64QI2074f4RnEDOo4XFD921iHP5plI9H6RZj6\noxvpq8D4DEbA3paKFaMGcSxWLW0uds/VVwzAiIQupMm6FwiGGmPk+WygW4/Fe6zd3KS42aqW2ydj\ng8MdWKfyMGDqpiYlDkk12QAAIABJREFUfdY337EJ+277A9PGjRyu7li/cgOPQcAkNyg5AsvCWk/Y\nulfjVfccugGrVHU1pjBTYI5TnHUidp5Ub6wyoAI0b3twKS6EXFXLsYyanYRWu57HHYwqP83+fAdG\nHB4P3I2Fim/GCCrdvnbFgYSrDxIIhpof0P/kxlk5ucuBxc6Cd07xtk3HYuqxH2IcX0/CCqm/YM/T\nee78/M+SmCH4qroduAubyLnXVcZ6BrgIwCmmTsbsXLG2oZj6pABTIRwVa9kMahVjsfs0llrq39iE\nWdTfy1mvQ8CvE9jz3sPaghFJTGi8DSwFrk5l0svlRH0OXJKEVdCPl3A2ulQjCdx39FjRxjVlEx+/\n9itMXfUe8J1I7vsi0jqJzbyB9QFvqG6lNbVqcm9jiprO1dnWroaqbgT+irXHtUYQucmBl4Hf1aVc\nI1V9F7sfzxWRek06JgOXwXgPNrYJ1pWsr5pAJoak/iFDSmXgIRop5VdFxVJKbcLUVbG84XVJKVWI\nKQK8sgwLsOM+wLfMIqzzGC1XyquslTArqiA/bwOmXji+OgfssiK+Ac5Kh2omg7ThTeyeqlIOhrPZ\nvY+Fpu+TaPkqbL8UsyFsAUYGgqEmCVapaVyEPX+era8B507e3w8b2LUkfda9w7HvahPQtOvS1iXL\n22zLKctWTx01C6tolw1MA+20I6dsLmFV52SMNGt+KqfOXc7y1wYwYH+s6l5TjIjyV937oSA/b2ma\nzqUbYWVUd2Cxy5M63B1/tDypNpjVYzpAdoNGjbNzGrhzBRFp69Yt9K3WD1BUs7Dv4XNsomAorqRz\nz7PvuHavLgOWR+yzf27j5jrk6icHAGdjg+h7Jj1xdf62tSumxrlWmwFj3Hlchlkhb8XIxM99y22t\nvGoYLtMrHyPZ7sUqch4kIgOxtuR7ZzOJtw3F1CyfYuqHlC1PGdQsfGqpkwLBUCWblLPoTcbymmIR\nNq9iWTwxLSgF+XllmNKjCwmUTO4Z8DgWdp1qRbl/udekq/gV5OcVY3ahDpjVNSUU5Odtmfj4tR22\nrF7X0fitpdhr06GQ84q3nIgc4HLdNrnXzY6IXo9lKR5IFZ/LEXgRi2m4pQpFDuoUnCrtNeAcEYkV\nX5EOvIblGt0oIkkr9moBb2B9uEtFZOiuPph0wz13RmLjo6oU7cgggxpBhpTKwEMkKRWZKRVPKQWx\nLXx1SSm1BJu57uj+Xuj+9udKlWIz3PFypQ6MIcOPxHjgsBpQoryOdaSqVJ0pg9qHG4S8AhwfCIYO\nTLR8DDyP3V/XpMnGtxnL92gD/KG2LKJuUHYMZnV6pzb2mSYchH13gv1O89O0nx7Yd9UWKGpckr3/\nmhbbd2BKqK6E86SW/WrCgZJVLnuKEWT9sfZtKmY1Wf8mbxZvYcuhm9m8DlMb9MfshxOddW8gaVJJ\nuWDgA6kYcu637q3DSKBI9HKvMwByGjZtruXlJYSLVfTFznM5gCNx/RMN07D2vBCY4JVz3qfr4ANz\nGjaZ7AbLHgYD33724PlrVfUTVb118FWPX1C8dUOzWW8+5N0f0SqGTcMIqSWq+hymcDoJOMQpoJKG\nq0p4JzZhciOmsrkYuABrE5LZhmL5KJOwUOZaCTLOIC7GYtdOLFv3aOwej2q7dO31axixtX+snRTk\n583CBvoXJZpscOHl72PWwaRVvc4q+CxwTCAYSrpfUpCftwgj134dCIZSUhiJSKfSHZuORB8XKxh3\nAPb6eDaUnuSz8i3HiOde7jXy3zPAaf6iAlWBsz79GVPW37AbZBC9iqmW/+Cy/9IOX6GHH7Bco2QU\nb2mHO64XsXvjGhE5chcfUtqhqmuwCZFWWLZh0kUQMsigppAhpTLwkMi+Fy9TCmKTUnVGKeVsUcsJ\nh50XYQ/DyIyoOUDXGIP06dgAKJmO2FdYZs4xVT1mh9kYUZZRS9UvjMOutwursrLL7/g71pEO1Nxh\nVdjHj1jVmX7YoLc2cAZWsbPADW7qK/pj7eR+wGRnI0sHumOETE9gdmmWdt7QrHglFmDuhX/3BaaU\nZutQBNqtbTreHd/8cSOHb8Lsel9nkbX/Wta2LKTwM3e8Q4BvXYe0N9bm/y9N59EVI/DmpJgn1QtT\nCG0EyG7YuHnJ9s2rnSoE7NxL3D+wa7nMt/4T2DOoF9BXRA5qutf+Z05/edRZ5eVlOy2Xkp2TDfSZ\n/94/d4jINSLSU0TaL5n49nWqsGn5Qk/xVAgMdJW79vDtow3wqoj0w9r+xcAzIjI41S/K5dbcif3G\nit2bXbCBUrLbKMNsOdOwSle7TYWl+oiC/LytxFdLFWKqut/GCTQPYdlqFybY3bNYX+7sJA5tNNaO\nXZ7Esn58gqm4r0qlih8Wxr8Qs/GlUn3N2WCPjnh7Z/fqELDr3iOeo/3Dwr3nY0RStQbezob8MNbW\nnlGdbe1quPbiIaABtRjirqo7MFVoFtZOVctaWVNwz6KnMIXtTa5d362hqj9iFvIO2GRGrVf+zuDn\njQwplYGHuPY9pyAqIrZSKtbMykagiZuFrwtYjCOlHBYQPey8KWGb30642cr5JGfhK8JsMcdVh0xy\nlpE3sMyYSrbCDOom3D3zIlaxsVei5WNsYzpW6vtiF/Ba43AZIc8CZwSCoWrZTZPExVhA978SLVjH\n0Q9rPw4gfXlSzbDB2DzgsJxSmflp9+Ubl+y15X+YdW8NRvTsCUzLKZMjG5Rkb1vRZtu3GMk0GSPN\n2gJfLWBB7x/4QbazfYIbkPUlbN07EljqqoemA92AtVjAuj9PyjvHSnlSbmDUCxv8EgiGmmXnNmy8\nY8v6Ve7zBhihVeRbrT82seARXI0wxdB6LGtp5o5N6/6a07BJcVZW9mS3jDZuvc/eQIPNKxZ/jQ0w\nPwbmri+cNbT9wOFPlJeVekq4hzDSay6wSkTau/D4I7A+VYE7lxMwAuuPIuKdb9JQ1R+wAQLu/ApU\n9acUt+GpOeZgSoTDUlk/gxrHuxh5GovAeBkLNI+aJehUfS8AA+MVqSjIz1uDKax/EU9V5ZbdirXF\nAwPBUNIEquuXeIRv0nY491x8GNiL1CZCFtnL5xFvf+b9Z2EyG3Fk/CPY93xRCvuPtb0pGNF2fnXV\nV7saqroW+276U4sh7m6/92Hq46vqiurMpzidCtxWy9bGXQKXv3QfNgm2OygAM6hHyJBSGXjwqvn4\nSanGEctsJTYpFfm+B08JUSfUUtgg4UAfSfQd0DFiZvI7bNAcz8LXK0mibTw2KKxuudUpGKG221cE\n2c3wJUYoXFwNe9yz2P14dRqVcmMw8uuaQDDUJU37IBAMHYyRq4XYNV0vISItMYVlEdZWTE/Trg7H\nSKftQIPSHC187ehFO77uvGocRjp51r1iYE7Dkuyeoix5+qR5nTEyZjKmktoBzFjFqn4rWLEJI036\nYbPiE137N4j0BZyDtaezXUffy5Pa4jvHSnlS2MRAa8Lfb8/BVzz65ZCrHh/h22YDYKCqPuaUF92B\nKa6C1xgs4H0NcLKq7qGqzU64843nup/5hzfcJAOqevyR1/5zClC4rnDWGFU9TlX3HDZq7JFH3fDs\nhC6nXPao75gEm9nv5fax1G1jkaqe6e1DVQ/HMgXnYLaIS1T1xlS+MDdAeBBTsG0UkUjbYDLbKMYG\nGQuxCkuRkzAZ1BIcAfQOcHIMtdRyTGF7Vhzr3f8w6+3FCZ4HbwOrgcuSeG5MxNqKEankC7oqfi9h\n5FfSdjyn0B0NnBoIhpJS8Knqd5DzAVxVZrv8we366jLI+SCVMGNHIj8PnCIiVZowisBL2HP+Fvds\nqLdQ1cnYtXNhbbYV9vvyKNZmnl5b+00ER+z/Bft97/o5tJ+q+g02+XIUcFmGmMqgtpAhpTLw4Cml\nvA7JNqBBROjmVirb97Zh4ZuxlFIb3GtdeVAvxs7By09YgOWD7FRPudnI74itSpqMDfiSmRWbiWWl\nJFU+ORbcrOTrGBm22z8Udxe43+057Po6torb2IoF0vYhRt5IdeGO8ynsur8zXaosLBi3IfB8fQ04\nd/Ck/C0x21lKuUEpoAewClNjbcIIGrAR2QGErXuzgAMblmQ3a1ycMxOb6V6N5egNAKaranE55V2K\nKZ6tqiWYde97p77pjU1CTEjHSYhIY0wNNdsNkHsQtu71BFaq6qooq/bCCLe57u8+WBD7Gvd3X4xw\n8oLZe2Ak1WTfNgYA09zgwqtm2IuKVfdysO8sMkT8COz7XyQibURy3yeFyl++kts/AqNcKHtSEMPe\nwJnYb9kMq6iX8gDBWWRGYdfNKBHpmOo2MqgxjCG+Wuo1rH/xy2gf+p4phxAnGsD1Y57G7u24Yfe+\n9r8pqYeAjwG+xyZNUrH7jMHagBsCwVBkvzIGSs+BrR/CeVjtg/OALUvt/ZTxHkaEX+cKPlQZzvr2\nINaXvHE3GMS/iPWVb67ud5MKVPUzrJ97oYgkdCPUFhyxfy82mXaPiFRyUexucNURnwSGk5kMz6CW\nkCGlMgB2dkqKqBh0DhVJqC1EKKLcepuJH3QOdSfsfLF77ej7u5TKuVKzgW4xZhgLMaIpGQtfOaYv\nPzrVMshRMBErP//ram4ng1pEQX7efGywf16crJBE25iCZXhckmTIflX2UYINoHdgxFSNBl0GgqFs\nbIC9FSu5XJ/RH2s7DiV9VffAZS1hxM1MXL6S269iVuJumGKq3/NDv535SY9lN2KD0K/HjRzeEssi\n+uo8Oa9jLrmtG9JworO99SdMQh0FFKbRutcV62/MwrKk9iIiTyrGer2Buapa7NriPlRUpfUFpvqy\nqPpj9sBlAI4w8ioQeuiDZXH5LZc9sGfdJO8Np2wcDEyw51zOy1bpK3blr2hwhOXd2PMz6KoJIiLn\n+KuDRfybhY26f8Jygc7F8qGOBUZUkZjajtkBVwL3ikhcW1cG6YGbZBiDqaUqEZqOcA0BpweCoaiT\nfQX5eXOx/sAFCZ4pkzHr0aWJnj0F+XmrMfvg8EAwFNkfirdeGZZ92J4UcpVc3/Fv2H2XVBU/VV2v\nWnIydk+fApwKZXOwezol+KxZSe8/wfbWYvdob+p5H82nDmpB7dvpXsKeqTfXJfJHVYuwdnwN1o4n\nPcFQX6GqH2C/x7kiEtVSnEEGNYkMKZWBH9upaN+DymHn0WZNkiGl6opSag12Hl7YeSnhQZ4fs7Fj\nbhe5AdeZmkJYLZEI4922elftkHfutxzLLhgcCIbaV2dbGdQ6RmMql+rkNDyDqUauSpeNzwWPB7Hr\n/oYa3s8RWLbRxIL8vLU1uN1ahQv/7I1lFGWTJlIqEAy1xMjzb7H2aQZGSk3HBmHfYe1YDjbw7AdM\ne+n4BfthxM9kwsT55Fxy8wTRAQz4yB1/I8LWvYGkL+AcTHW6AQv+9+dJtcQsetHypBpghJtHQu2P\ny85yn++DWaOnArhrtR8w2afC6+f25beKDsQIOH8+02BgBaYs8x9zS2CCiHSC0pPgiewElb+iQlU3\nYRa+HGymvSlm44pWHawncIqqLlHVLFXtoKqfquoXWIZPHlUsaa+qW91xbADu+zkMrOooxmCTYbFI\nnDcwm+iZcbbxIgmeKe4+eBoL4U+GMHqXsOopaauoq6r3NnB2IBjaL4X1VrnjOyEQDMVVc/mhqgtU\n9X1VHYv1r35flTL2Lqj8X8AJIpL0/uNsbzqm9Pmdy5Grt3AK2r9jExbDanG/ilnHfsJy8GqlEmAy\n8LWf2zBiP+mKlfUYr2Pt1eU/hyqEGexaZEipDPzYTkX7HlQkpSoppRxiklJOfbGNOkJKuU5atLDz\nyJnB+ZgtMVbHYjKwXyAYSqZTX4gNdo5N5Vhj4FOMWIvXWc2gjsFlhbyHlcKuUifL5d88gRENx9bc\n0VXaTyHWKRwMVMUWEQvXute/1eA2dwW6Yu1iQ2CxG9ikA16mXRn2rF6DDUK9SnweObUSa7sPxsiX\nAZjabRZGwMxX1Y2f8Mkhb/LmxwMZ+D1m3fvBVdvpixFU6SSlIvOkvnd5Ul77Gk0p1QWz4n3j/u6D\n2Z5mu7/7Yt+Nl0XVHlNgTfVtwzv/TVDBprdTJeUUUYOALyMspUdg3/l3JFn5Kx7cdZKPEWv5QEmc\nKmFRFWuqWoBZt84SkSpV+1LVzVhlv+0YMZUuq24GMeCu/THAKYFgqJKKvCA/bxNWJS4vljLW90w5\nyxHYsfa1DCNAf+2qXsY7rjLMKt6R1CdQXsEKGaSaffgR1p+6Jt55xMFzWPtY1dDyj93+r64hAuQV\nrO39o4jUFYdAlaCq/wM+wHKFak215FRJQey5dFtdqgLnqsDe6f68t75niCWCe2Y/g409bhKRak2u\nZ5BBPGRIqQz88CulYtn3oimlNhFbKQWmlqpLD+dopNR+/lyDgvy87Vi1l1i5UjOwmc6+iXbmBjrj\ngUGphIjG2FYp8F/gmEAwtG91tpVBreM195pMme6oKMjP+worP3RZtKDcmoLbz7+xme+jqrs9d28d\njc1+RpZPqm/oj6mkDiRNVfccemDKoo5YptB+GClTjLW3Xp7UVIywUUxF1B/4ZtzI4YIpor4UkZZL\nWHLwwzw8WpByjKzxrHtHYsqhZek4CRFpiCm9YuVJ/aiq66Ks2ht7diz2/T2nID9vh/u7HzBPVb0J\nlP6EyThPadWLikq2rtjEiv9364I9n3bmSbnjHMJO616NVf76AbgHI7FuqWJw+VvY7PVFInJSquu7\nbWzABlblGDGVtrYkg5h4h/hqqbex6zne8+JV7Df8bYJ9vYb1336f6KAK8vMWYoqpcxORWBHr7cAI\nrW6koKxx99ffsfHIlamqc921/AIwVERSrk7sBt2PY6rXK1JdP8r2yrFJHcGIqfo+znoaew7d4iq2\n1gpcxuB9WPt8RV3K6VLVNVj72QTL6Ku13K1dAXePPIZNEN0uIkkXNcggg1RQ3xvLDGoW0ex7/gp8\nsex7W4gddA5mFahLswmLgXauUhPYTDhUnu2OmSvlSKs5JG/h+wzIxdQn1UUBpk77VQ1sK4NagrPG\n/R82O14d28w/MYXIFbE68CJyl4hUtyLc/2HX7fWBYKi61SPPxoiU191s/E6ISAcRKReRpKowpQsp\nHEd/LLi6KenNk+pOOE/Ks+7NwQZ927DJgLa4PCmsHVOsuuFXbr0G7v8D3Da/du83JWzdG0B6q+51\nwWxrs4F9MKVQMnlSvYAZqqruOLsTtu41cOv6VVH9gBku4NnbdkMqElADMTWHn0QajGUEfuu7bw7D\nVGkTwF/56+ryiMpfCtkFKVb+mg/8CSMUr6niYOslYCxwpYhEyreSPY41wO3Yc+m+3X3Gv67BqaXe\nxdRQlb77gvy8bZiNb2is54VTVL2O5VPFtM25/srzwJBAMNQzicN7CetjpEQSFeTnzcCURxclO2ki\nIseMGzl8zablC1/AiOBjk92ff9eYzfnKqqhqHCn+FHCkiFR7EkZV12PB592pxiRUXYAL+f4LZgm/\nrJb3PQ8jDIdhgdt1Bq6CYz6mzr27Ngm7XQGXM/YANn66S0QO2MWHlMFuiAwplYEf26hMSsUNOneo\nb0qpQmwWy5Mj/4gRcpG5IHOwAVQse8NkoIeP3IoJF146Cyt3Wy24QdfbwInpVMtkUDMQkXYi8m8R\nWTNu5PAXP//rxUevmPX5rb7PTxeRAhFZkwwp4gYiT2KWo3gd6GpVt3Mz2I9h1tM7q3mtjcAUPo/G\n+LyuVOKLexwug2c/t9w6klTIpAr3XR+AdQA7ALPbrW3S74Rv9luDKYa80PNSrJ3qTTjnTjCyZhCw\nTFWXYcTLPKcqGILlJxW65RuRpqp7Dt2wAe5SKuZJ7Ylll82IXMHlwxyMI6EwhVMDwvlSXTHCaQpA\nIBhqhhFJkVX3fsLad0/9NAj4yrPp+RRRfuueYta9dZiNG4AGzZqf27zt3j9FVP5aDWXDRCQlq5Oq\nTsVsrCcAF0Q5/8Uicm2lFcPrK5aF8ylW7atKlaqcGuEO7Dl/b1VyeTKoFt7BJhhiqaVCWP/p3Djb\nGIvZTBPZ1z7DqliOSFR0xZFY/8CI0yMSbDcSz2Lt0ohoH4rIeBF52PfWBKDtpKeuG+eOcUQgGEop\nq8fdD09guXOnpXi83ja+wCzMV9SEclBVZ2JWvrNFpFd1t7cr4RSe/8DUaDErPqZp3x9jVtZL65p1\nTFWXYMUjOgJ3uMmS3Ra+Kq7rMIVYxvqdQY0iQ0pl4MfOTCmXBVVC5aDzRlE6NPGCzqHuKaWWYAMP\nL+xcscFlJCnllSHvRnRMwWaZk1V4jAe6p9rhioH3MGn/6TWwrQzSBJcpMQH7rQLAYXt17v+nZnu3\nPzwQDHkS6KaYUuVmkiRnCvLzJmId6MurmMORFBwBei9GdNxRleqBgWBof4wwmB0RLu1H2qT5IpKV\nghol0XL9sQHXvsDXvqpvNY3INmf74Pn77n/JuMOOxZRHXp7UXKwda4K1R/2BBeNGDl+PkTJfiUhj\njMCa5Oxig4AJ7tiPxPKd0mLd853LHF+e1CJXgcxrN2dHWacn9lv486TWEQ4i74spnpb4Ps8CpohI\nrvu9+1PxN+qIzfZ/6dvPge69SVSE37oHwLE3/3v/wVc8PK3jkWcOwyp/dYKys9xxHpfMF+GHqn6K\nEUu/EpGU23Ff9bDJwK0iEus5lWg7yzFiqg3hEPYMagEuJzCeWqoY+A9WvbdjjG0UY6HnAwPBUMxr\nwF3L/8SIm7wkju0rzNJ6mT/aIIn1NmPX9ZBAMDQo0fKqWurIUTDiYwdwXRVsfIuxnK7fikjStsMI\nPIWRhFfXkF3sdYx0/8NuYJH9GCPBrxaRSgWA0owXsAmKW0Qk6SD92oBTyY7CJkpurkv5V+mAqm4B\nRmK24WBdCqLPoP4jQ0pl4IffvgemlooMOofKFr7NQLM4nYg6pZRynbhlVMyV+o6IsHPXuSokNim1\nHJuJT9bCNxEj+qo90+Sk/WMx2X5mdrvu4lZgqapeoqpTVXXJYcOv+GvzfTrOAy4OBEOiqi+p6r1Y\npy/pjvCM1/70zuTnbx/y0agzlovIFhH5OlIxISK/c6qLDSLyH/+AU0QCIvKFiKx3Kq13ReQg3+cd\nRKR83Mjhx3x875mdPrrn9Os+/cvvFktW9iDfMhe49YeJyFyxcvbvu8poHm78ccoHjT65/zcdRGS7\nW65K2R0icoxTk50iIjPc9ib5s0R8x3SqiMwBioADxDBSRH4QkSIRmS4igSi7OUxEJrhtz4qwR/XH\n2rvhwF9E5CcRGS0iUcOIq4EemEfsYPd6UNt1TbI2NSleh2WfzCJsX+uHZVwVYuTMZKAzNhHwlXsv\nFyNeDses1hOdwnMAaQw4F5FPsfLofURk7Sf3/+beqaNHeu1uD6wdflhEVonIRhH5yCkFe7vzfkhE\n/uvOYXpBfp6KyCPYIGCaqqqIjJ/83K33TX/l3v3HjRw+DwvmPRAbfJ/jrsmN/3t0xMvb168sI2wd\nZNq/77r/k/t/c+K4kcM/E5FngEZZOQ0aYgrZiSLST0TGicjqD+857csJj1/Zb8nE/65xlb8WYIOl\ncuB6d11+7877IBF5210fm929eULk96Oq72ID14u9z0VkPKaOe8Rts0xEmrjvJ1JRcypwGzap8oBb\n/jdxrl9EpJuIvOeO6ycRGY096/Mx5dpdsptbUeoY3sauoVjE5EdYPyNexcUvsD7MxfHInIL8vO+B\n94FzogWsR8G/MCXlhUksG3k8kzGLuf+Z8zzW/7nOd21f4P7foiA/b8vk5277/uN7z7xl7rtPjBSR\n+SKyVUReF5HGbtnFIrJORB71E0cSrtZ5EvCDey4c4/u8vYiMcetucfdGhUw2VxDhcaydr3S/pgpf\nvlQZli+VcoZcXYEjwZ/EJgduFpHcWtx3OWaHXAeMFJFojo1dBlWdhVmy+2HXdp3Jv0oHnN01H3PO\n3C028ZVBBtVGhpTKwI9opJSfgIoWfg5m3xOiW/vASKmW6SpjX0UsxmbOPSwA9gwEQ60jlptDjLBz\nN/M4GeiXzLk5Iukraq5y2hj3mmqVnAxqD6di6o3XRWSliEwbN3L4xVjFoK5Yxk3KEJGmK+dMCG35\nafH6nmffNr3rL66+AOsU+dv0Q4BfYqqOPGwwcKvv86bAX7EB//FYx/mtKLu7t6y46J7Op1z6u2Z7\ndZDs3AbvSMXw1ibATZjF5CjM2/QQmD1q2dRx5y8a/0pWeWnJNZjK53ZM+n1eVc7d4S/ADVgncDUw\nJqLD3wRTnv0eu39XAde7dW7EFDsFbr2Do2z7QZy6CHhXRFpLWHH0K6xz3B9Tv+1NOMS+puBlLfXE\n1EK9Oq5qtv3b/TY0wqx3e2D2tWlAv84/tlr40kPHv9J+VbM9sdyogVi7PB+z7i1W1ZWYFWc1RmL0\nc9tIZ9W9Jtj1sKRd7xPzDjrm7PlrF0471REwPbDrZQ/se+zjzudjd/zfAGTl5OZiJI1n5WuMz7oH\nsHHZdwNLi7YswxROl2NkWz/sfjgKOLG8rPSgKS/c0c0Vi0BEzlq76Jsz2/Y87i237ArgyuyGjZth\n6t65mAL4hZxGTY/sf/EDH2Vl536r5eXvSZjc7Y89+54FxgFXuvebYdar47Br5n3sWts/ynf0EnYt\nXisiAzAr149Yp39foK0Lc3+VyhatCzFS6y5skkSwe7rS9evOuaX7fr1w/J3Xr6p+j82Ad8RKse/W\nVpS6ggi1VCXVgbteX8aUUF1ibEOxZ8qhVC4RGYmXsLa+km00ynbXAqOBkwLB0GGJlo84nqew+/98\n30fXYdfk01i+XFuMfN6pSFxfOKuwrKRYNi1feMVeXQZeiV2jx2HPppOAkzGCbgQVqxA/gd3H12Ok\n2NfA+772/UnMAnwkRl7dQniidSdU9SvsHrlMqq648m9vI3Y/Hk7NVrOtdajqduDPWHtc1WqHVd33\nVqwiX3NMMVWnFEmqOgXr9xxDHQtmTwecwnYkNvlze22SlBnsvsiQUhn44c+U8v6OppSKJJ+892Mp\ndjZgM/V1afZPe83lAAAgAElEQVR1MdDRRyZ5YeeRFr7ZWCh6LOn1VKxTH22wEQ3j3X4PTLhkArhs\noQ+AU6tb1S+DtOEgrKLPt1hY51PAY+NGDu+GDbovTJTvEQPnAntoedmxe3Xq//7+/U46fdiosR+7\nDrUHAS5Q1XmqOgGrprdz9ldV/6uqb6vqYpd/cQnQXUS6RuzrQVX9YO6YJ17dr++wR8pKduzdKfB7\nv2IjBxihqtNV9RtsptnbzxHff/FGmw5DTv9fWcmOt1R1iaq+jeXpXF6F8/Zwt6p+oqpzsMHVvlRU\nGuQAV6jql6q6wJWYvgl4QFXfcO/div0G10ds++/ue/kW++02YuRWL4zoWwO8rKpzVXWG+96OF5Hq\nhsED4Oy93mBtH+DbnDLpvO/6JuXzDljfhrB1bx3WRrc/dlbblcU55Z02NSleBXyPkTqTsWd8P6wC\nn5epNDHCureiJo47Bppi7f8fup1+ffOOR5z+I5I1DSPSO2G5WWe5a2eRqt6MKdG6u/Mkt0mLVtig\n1cuT2sf9PQMgu0Gjxo1a7LWt/8UP3Ox+1wXYYLU58FtV/WbYqLGLe5x187zt6386SET6AmRl5/5x\nn65HLD0s7/LH3Hr5wNyc3EZNgYkF+XnlqjpeVV85/vbXGrc6oIv0v+hPl2DPxGNgZ1g42ATBeGwg\n21VVZ6rq0+7eW6Sqd2G/S6UJBJ8C4UtsoNwWIw22qOoqn7XpGSAgToUoludxCvCcu74fccv9BHwZ\n5foFuBpTmOW7c65w/VqgO3djSrvMQKP28LZ7jaWW+hxTQp4fawKsID9vDkb4XBDPZu1IsJewTMpk\nqmi9hz2/rk7lWVWQn7caI7ROCQRDXWGnEqkY2Kaqq921XVZpZS3P6vqLq8f3Pif/pGGjxk7Eim4c\nAVysqvNV9T3sfjsOTAWFEbS/xu6TzzBF6CTC5MkBmG15rqoWqup7qhqLkH8am4StEdWLqs5238VZ\nXvtTX+HI6+eAU0WkSpNq1dj3CixsuztJVJKsbbjr6e8YcXrBz4CY+h4jCg/Hsg0znEIG1ULmAsrA\nj0il1FYqZ0pBdKUUxCalNrrXOmPhw0ippoRDzNdgx9kpYrk57jVyoO5hFtbJSjZodrrbT8oZJDHw\nFqYaOLmGtpdBzSILmOoGgTNU9Wmsw3s51rFrR4Ly2SLylLPabBYR717rCUwvKdq6ERvQZlO5Mk6h\nU1h4WIERqN52DxGRV0RkkYhsxO4JxZQtfuy0O8199/GnUdUmbfa90pdxsk1VC6Ptp7Ro2+3b1/0k\n3xU81893DpuxDJuqErOKLxdIrdLRt1hulYdiNxDwzrU59l1PjNjWhIj1iNh2GabIOQy7xxsSnhn0\nzmWeO6ZIxVVV4WUt5bjtZu27rkmjRsXZxUv23tKYcLW9qVi2UvkJM/bfvrZ5UdONTYonjhs5vC02\nAPvSbavpGMYU38/9J2G5QRMCwVAjdz7prLoH1sZ+7+wX3YGFaPkyrJ1tjj1f1kVcG+2x59BsgNzG\nzVoBC91gGuza2uZmzslp1LRF0z33W4NdA4hlt3QGVrrZXIBBrfbvvBEjyA4DULRLi3aHrCFMdtGw\neZt5kpWdgwt+F5G9ReTpT/509riPgmcM++T+s6a7c4q8RwAexpRpI0Wkk4g8JGZVXe/Oq0uM9Tx7\nyl+99bHfPnKZyZh6y1O4nIfd497Aeht2vSzDsj7aRFy/YO3G8RHfd4XrV1XnYgONHvwMMlLqAnxq\nqeEx1FKKTSp0x37DWHgRu8cTqac/wEjSEYlU3gX5eeWEQ8RjBbLHQgi7L68JBEOpEJzbWrQ9OIjd\nM2cAK7FrfbtvmZWEn2fdsGfgd1h/9BZMTXU04Xb5MUwB+D8RuVtEusfauWtbHsXugVNSOO54eBO7\nF28SK/JQnzEWe75cL7Ucdu0m0P4BDBeROtfvVdUPMWL0VxhJulvDWRf/gpHGu71CLIP0IkNKZeDH\ndizI3GtUUsmUgvhKKahbYeeF7tUfdv4dEUqpgvy89VgnP2oHxuVTzSDJXCknxf8cOCYQDFX7/nPy\n+o+A06oSQp1B2rECG/T5MQ9oX5Cftxj4BMv3iOfJz8cGIj0xtQ7YvQrsvEb/hV1T/pnLkojtKBXb\n/LFY2ftLMLvTAExdFXkd7dxO2Y7tClBaXLQOyG/QtFXjGPuRQDCUW1a6Y7B76/e+c+iJDSIGxznn\n6mJ74kVShnePr8SO3X8+h2L3dU2gB0YQdsJsdl06rmq+rahBWaNle2zdil1TB2DkVH9gbnFO2SE/\ntd4mmsVk7HcsxlRgg4CVwxk+bF/2/Q3hinKedS9tVfccmdEEWOWeKT0wokkxy95GzHLWg4rf5aPA\ne24AWp7TsEkrd6445c4+hCdCyGnYpHlZSfHygvw8T3HhTRDs8B3OQHzkKoBkZecUb92wuCA/b+dy\njVvv0061vJzwZMRooEeXky6dc/hp1490x7eOyvcIqloC3Iezk2Kql1sxRVpPd+4x22i10uv3YddX\nK6I/T58hnO9zIUZsR+JpjNSKVk2vmTu2yO+8wvXrFFT3Y9fJDZkZ8FqBp5aKVT1uMkbwxFNLLcOU\nTb+OVwDDEU3/xH73ExMdmHtWvQ2cHQiG2iZaPmI/f8fUf2clux5QUpCfNxebdDu3YYs9WxL/edYM\nK0DRB7ueewDXYoqphwFU9Vmsvzcae/5MFpGrYh2AU/2+B1wkNRDs7RSRj2DtUr0me925PIY9Z2s9\nK0tVP8D6LyMkQbXiXQFVfQez3J4nIsN39fGkG6r6JXafn0T8SqEZZBAXmY5GBn54qorGvr/9BNR2\nrCMQad9LREp5Sqm6REqtxY47Muz80Cgdvpi5Ug5TgK4pVKj5FJvNrKmH6X+x73ZoDW0vg5rDBEy1\n4UdnwlXDXsLuN28GulI1N1Vdo6rfe//c2zOBXmLV/cCuqcnAlYFgKGEIqFOTdALudRalbzGioNLu\no62/dNI7LwIN9+szNF6H69KGzVo3zm7QaCNwsP8c3L8lvmVTqWLn2dC8c2ntzmVurBVUdTNGgESW\nNz8iynr+bWdjaqSVGIG3GiMWZkU5n2oTYT7yxsuTmgH0OuyH1qvXNdvReFOT4tmY6qUcIzl6AlM2\nNi3uvaZF0Ra3/ED3ugMY2IIWXwP7fs7n+2K2Ls+6tzDN1r1DsD7GGsxeuQdhYqgNZq3ZFyjzXdtL\nMEXGlwANW+xZWrJ9SzPCeVKHYb/DZoBAMNQmKzu38Y7N6/xVHQdg383+IrKfa5e7/zD5/WUY2TMn\nEAzt0aT1vttXffv1TvVGIBiS4q2bepeVFG31EVxD2hzU6912vU/Y0rb70a9hA+NIlUMJptLwFBZ3\nYwqOVcDHzmK6iooZhlHhlI13YZam4b7728NLQAcRucZ9F6OjbKYLRmS3wALh+xG+xqdhz7Ilia5f\ntYyUB7Fr5drMDHh64ez4YzE7fqW+lJs4G40RSfGq2r3qXs9OsL+52HPjgiT7Lv/BCipcmUo+aEF+\n3hLgDeDMQDDUHiPMkyUxXgaWtzmwR6IJjOlum/v42pKnMRLvbI9UVdVlqvovVT0TI6suTbDd5zES\n+vqaIGadffEv2PPq/ASL12m4Z+qDWH9mV2RlPYM9T24VkaSJ0lrEaxipOkKiFLnY3eAUYi8CvxGR\nU3f18WRQP5EhpTLww+uUeuqoCvY91ynaSgQp5dRCxVgnOBo2Y4POOmPfc+eymIqk1AKMWNs3YvHZ\nQIc4Ve6mYB2iXjE+j8QCTH1VIxY+N7D8HPhVFfOJMkgfHgEGichtInKwiJyDKZMeByjIz1uzZfUP\nH61bPPPCJnu0G4gRLl1EpKdUrGAXif9gRMnbIjJk3MjhHb945JLC1d9Obuu2nwjrMWL2Mndcx2P2\noUhyKOrgY9PyhRuB+3IaNW2blZPbMMYg5TKgSMvLbgZuE5FrRORQsepfF4qIP8sp1QHvSBE5XkS6\nYRXQVgPvJFjnQSwg9Sxnr3qAsDLHj6tE5DQR6YxZI1thVpdtbj85wKtildkOEqti+FwNDdr3wSzF\nazCieSnQ7pAVLTb8uOeWBipMw9QA32J5ZQ1yS7ImKxxa1KBs7riRw3Mx0uErbLDQZgQjFm9iU7O5\nzG1IReteOgPOwdQI5dikRHfs2pqLkbANsGv4S+waHioiHTA1RW+cyqldz+PWbF3zY8sP7zmtv8vs\n8oJui9w++gFs37ByJeyswNULGwTPBl5eNP4/Z69ZOG2P+aF/jADGq+p0YND+/U5auG3NjwF3LR76\n+V8v/FvRpjVtynZs94cfLyjauOrc9YWzt4y76xf7YKSQ3xILpro9QUT2EZFWqrrWnVdn4FGXIfMy\nSV7jqroBG2S3w6oP7h/x2VvYtVzgsyf6cZX7Xp7HCi3s7Y4bzIbVhiSvX1WdiA3ejydjzagNxFVL\nFeTnzcQUkOfFUlo7cut1rDLvfgn29zymmExIKhTk5xVh7WEvUi/W8gb2vLoWu18GilV33QMbh8RS\nfhUDf81u0KhlbpMWsXI9cTlyrwCjReR0EemItZM7sImHgIg8IlYltqOI9MH6XzEnMtx2i7D8wy5Y\n0ZBqQ1XnYYP308UKG9RbuHP5N/BrEUm2/1tT+y7DQtc3Y7bMOpWr6iZ/nseKWFwnIkN28SHVBt7E\nnk+Xicixu/hYMqiHyJBSGfjhkVKNfX9HNvRbqGzfA7NTRCVtnIR7E3VLKQXRSSmoHHYeN1eqID9v\nFRZKnKyFT7EZyiFugFgTeAMbzB6TaMEMag9ObXA68FtsVu8O4DpV9Waz+frpP5ZOef72E7etXf4q\nNnD/D6ZoGBFnuyWYMm4Vltsxc/v6n67atGLR28AJTfdqH3fm0HWYfoOpgGZhhNQfoi0a672C/Lx5\nG5bO+0iycnKxwW8kOgFflZXs+BdGlF2EKYA+xXJxFifYT8zDx2xRj2LqsL2AU1W1NMF6j2ED7Ifc\ncQxz6y2Ksm0vBH2IO7euWIC0YnktWVhnc6bb5nr3nVYXHnnTAFPgNAL0lou++s/Dp89c5PbXC8uT\n6gesvuP1PtnFOWUty0W/JFwNbjJmMdwYJFi8mtWtF7JwFdaW9Xfbrw1Saqs7n+6YMmsr9hwox2ys\nJ2OE+nMY0fYYVhRjMsChQy/I2fuwwZ9oWemfsGpa7TGFlYd+5aXFW8tLdnjWnp7u3L7Gfqf133/+\n2hPfvHLvAC0vm09YPTKk/aBT38dIrj8DU3IaNe+1T9cjvisr2bFTMZTbpMVlIHtPeeH209HyF7Fr\nzgse93ATdi8uJazo8oobXAh8iGX4TCN53Io9ay8ElkrFSnjPunOMZt3z1r0VU92UYwTlCBHJcUHB\nR5DC9auqn2G/y8nA7zPEVPpQkJ+3EWvPo6qlHEZj9t1j42zqXWzS4cIE+1uHKauGB4KhDkkc31Ts\nfr0kzvFFW68Ys/d07nbGjVMxJeBc7F5qT5z2vyA/7/uta36clduoaasEwewXYt/NQ5hF+b9u259g\nz5vG2GTQXMyWNx8jcOPCZay9DZwvFqheE3gbuy9vkBqo8LeL8Sb2rLzJqZZrDaq6BWvD22A2wjo1\npvUVsfgCO74+u/iQ0gofEfcxpi6s16H+GdQ+6tQNnMEuRyQpFRl07r0XzR60mdj2PbDZ8jqjlHIo\nBPb1iCE3w7iSyrlSqzCFRLc425oM9E1B1v4pNuCskeolTiL/FZYlkbmv6xBclZ8eqtpEVQ9X1QqD\nyZLtm58eNmrsL4aNGjt22KixB6lqtvs3KsF2f1DVs1S1tao2V9WBBx979lPAtCOuebLRsFFjj4pY\n/lFVPcj39yeq2s0dV29V/cLtd4z7fIn7e6ZvnY3uvc8BVs3/8pYT7nzjcmyQ0sct886wUWOfwZ4v\n97n3XlXVPqraWFX3VNXjXO5C1P0kgf+pane3vSHqCzVX1RdVtdKsuhqCqtpeVRu54/nQ97l3HK+p\n6iC37e7YwP1QbIC/CvhCVc9U1T1UtZn7TW9K4djjoSeWI9UZI226YWR5l9Js3YSptJoQDjufUrjP\n5v9n77zDq6rSLv57k9C7YgFpIiJFQi+C3ZGMxoqOZRzLOJaZsTtjGTUgxPrp6NhGx14ZuyMSMFgY\nR0EREJDeQar0Fkra+/3x7pOcXG7PDbnBu56HJ+Tec/Y99+ScffZee631nowgDfbUGof1J/MxJdwx\nwKRa1Gr1Ez812MSmb9zq8rHAwvyc7J8TdMx7wdkeuwB3DB4x+i+YJdGz7n0C/FtV96hqgarerKqt\nVbUuNqB9XlVXOktRpx4X3fWoqrbESM6VwN2qerILTu456MbnblPVW13b/bDMrVWqunLwiNEXnDrs\nP6N+NfTDy1X1YlVd7ybTRwPfqupDqnrI4BGjmw687ql53c679XlVLZs4nHTnyIxjb/rXxFPvHXWk\nqnZSq1jZXlWf9LZR1dGqepSq1vHuL3ctHYMFLX8DFKnqyb7jDAtVnaSqXd15+wib8Hn9eitMSTcq\n2K7AXN/12xG4BVOf3SIiaWrVAGO6flX1c6xy6NlYgHQKVYePsL4zlFpqIUbMXhJKGe1IoNeAAVm5\neeHGLWDX0VrgmijHLy9iyvAro9jWf0yzgU9b9jj51MEjRp+tqg1cf/ua+7kNgvfffX//wMXH3vzC\nS8CtWbl5ddx2v1fVsuB1VS1R1eGqeoTr31up2fQexEiwhara0T3vDnX7b47y8N/E+pVbEpEF5Sbv\n/8BUl3fsB/lSj2F9z637mrRW1ZWYJbI3EUjY6oBaEYvHsWf23SISLgqkxsNdD09hDpK7RCSwkEwK\nKYREavKagh+BpNROoH7AQGUH8ZFSW0hOpZRQMetjIXtX4AOzgkTKlWpGlBW48nOy12KTzkRV4QOT\n7B+GqTtSqFkYi00MrqhMI06F9zRGXMQ0aagEXsWUO7dn5ea1EpGO6+Z+d96O9Ss25+dkJyr82499\nrdTogw24DwImuUFXwuH62W5YX3M0Lk8KW4Xu6X7viRH8BVh48JSvjl592FdHr5k89H+nLcEsK99j\nSooWwLfLWZ65mMUCTHQEfB+qXiXVHnuOzHTHcQAw001YuhEQOg4gIg0wMm66eykTG6N41fG8v4P3\nfleM2J/i9hdMBfa972/UzR1HWUVFygP9/a+1xexygeflOGB5fk72Ct9xdhSR00QkUFG7F9Tsb88D\nZ4vIuZG2D7L/HEzJNQCzgByBVRZ7ToMrA4NZ8H7A1CPHUQkLnqqOwdRZF4hILKHVKcSAKNVSb2L9\nUbjKrV9j45krw5FN+TnZRdg1msnemXvBtt+M9fm/ysrNC1nBLgRexcaVseZSlWAT++bAFTHeg9ux\n6/ZEEQlXuTBcG4Xu89sD58fTRpA2dwAPuTZ/n4g2qwtqtuK/Y4sq+7zinOvjXsQskRGD+/c1XF/9\nMKbOG+as6Pst3OLX/2E5vcOcNT+FFCIiRUql4EcwUkqwgb+HAmK07zkko1JqBaZ+aOd7bQFwRFZu\nXmAQ52ygQ5gqaXOx8xWVhc9hPNAzKzcvIeclPyd7ATZh+00sA74Uqh+uKuPrQJ+s3LxKBeDn52Sv\nxwbhg7Ny86o858HZcx/ZtXV9wffP3TgRmD/93/cdOPGpPx1aK13GxiLpF5FnxVeu3vdvm4j8021W\nJaRQGPTFFJRNMMKnqtASI2+2YKTiRiynbwFGlP+ArQZ7KqliYObSQ7d3+njAsncXsagb1ld/h6mk\ndgM/bmRjr7Ws3YKRWv3Yd9a9QmxS3A3rZ+dgdumGmPos2D5plJNOvYDVPkVXb2Cem8yBnYONlNtA\n22Nh6v6/UX9M3eYP1R8IzM3Pyd7ie20Q9myb4b3gqpn2xyb3iMgB6enpYzEl2hhgQXp6esTrW1VH\nA+8DV4rI8SJyrO+a3us6D7L/95h97o/us1djk9mgHxfiGCZQXh0p7oBlVf0II0QuFZFQVeJSqDw+\nxO6Fs4K9mZ+T/RM2frgoVASAW6B4GVN5HhdsG9+2U7H75g+eEikC8rExz3VOsRgVnH33OaxPjUiA\nBey7cuuqhe9PfvG2XPz3YEZGNM+YLzGy/88BVtiooZZb9S4WnB7V4mOUbb4MnFXTM4fUKna+B1xS\nTeqYT7Dr8rpkVOc4YvM+zOY9QkRaV/MhVSl833cd9n1ruk01hX2AFCmVgh/B7HtQkYQKlSm1g9BB\n55CESikncV/J3rlSdTClgR+zMIIu6MPOkQrTiI2U+gabrB0fwz6R8B42OUt5uWseJmCD7bAr21HC\ny4u5MQyRmjDk52TvnPT0tYfr1qWt3vwz/PQkvPlnaFCHUzPSGBlDUzlULFXv/esBDFXVr/xWj6qG\ns1X0xAjnXVg/UFXIxGwm9dxnNcOCeutifc8S7N7+AZvUzcQI9UbYhLI/prZbgZFSUxQt+omfDtrG\ntqlutfZYYIGzJFclumIEUjHleVI7sb9lIXadB6In8LOqrnHXfy9cDpP7O/TAqaIc+gJT3OQbjHAr\nwIUXuzb6A99527gJfE8q5lKBTZAnuX7cQx/s3H8DkJaW9latWrVOHTJkCLfccgtDhgyhVq1ap6al\npUVzfb+OTYxvwchC75oOdp3vBVX9AsuJGgs8rValL3CbsDZYZ1V9EThfROJWM6jqO9jk/A8icnq8\n7aQQGk4tNQY4K0w11ZHYvR+yAmp+TvYsjKS+3JGs4fAiNkaLqATyKXIPIUZlTH5O9rfAROCPseRS\nAUx+8a+X7dm8uvlNjzzNv8ZP5qZHnqZu/fqnpqWnh70HnXLyn1jo/3mxfGYA3sEI7ltFJGoyLgJG\nY+fjRknOKnKxYCSmBrpdRGL621YW7m/8nPv8u5ORBFGrcDocW0y5T0QCiyrtV1CrRjsMG8fcJyJJ\nNQdMIfmQIqVS8KMIW333K6Xw/Q6hM6WiUUolY4e0jIqk1CJstTlQFr4aI9bC5TNMATpm5eZF9T3z\nc7K3u30SaeGbiT2UL0ippWoWfCvbR1DJwHrX1pPYPXlFpQ8uAkSkY+GewpOeuVzlkkHQ+kC4ZBA8\nfQXpxaX8OhqbBYCqbtC9S9V7/zZU9fcIgq5Y/9cQ8IidqkImRop3wciv7u5nJkY0taW8gt3RWN/R\nD9i6dtbXCzECZhJmcTkC+FaQw87jvBWP8ugrjpyscuues4d1BWb5LImeXS8TmKMW1B+IHpRb9Vpi\nE0gvHLwzRhBNBcjKzWvptpns278fFf9GHTDl1CTfNn2wIPUyUiorN681tggxIeB4jgOW5OdkrxKR\njqWlpb/Ozs5Oz8zMpEmTJmRmZnL66aenl5aWRry+fTkbM4Hb3UtBr/MwbXyEhQpfHW9lI7Uct5FY\naHNlCKU3sWqXf0pGu8x+gg+xDLmgVd+cgnAcVnU32EKhh1ex+yBsmXZXxfcj117EybJTa32IKbNb\nRdo+AP/CvlvUFnMR6VhaUvLrq4feL8efOYTmLQ7j+DOHcFXOA+mlJSXR3IMr3PFeICItYzxer41i\nzMbXkigqFkbZpves3o7lS8Wl5EoGONvWI9jC7k3VkC9VjGWI7cEq8iWqkFDC4OykQ7HFiftcBcr9\nFi63bSj2/B6RbFUSU0gupEipFMrgJrL+inseKRWNUiqaoPMmSUiULAUO947LlT1eQUCulDs3XtZL\nKEzFFA2xVNgYj9kCEyLldcf5LjaJ268DFfdH5Odkz8FWti+NYmU7Uls/Y2G3p1fWEhgFjgA4vlPF\nF08o1xXW1AyFvljfdjBVaN3zkTezsXt3NkZOeXlS0zD14yKMRM/ACJm+wJQf3334CMz6NwnLHyrG\nSKuB2OB3Gkba1GJv8iXRaIeReLMotyTOdGonLyurAkTkICwPzyOleuHsie733tiigEfaePbFGW7/\nA7BrzE9S9ceeV7N9rx2DEU3+kPdB2HPPsw16iqq+OOse7vpu27ZiNEa7du28/0a8vn0TptXAvXGu\n5L8GfE7lKhu9TTmhFNeCiJtIv4Qpt24UkUSqfVMAnL10DJYtFYp0egez4w4J8T75OdmrsL/TBVm5\neeHU7GBK661YtdRo8A5WBOa6GDOiNlGeSxVtztMRAF36VKwN07XvAO+/0Txj3sVUKpXJVlsGvAWc\nlyibmFOUPIQtPPwhEW1WF9zi0RNY/xtSxVeFn78NGAEcihWISLY5h0fU3IMVDMjd3xVEqroWI6YO\nAe6pycRrClWLFCmVQiB2sbd9z89s7wAaBhmAbAfqhqoGg00ohPDEVXVgKcbgH+J7zctwCcRs4MhQ\nZIELAF1EbBa+ydh5PjGGfSJhCqYAS4XR1ky8iqldshPQVh5GDtwYKnskQVgM8L95FV/8am7ZfxdV\n4WdXJfpilexKqWgdSzTaYErSnRhxtBObbK7BAo09csrLk1qNWf3aUm7d24GpqI4BZjiL1yBgsst3\nOA6Yvw+se0djhNF8KuZJdcD62r1CzjGVlFKeNdUTmOMWCcBIqam+APO+wCzf+/3c50z1tTkAmOxC\nknHZN30Jbt373tm5PfTBVvs9VdligOXLl1fYcdmyZd5/o7q+ffaNImzVOKrnoYi8IiIfuu//NOWV\njTpF2DXYMXiEkkduxVUB1rXzLGZL/IuIHBNPOymExYdYfxBKLbUJq553VoRsyrfdz4vCfZi7n14G\n+nvVVCNsXwg8g93zsSrm8rFn03VRLsAsBpgzZVKFF2dPLqtXEPEeVNU92DXbgwg5WxHwETZOvCVR\nahxVXQy8AJwuIpU5tmqHqk7CrssrE5W/FePnL8cUW/1J0mqhqroeI6YaY8+CcGrHGg9H5uZixUz+\n6ir0ppBCBaRIqRQC4SelvIwpPylVgLH7gWGY293PUCtxW93PZFsR8EJyA3Ol2gYZKM3CFApHhWlv\nCtArSFB6ULjKN18DJyZKReZTS/XMys2LyjaVQvLArWx/ClwYa+ZGkLY8a0AzKhFwHAmquiAjjU+v\ne4WSN7+BFRvhzW/g+lcpyUjjUxfoWqPgLB4tsXt+jpPdVxUyMSKnIdZXHgxsbftzw3b3vN2r66Vf\nHnkoRjufNVwAACAASURBVOhPxQgTz7pXjBFW/TGCuwE2QfzO5VW0x6ru1cfUR1UdcI77/AWOCOsG\nLMzPyd7lvuMugk8ee2El23c48igTp5oSkeaY+uoHKFMxHc3e1r2yv5GzH7WlYoW9TOzZ5rfuHeba\nDmbdW+iqpKKqC0Tk07y8PJ0xYwZbt25lxowZjBkzpiQtLS2m69tnZ2iEWUxiWjX2VTZaiFU2ahPL\n/q4Nj9z6DrMMxVuVzOtfJmA5MrEsyKQQAW6hayxGOoWatH6IEdQhs51cRtV7mGr2sAgf+w1GHF8T\nZpHR3/YMTPF9ZbTRBW4/7xpsDlwcaXtVXZCWnv7pCyP+VvLVqA/YsGYVX436gBdz7ypJS0+P+h5U\n1anYd7w6XiLA3YOPY7bIRD5XxwL/A24QkUh/p2THq1j+1h0iUuW5loFwBSJew+yalYpDqCqo6iqM\nmDoE68uTzm6YSKjqbEwR2B8LpE86FVsK1YsUKZVCIKKx78HeuVLehC3UJNojpZKtAt9mLA8rkJRK\nD3gN7AFbQHhb3BTs3ARTWoXCf7FJaCLtdhMwNcU+L8+bQkLwb+warLTazWWFvI7ZQKrM0llcym8L\n9vDZpc9Cmxvh0mehYA+fFZcmJnujGtAXm+xVqXXPIRPLguuKWdJ6ANMP2VL/uMM2NiiZ1XZzG6zv\n2Y1N4qa445s1bugZjTBi5Xv3GhjZMBALFfcIrCq37kWRJzXLTegC9+lOuX2uM7bo4eVJ9cJUVJ61\nrwfl9kVEpI7bP7DqXpGvDbDzsRqrfuRhEHZOyxRWvuytr33boap3FxYWbvjoo494/PHH+eijjygq\nKvqstLQ05utbVVdjFpP2GJkT01jMEX65wAZslf2gOI6hBHgU+/vcIyLhFlvCtVMKPIadw7viJbhS\nCIkPsHs3aCaUy6b8ECOcwllCRwGbgMvDfZgji54HWhCi+l8QvITdo9Ha/rzPWoWpuIZk5ea1j7R9\naUnJb3fv3PnZk7ffwLUn9eXJ229g986dn5WWlMR6D76I9TGVqUS5CiNezhSRhNjjfWTxJuDOmmxz\ncrmBD2Nj/uoiID7ElJw3iUgsY/J9BqcgGobNN+5KYIB+UkJVJ2P2zlOpwoXSFGomUqRUCoEoU0oF\nyZiC4BX5wIgdiExKJZVSyn3HpVQkoJZiCoRguVKzCZ8rtRA7F7GsGM/ByqaeGMM+YZGfk12KlSE/\nJlF5VSnsO7g8kfeBM7Jy8w6JtH0U+AQjPW6KsuR3zFDVzUUlehp235wOdCwq0dOcMqQmoi+Wl5JB\n1edJHY3ZQY50P48Afmy8s1b3+nsyNs9qu6k95blSezC1UealXx5ZcDEXn431V1Mx6948Vd2CkTBT\nVXU3VnVvXn5O9vqq+h4OrbA+fiamMmsGzHKTq8748qREZLyIPIFVTDofeExEhgE9t69dWjRu6BmL\n3GSvN2YFTBOR0uXfjboIWDVu6BkdRaQUuAY4BRgpIp+LyEHLvxv12/8+fMmx44ae8bOIvNW4ZYd6\nGFE10VetD4yUmuJZ90Tk/C/u+82sz4afc/a4oWe+KCLjfKv857hcqM3Yc/D70tLSu/zXt4iUisg1\nIvKJiBSIyBwRGSAiR7jvu0NEJojI4ao6H5u0/Q5Y7vb7ye33joiEzP9xE7wbMaLid8BcEbnU935T\nEXlLRNaJyE4RmS8ie5ERbuL4IPbMu1dE2oX6zHBw5+VhzH6ZIyJd4mknhb3hU0udE0YtNQq7JkPa\n89w1/jo2Jgi7OJGfk70Ms35fnJWbd0AUx7gVI6ZOzMrNC1pBMgw+xHI8b4ikMFfVzSXFxRWeMSXF\nxTE/Y1R1I/AGcFolyYrRWF93c6ICnJ3F9yGs/7wmEW1WF1R1DUaynUDs9s5EfL5i9tLFGPHefF8f\nQzRwz4JcbByw31vbVPVLrL84X0TOre7jSSF5kCKlUgiE374HNtAJzJSCvUmpSEqpndjEKdmUUmAD\n8nbeL64s+BL2rsAHZuHrHErW7sggz2ITFdwk6b/AsZUNtw7AeGwlPaWWqpn4GCM4K72a5K7Lf2Aq\nmyrNWFDVhao6tiZa9jy4CUZXLKdolVsVryocjqkrd2O5e6Xu5+6DttZrnFEiy4oySo/EVD+9MWLn\naCBjyMT2fbrQ5XSMDFAsi+lbN/g+CrPuNXD77QvrXjdMXTaPinlSR2EZWT8GbH8ZZvn+HPgrMHTV\n1HFnF+/ZORv7PumYMqpMyVSnYbNOVMz3uhnr6wYAbSQt/YO1P3514uHHXzAMm7gOLi0pysXIsjI7\nX1ZuXgtMqTQBwNkdRx569HFz+1/96Iugx2MTZnFKpv5Y8HR/yv8OY4JYgO7BFBTdgblYtbvngPvd\nfoJN1LxV4+8xVcr1WI5cFvZ3fCbMeb4Lu4+vwojI+cDLInKKe/8+oJNrqxPwJ+xZsBccaTkcWxgZ\nIXGWpXcE1wPuWO5NVmVCDYWXLRVKLbUbs+z/KoI97yts4ewPUcQFjMSUlldEeYxfYgTNn2MZx7jx\n1lMYER+VMitBz5gx2DjvunhJAEd6/AMb98akEovQ7jKsQmFWvMUIkgWq+j+sSuQfRWSfL5A6VekD\n2HPpbqesTTqo6o+UW9tu3N+tbar6H2zh9UrfcyuFXzhSpFQKgdhJRVJqJ8GVUoH2PY+sCkpKOeJl\nC0mmlHJYChzqclc8hAs7r42rBBMCU4D2Wbl5sZR6HY8RfQnL5HCDvQ+BE6Ip8ZxCcsFNNN4Ejk9E\nNpizSrwJnJ2VmxdzQPIvDJ5F7ACq3rrXHZv8NQV+xrKQVgKHt9hcP21joz1bMSJjHlaRbzLQt3FB\nrTW1CrX+VKYeiFXd64X1Td8BAwUpdtv2c9+lqqvugZFlixzREZgntR0rwODHj9jEcJKqviZp6dO2\nrJjXbfeW9bOw73w49vwpI6XS0jMaUZ4npdgke7SqzgBe0tKSQV3PuWlm22POfkdVJwDvlxYVZmFV\ntxb4PttvbwQjhtLbDjo3o3HLDmNUdbaqPucC47u6bR91E+L5wB/dsQXmlbysqh+o6iIs+6kd8Kaq\nfu72e4KKqtjF7uda4BBV/Qa4AbgoWIU+pzr7G3Cla3MycClmS/yHs3+0Bqap6jRV/UlVv1TVvMC2\nPLjqX0Ox5/198SoKfLbCZRjBFdGSlUJkuEDzfMKrpcZi13jIRQc3DnsZW3ALG6adn5O9A8vkOSkr\nNy9ilTnX9jNYYYawgepB9p2PqY5+t6/GKs6++gzWx8RdJU5V12EB5aeKSN9I28eAz7Bx4XXVQeYk\nGM9j/dsd1UEKOSVdLtYv3pyshI/LwXoMOAm4NlmPM4F4HSMsbxSRftV9MClUP1KkVAqBCLTr7aSi\nKiqofc8pMQoIHXQOZuFLRqXUMvfTX+97IXBYkAHgYkzREM7CNw2bLEVdsjs/J3ul+8yTo90nSozD\nJoMhS0ankNT4AptsXpmgIPz/YNfZTQlW5e1v6IurKIoRPlWJbpiiphtG0vTAVdtru67hrrmtN9fD\n+qi22DN7KtC3+9LmyzawocliFhdixNkAYJmzTAy8i7t2K/q4lHIcMDc/JzuoUiZRCJInlUnFPKmZ\nvup5HmZhRNs0gNoNmuwu3Lm19pqZX81273fGnhtl4ehaWlqILQ744RGHP0t6RnHDg9tMdxN5MKKv\nBfBdCOueV8FvRu0GTad999zNp3w+YsiVInKViHjPqxMw1eJfRGSBiGxxx9UAq5zoh7+64M++7+l/\nra6I+Bd2lmEWrBtEpDcWxp5O8KIaHbBn9Gcisl1EtmOqrVaY5ecWTJl1sYhME5GHo6mMp6pbMZWX\nUIky5T7l1WrXTk2fUCcL3sdI56AEiiuaMhJTXIdcNMvPyZ6F9WmXR/EM+Ax7XvwxKzcv4nzBLXy8\ng2VEtY20fQDewO6p6xJV9CUSnNJqDPC7Slq7PsP65RskyoqaURybAv/EFIx31uQQbFf18GGsH766\nmo5hCUb4HAtcWB3HEA2csuwZTDWblJUDEwXfNe4V3Ag3r0rhF4AUKZVCIMLa91wuQSF7K6XABu3h\nHsjJqpRagUl7A8POwSYAZXDlxecShpRywaPziF31NB7oXdmKawHHsgcjIk6NJhsiheSCI3tfwa63\nSqvofDa+Q4mi4tEvEY5c6YOpP717uUrgMlSOxsju1hgBeQiwsP7ujI4Hba1XPLf1loMptwQvx4j9\npifNbLl+E5uaLmbxbKxv7YdV3WsGdDmZkzftySjZrWn0ZN9Y91pgyrJZwGHuOGe6ydRR+PKkfGiC\nqbimAdSq17BJyZ5dOzYsmOxlEHYFfnCD11qAFO7cttCpQMEIlB1Yn0xaRu20tPQMwWfTq9v04GYi\naRnARO81Fwh9JD71mKqWnnjHm6O7nn3Dv0uLC6dhaqX5Tu0zCCMNM93rx2AKt00YUeBHke//Gua1\nwPHXs5hq62+YrTAUvGfv6e4YvH+dMavVsZg6qw02CWsBfC4i/xemTTsw1Q0YMdUQGF6J6mQFWHjv\nJuB+sUqWKVQCjmT9FFNLhcov+hJYhSnnwuEVzModViE0bugZx48besZNhTu3dQQGR3moHwBrCEMu\nichSEbnR/5pTVP4TI+VPjPKz4obLfzsLI8N2ESdZIiLjgb9jVShrYQrKhMARvA9hz4SEtVsdUNWf\nKLckhlXpVeExTATeAi4RkYHVcQzRQFXzMUXjBSJyfnUfT1XCKRb/jo2zckQksMBUCr8gpEipFAIR\nSEoFKqfAiKpgg9XthCelklIp5VYYV1CRlFqJffdQuVJdIqwcTgF6uvLm0eJ/2D2Z6Af2WCwc+ZwE\nt5vCvsFUTEHz+0hBsNEgPyd7BVbd77xE2AL3Q3TA+qkGwJTAanEJxhFYf+t9RjqWw5TRclP9uhkl\naUUrm+/IoDxPyqukt6PX/GYsYUndneyciBFbDTCFzQBA+9O/eP5hW9LZt9Y9xTKk/HlSXdz3CsyT\nAqtsuAlYmZWbJxl1GjQp3LV9AxYwD0bOTAWo1/SQQYiwa9OaQJJwugvapmnrTm2MpypXt9U/sGUr\n1dJSKqqrBmJEkWcDxC0G9GiReeI7qjocy3UqxLKeGmLPhydVNV9V57r9o1FXBKrDgqENZnv6P0w1\n9XfsmpgfZNs5WH/eVlWXBPz7BMurOh0YrKpvqOplmHoqqtBkVxkwByOuh8Zrt1HV7RjBVYARU+Eq\nw6UQHT7A1Juh1FIlmEW7d7gwc6doGgtckJWbF07dPgFoUbt+43zgstoNmlwrImFDxd146hmMJP11\nuG2D7DsFGwddnZWbV9ULmIcCYx2B+gIwMJz9TkROcERW4Pk6F8hR1U2YQvF4ETk2UQfpyJxngVNE\nZJ+HhScYn2F/3xviza5LAN7BKqvemsz2YlX9CKtMebmInF7dx1OVcLbv+zEyO+5cwxRqPlKkVAqB\n2AnU861wBQadg61MB1NKRUNKhRsAVScqVOBzNo+FhM6Vqo8vHD0IpmCDx6irELkKNj+Q4FXC/Jzs\nAqySzmmJVGGlsG/grsVXMCXNqQlq9kMsy+fmGInTXwL6YkUZGlP1eVKZmB34QEwF1REjIrpsr1e0\n+Ktuq79b2bxgM+WZUx4pNXVZ6ZLeP/FTkTvGYzCbx1JgkCA/NqDBoTPabzwQmJOfk72xir8HOMWX\ny2Dy8qR2u++4CVNwBOIgLPtIgfaSll6rcMeWjU4hMBcjCHeIyAlFu3c8CLBh0Q8eUdMEY6DKQs8b\nHNT6CIyAWum9VrfRga1LivYUuAm7h0HAD06dAcDi8SMvnzfm+Y7fPXfzDmc5Ow8jnRphf5sFwKUi\n0klE+mOT/51RnJdgapHA1/Zg+T1HYRO3Xhg5tSdwR1XdATwKPC4il4lIexHpKSLXi8ilqjoOu6Zu\nEZErRaQrRmLMieJYvc9YBtyLkYJ/E5GghT2iaGcrcDdG4N0vIrHkLKYQAHcfe2qpeiE2m4D17ZdF\nsMH9G5sDhMx/UtVil5n0GpBxSJdBA4mCZHUWwc8wi2CsCu3n3c8qsXm5zDVUdZ0L5wdTkk7DwrhD\nkbCCffcK51RVtzhiC4xwmQj82Wf9rTRU9QvsfP5JRGK1RSYNfNXwtgC3xduvJOAY/oGpknOcsjhZ\nMRIrePOnmh54Hwlu3DAMm3OOEJGUs+MXiBQplUIgdmGr2t5ENTDoHKzTiIeU2kISKqUclgJtAwZx\nCwmulFqIDbLD+Z+XYhOxeCx8nasg7PNjbDAVVXWbFJIL+TnZi7AKjb/Nys2rdLaEsz/9A8ugSdp8\nhWpCX6yvKsZI4qpEJkZye3lSmbg8qZ+b7Zr4zBmzS3fXLpmGWVoKMOKpPfB9AQVHr2PdeqyvGYCp\npBoC3frRb2ZxWmmjeYdtOZR9Y90D6w9nuz7U+z7edwyWJ5WOEX/T3e+9VEtLCwu2eNa9sRi58hXw\n2BEn/fZrFN3x8zKv0qsX1j8DICs3L61OowOOKC0tLfayo7Jy81ql16rTpKRwlzdpJCs3r7nbt4J6\nrGmbLl02LZlee9vqRe9gxOAI4HagmTuGK93/p2KT9Cewv4cfwSbs0by2ECOKx7if/8XItmHBsmRU\nNQcL7r0TI5vGYuqopW6T6ZiF8nns719MjHZdVZ2HrV53x7K04hovOgXJPdjf+/5ETtZ/ofgAU1eG\nUkspFiDc5fPh564MtMm5nLGh+TnZW8cNPeP8JV+988eM2vXGiEiBy0s707ftCSJSOm7oGSWLvnhz\nxsopYy8DmjjFUImIDA1znK8AxTvW/3SziHwiIjtFZLGI/DZwQxFpIiIvisi6cUPP+Om/D19y1OZl\ns8/Iys3r7d7PFJEvRWSbiGwVkcki0su3/yARGe++wyYRGetlornXnxKRx0VkPUbq+e17YErFe7A+\nbKaI7BKRmSJyvNu2LWaNBNjsvvvLvvYfgzLC4y2sP17tjmeMiJTFQIjI5SKyWUQGi8gclws3VkQO\nCXMuwaxva6j5+VI7gUewReArqukYPGVOGlaRLynzNd319BJGSN4cTTZgTYZbxBiKWeLjto+nUHOR\nIqVSCIS3cuytwgUGnYMppULZ9yIFnTfIys3b56sjUWAZpmzyy0YXAM0DV/pcrtZ8LO8kKNzAcAo2\nwY0Fk7CJ2Ikx7hcW+TnZ27DB2JlhVlhTSG68gZG+5yaisfyc7GVYGfHfZOXmJa2MfV/Crc51wCbQ\ns9wAukrg+sEu2IrtQVjlrIYY0XEAphTqTHme1DRMQVPaZmn6jBWsOGAnO7/H1FUHYDlKAwB5gifW\nbG1Q2Gxl84I97APrnrNmHYSFfLeiPE+qAXY+g+VJDcMIlTJSqt9V//eslpb+XqxEeyvgNlVtOHjE\n6H5tjzm78eARn1zqgmDBnlEPumB3gKPan3DhxlOHfeTvc4/pfOaffzzlnvcz/a9hJE2ZCi4rN6/J\ngUf0OGzg9f+8XlUPVdX6qtoZI9bqAP9T1Rmq2l9VG6hqJ1X9UFXbq+qTXjuqmq6qo3y/L3ev/eh7\n7Sv32jb/yVDVf6lqK9f+uZjCqDVGPF2tqkMCtn9KVbuoal13zKe7yn2o6v3u/N2OEVwjVHV5kL9B\nWKjqdMxSOBC43uWtxQyntrkb+5vdl6gw6F8iXMGCccC5YZ7lPwCz0+vUDbZ4WAHLv/24Y5tjztqC\nEcljgLcCiEMFKC7c9fc2A876Ji2jdlFarTqHYGOlR8Mc53bghdkfPXFteu26R2LFAs4H/oz1FX68\nj6lFs4BehQVbv/jhjaF992zfdItbhHkLi1jojfWBD+Fy2kSkB/A5FqswALu/P8b6cA+XYarDgYTP\nZmoPbAZOw0j+T5ySZgWmnARbqGwB3BSijaewc/YDcCO2GDjG9Wke6gN/AS7B4hraEOZcQllY+EOY\nejPuezEZ4ALmXwXODmeZrOJj2IgRU4eTxOfTEVNPYwq82931vt/CPStysOs8J1kJwxSqBilSKoVA\neJMwb7ATzL4XSim1LcTrHrwV8GQMO/dWmNv5XvPCzoOppWYDR0eQx0/BKvhF7Y92weQTsDLMiX5I\nfoRNsPZrf/r+ivyc7HXAJ1hlo0RJzt/DSJGbk5Qs3tfojT0Xm1H1VfeOxO5HsPyluhgh3QSz69XC\nJlaejdgjuee8+MppBw5hyOJHefQNbCK2DSN4BgKz+9O/6eYGe5qua7rrB18VuqpENyrmSfkLQgjB\n86R6YNUCt7jJdWdc4DlmY2uAy5NyvzfEWfWcUqA7Fe2V/bFnjD+H6Riswl6h77VBwDRna/ZvB74w\ndIcTgHmq6lXRQ0Q6ishpIlKleWyuWtT92HmKedLkJjNPYoTg3fEer6p+i6nCTgWurAQxtQZTozTF\nqvKlVsHjx3vYGC072JtuUewNSUuv1bRNl7ALDvWaHvz+kb+6rNHgEaPrAndh99le5dmXT/zP7m1r\nFo+TtPS0X+V80NnZ38KS9p/de87qrSvnH9z9wjvnDR4xeqaqTgP+gG9M6fKX+gAXqOo0VV2sqreX\nlhT9vHLquM5YBbI2wOequtC9/4GqelUubwMmq+oNqjpTVeer6nNOoedhoare6fZfSGg8gvVBpwF/\nwvqTP6hqKaZ8B1jvvvv2wJ3dPXYm8FtM8XgqVhjhMCpmemYA17rvOx0jHU4Jdy4BVHWl2/YEjMCr\nyRiF9d+3SOUqH8YNVV2A9W0nkcQVqt3193dsAeceEelczYdUpXA5asOxBa07AgjdFPZjpEipFALh\nKaW8QcNOoHbAhDVs0HkYMiVpSan8nOwtmGXHH3a+ATvmUGHnjbHV6FCYjq3I947xcMZjtqpgeVZx\nw+VRfIHlUaRWH2om3sWuqb0sEPHAZ+Nri61i/9LRl/J+qqrzpLpjfenBGPHUBVMa9XA/M7EcptYY\nseO99z02adyJ9UPHYARaPff+xB11izqsOrCgdmma7ouAczDyabmbqAXmSa3zkzpQVuGwB+UkVCZG\nwHl2yd7Y82SR+70vRrx5E8ruGGnn/xsNAL53FSbJys07COu7v3Wf2VpEtn+eO+Qv44addaezzWwX\nke2fDz/3422rFy1xilLvGBthqoz/ud8PSM/IGIuRXmOABekZGWOrMpPETVifwCasMZcHVwuAfwhT\nAg8XkXDPq3DtfInZh86hEnZfVV2BEVOHuONJqXbjgE8tNSSUnTs/J3t2aXHxnsaHHdknXIGMbWsW\nf4LdZ38YPGL0Luw+CxpKv2X57J+0tKQY+EM0NnItLe4MFDY/sk8J7pmlqvOxsZaHTEwBvMl/T2pp\naesNCyYvA86q1+yQ14CXROQzEblDKgZU98DGNeEwNcL7HiZiFQC7YETFFIwsjxadMAXX95h1djdw\nOdZn+NvZ6XLbPKwhxDkPhKp+haner5EkDuqOBF+20x7gr9VFPDjl7btYoPheZGyywPXlD2LPwHtr\n8t8+Gjj7+IPYWOCGZFWypZBYpEipFAIRzL4HFdVS4YLOM7AV/2DwBiLJmikRLOx8AcHJoXmYuiGc\nhW8XpqiKNVdqJrYqd2KM+0WDDzBSsKZXcflFIj8newdWkWVwVm5e6wS1uRizT1yYlZvXLhFt1kSI\nBeD2xCYVy5yMvCrRjfI8qdmUk1JdMbKmN+XWvUUYcVgbqxg3wL3XAluF/xYjqjKAbx8/+8e1Hw9Y\n9hN7K3+qCl2BWSHypIJZ91pjlkOPlOoFrM3PyfaseH2AH9wKsff7VI9wwlRRq9QqxZGVm3cYdh78\n6rYBGIHrBaGv7nb+bTf1v/rv45u17dIfI7a6H3RUv+P6X/vY1w0PbjM24BgHYWOkrwHS0tPfqlu/\n/qk3PfI0/xo/mZseeZq69eufmpaePjLKcxQUqjpcVXuFeX88ZnW5QOKowuRC40dgtqQR8aoSVHU0\nZiG+xJ87FEc7y7DckNZUorpfCrxPmGwpgJLCXdvSa9VuCpzse7liYQsL+34ZG+cciykeQ84NSouL\n9mDjv1jIyX8DZ4ewiTcEVmN9RXffv6MKC7ZeCyw57paXpHaDJt2A0e67zBGRs93+u4K0GYiCyJsY\nnNV2PJYhF7d6WK0gwZMYaRYYa1EUuDnBCyKEwguYpfBOEQl0MtQYuEWMR7FnX8jA/X2AN7Fnx22S\nxEHyLgsrF1usyhUryLHfQlWnAo9jizIVVLoiMkxEpoXcOYUaiRQplUIgAkkp72EeSEqFUkpB6LDz\npFVKOSyjolIKjJTqEKj+ciqAhdgELBymAJlZuXlRD7zdxOu/wPGJtlS5Sd//gPNSdq0aizHAemwF\nNlF4G5sY3BRuVX0/R1eMUK9y655TKnYG1mITlp3YBGgXNmlci6tMhxE2nnVvzRe55+0GjsAypI7B\nVuNnYNa9+aq64Zuua4+a3Xbzd/vCuidWUa0FptpqhfXvM13QcDuMaAuER/7N9v3+g2uvGZbtMhXK\nFE/tMDLOU1n1YW+VVCHl+VRg52ZGfk72TgBVLWmReUKHRoce/u2mpTNnquoSVV3S85KhrRodeviO\ntIza3wYc4wnAdFXdIiIdS0tKfn310AfTjz9zCM1bHMbxZw7hqpwH0ktLSn5d1VY+zAr0CVYdbECs\nO7vJnxdKPaISmU7vYTbwa0Qkot0ozPEsxKr7dSCJg4aTGfk52euxAORzQ6mWtLRkzfY1S9djBTJq\ni0hj9h7jkJ+TPRPr866I8LGFoGnY4tY5Wbl5LSNsPw/I+PL+C37CSJTr02vX7UTFhckfgEOBEu+e\n9P7t3LRmA5bR1ObEO97qrqpPqGoWdj/83u3/I1FY36KEd2+9hCk3j6W8aqVnAQ73fJyL9eP9AVT1\nB4zUboc9XxMCR048hJ3HGq0iUdXZGCl0oYhkRtq+io5BMXvcGowoT9Y5ir9K3WaMmIpKYVdT4ZSB\nz2Mq3fMC346lrYDiBgmBiCyVgGISKcSPFCmVQiACSalAOx8YKVU/Kzcv8PrxSKmgYecu12MXya2U\nOjgrN89PuC3ESLZg1fBmA10jZD9NxiaZsT5sx2PnsWeM+0WD9zCp+AlV0HYKVYz8nOwirLpS/6zc\n8xCU2QAAIABJREFUvHAVIGNt8x8Y2ZG02QpVjL6YskaoeuteJ6xfEGyy0xhTRx6GBZ63cK8XUp6l\n1BeYXFK0px+W2TSVcsVUGkZeTcjKzWuErc5/XcXfwYN3Dc6iPE9qHuWEfbA8qZ7AHFUtdJl7LSi3\n7vWiPCgYjIAq9f3eASMOA0mpaS6Tj6zcvCbuuMqUYlm5eU3da4GWxuPcvmUZMU5N1BWrugd2X9Cl\nT/8KO3btW8YPdaAK4SZNL2Lf57Z4MkVcsG8ORhoGreoX5XG8AuQDN4nIwFjb8LU1F1v174rlhqQW\nSWLHe9jYLJSC7ssNi37otG7edx1WfJ93Laa4Kw6x7atAc0lLrxXwun98swxo+OUDF27YtWV9QdGu\n7eFCw73MnvziPTufnfnBY19tXDy9d0btuu9TrsBHVT/HlJ7/EZFTRaStiAwUkftEpNe4oWesmvT8\nXxr8PHvC9W0HntNXRAbhsvVcEw8CfUXkGRHpJiKdROSPEl9J+etE5BxsvNcQG/t5fchyrF86U0Sa\nB8tEU9VFWFbSC2IVAbtjhNkO4KhEkkcuo+0JjDir6Tmh72PPib9WFyHkFKX3YTmPf0vm/si3yFCI\nVTSN51qvdjh1ekSo6ifYwunlIjK4ao8qhepEipRKIRChlFL+B3Cw18CyCCB82PkWklcpFWvY+Sys\nYky4Ur6rMdVDTBY+VxltGRVl9wlBfk72cmxV9DdBiMUUaga+xq7NKxMViJ+fk+2Vpf9toqyBNQVu\nstAX69s2U37fVxW6YSR+C2x1vRumiuoJTDt29qHZ3ZccuBqzsWzDJpLNMSKmP9b31KM8M6kPZu2b\niBE0ae71fYGjgRVq5Zy7AQt8eVKrHBlSBjcQPZpyVVNPjMjyFFW9gUWuPbDvNscXTN4Pm+TNhTKy\n6Sgqfl8vGyTQzqeYwgy374GYdSSQwDsOO+fetosB5kypKKCbPbmsqUVUMZyV8TFMvTs0HuuGqq7C\nFEptMetPzBMvR0z9E/gGI8jiXjhxVqkHMCLyL6lA29jg1FKfEzpb6kG0dPyP7zzce9GXIx/MqFN/\nNHYtewoD9bW1Evg0LaNWrVr1G/vbKtvGhd4/V7y74K2vH/v9xYu+ePOCrNy8SNXTrgBWrZnx5Wsz\n3n6ga7tjzytA0jYEbHM6puB+GctfGomFm/8MlGxbtXDDnE+e6bli0uiJ2OQ0D7uOPdXdYKy/mYSR\nzmdRTr6FUlMEe/1O92+6+/wPgEtFJMNZhYdhCqW1mIIr1PediikbJ7jjuAhTxiZUpaGqEzBL41Ui\nUqXEeFXCF+SdBtxaXcovZ9m/H3ue/DmZFWguyP8eTJl3n1NBxg0RGS8iT4jIwyKyUUTWiMgw3/tN\nRORFEVknIltF5HO/sk1EXhGRDwPafFxExgd8xlPu9fVYNpqX9/ixy5PbKiLvBFGAtQaOB/JEZBQB\nMTEi0kdExonIehHZIiL/9T+bRGQpds//xymmlrjX24vIf0Rkrfv876NVAbvv1hZ43LVZIiL13XcY\nErDtOSKyQ0QaOOK9VEQuFJEJIrJLRGaKyPEB+xwtImPcca0VkdedMn2/RWpCmkIFuByl3UTOlIK9\nSamwSimHrSSvUmolNoDw50ptwwZGwXKl5mKdXLhcKcVUDn3iIA/GA/0ClFuJwnuYKuOYSBumkHxw\n19XLGClxbAKbHold7zf9wgjLlhhBVB+r5BSTLDwOZOIqeGIE2OHAEmyAM/u42S1OOm/i4bVxWUru\n566pr+csoXzy5c9MGgQscYHixwEz83OyN1fxd/BwNDDblyflkUuh8qQ6YavR/jypufk52TsdKdGT\ncutebYyY8wcV9wOmqGqJ73dw9j6ALx+46N05n/yzbn5O9lbffoOw87LN99qx2DkMtGuegF0HHhHW\nAuD54XfpV6M+YMOaVXw16gNezL2rJC09/dMIFb3KICInuIFrXBMIZ9u5H1PVDY9nhdwd6/3Yeb0p\nnomXjyCbjtnv4q4G5XJDHsLsp3Edzy8c72FjsdMC31DV7ar6218N+6jtSXe+9dnJd79boKq9VDXX\nvZ+uqqN8u4w85Z73Pz7pzpHq3v/KbbPN1+Z1qnrQ4BGjMzqf8af3gKuzcvNCKh5cpbqzVLX+yXe/\n27bdoCHzBg8f9YKqPunbpkBVb1bV1qpaV1XbqeplqrpKVYtKS0suOunOkcedeu/Hnw4eMfoqjBQ9\nRZxtVlW/VtXjVLW+qh6oqqd7x6yqJ6vqrUGOK/C7KzBXVQeoaj1V7Qb8DV/lPFW9X1VbqmqGql7p\nXjvJ376qblXVK1T1AFVtqKrZqvoppqC6HPhSVSvct6r6sarGS8i+jC2o3hlMvVVToKqbMWKqF3vb\ntPblcczFKhyeilVSTFo4Eu0ebM41XCqfL3YZNr/rB9yOLX54BM372CJ8FvY3+gH4QkQizecCx1KX\nYeH2AzE7umD3RlNs7PIrzL7/treDiFyAEcI3YxlTHYHrA9pthKk9B2ILdwuAMb57oi+m+rwcU0J6\nZHpDjOQ+CVOYjwVGSXRFQYZg88Yc12YLZ698m3J7sYcrgHd9YwqA/8MqfvbAFtU+EVc4xSkGv8DG\nPr2w834w8E4Ux1Vj8UuadKQQPXYSnpTybqpARdRubMU7XF7FVsKTVtUGV4lsBcFzpfZSSrnQ6WWU\n21dCYQrWmcRa+egrzOITt0UiFPJzsudjE8YLAskySQUI1gjk52TPwpQzl4ebFMTYZiFmCegInB1h\n8/0JfbHnYR2qPk+qLnZ+N2CrfV7orQCaViJFzXbUaZBRkjYTG5x51r0fNi6a1l2QDHeMx2CWhyKM\ntJqQlZvXGCMb9knVPTcgbYURUa0pz5Nqjk3mgln3emDqryUu16475QRVR+y54pFQ3bC/iZcn1Rw7\nJ5N97Q3AlFTbALJy8+oNvP6ZiUeceNHz3gbuvGQS3Lo31afCQkQOw+x6XwVsW1q76aEbn7z9Bq49\nqS9P3n4Du3fu/Ky0pCSWSpgTsIHrtohbhoALUB6GXa/D45mIqlX1+ztGvl0VJzHlVfZbiNkB98oq\niqGtSVjg8YmYhSpFTEWJ/Jzsddjk5bwwlfjWY1mEQ5y9N1RbWzGSKztSXpRbGHkeG9ucE+WxFrh9\nBmTl5sWUjZafkz29YMOqb79/4S+vUjUVMPe65lR1KfAxcLGIhFPER4PXgXXALYlUBKoF1T+M9Zs1\nmtRV1WkY+XGpiHSqxuP4AsvOu0pEQhahSAY49etQbOEkRypXOOJHVc1V1cWq+gY29jhFzDLbB7hA\nVae592/HnC+xVm1eqKp3qupCt0DyK2xh/2JVna6qkzHi6kQR8SqX3wS8oKqvAHdhfdQeTB0OWEEQ\nVR3p2p0P/BGbt57g3vfUmVsdUb7Rvf6jqr6gqnPd9xqGLRBGVDU6IrUE2OHa9IrjvAhkeX2GiByE\nqUFfDmjiKVX9jzveP2Hz4z+4967Hir3kuO80A7gKOLkmqyIjIUVKpRAMu3AklJukFhOclKowGHaD\nlO2EJ6W2kLxKKQiowOewEAs7DzaQmEUYpZTDTMz7HUnmXgH5OdkbsUndibHsFwPexSZ4wR66Va0U\nSSExeBWbFCQsUyI/J3sutnJ1qatq9ktAX2yF0AsNr0p0xiT3GVhfejCWV9IRWNT+50Z96xalF804\nfGMJdh8uce9NBvrdzu0ZBRSMwMjw7zBlUV2M8BiATa72VdW9wDypYirmSYUKOZ/u1GidsGP38qJ6\nY8+QBe73Plio/0/ud3+elkfw9aAikdinbuMDS+s0OuB/vtf6Y+elzOKXlZt3MGbTCLTunYAtxkwJ\neF16XjLs67pNDuqK3W8dS4qLT3MD06igqsWagKqOboA9DAvDv0uizOYIaOMb4Dls8P2bOI9jD5YL\ntQYL3Y27v1DVrzFCPAu4uiZPrqsB72KkxF5qqYBt0oisQvkYszBHLKQxbugZbT+79+xffz5iyEhn\nTdnu+xeKeJ2I9WV/zMrNi0nZ8d2zN5xUuHXtIYmugOkQaswzEiPR/1iZa9KpHB/H8ucSqgRyCtl/\nYAsVCbUIVgPewvr/20UkXBRIVeNV7Dlze5SqmWqDqi4BhmOL55XJwwpcRFqDjU+6Y/O6Tf57HIs6\nOSLGz5ga8HsnzP5fVgjAqdW2YGMl3M/v3XvFmNJ3GdDSe+aIyMEi8oKILBCRLRjB0wCz4YaEs9M9\nKiJzRGSz+16dIu0XDo5Ym0N5H3opVtH5m4BNv/PtU4KNObzv3B0joPzn23PnxHrOawxSpFQKwbCL\ncqUU2ADdT0B59r1gD4xIpNRWkjdTCoyUahtgXVqIMfLBMjxmAy1cNklQOGJvBjHmSjmMB7pl5eZF\nXcZbInvDW4vIx+OGnjHh8xHnDp70/K1vev5tEbkcm+x093mkL3PvRfKUZ4rIlyKyzb0/OdlXmWo6\n8nOyV2Chwxcm2Ob5Bqbk2e9tfE5p0hUjLaa7iXZVIhMbcLXCyJzumA2qBzDtwG11BzXYnbFlYue1\nh2EETyeArSvnTwP6DmTg5oUsbOqOdxJmS/vJrZh61r0tVfwdPBwNrFHLt+gGLPTlSS0LVASJVX3r\nQMU8qa24zCaMlJqmqqVOwdkXmOwWPMBIqdnAaBF56pt/XP3GF7nnnzlu2JkvisgIt83A8Q9efPy4\noWdc5D7zhHHDzhq7evqXW7zzIiK3fz7i3Pm7tqwD+F4MfxPLmXgNO6fl1g1JA4SSoj3f7dqybo6q\njg1l2RORNiIySkQ2uYn6TBH5tXcsrl9t7H4f7373+lrv/23c+yH7XFVdjgXzdgFujlPtNAabBF4q\nIlmx7u/a8KpBbcOyTQ6Kpx3X1hfAM9i5vyxFTEWHALVUUKWEU0F9DJyZlZsX0vbpxiuvAwOzcvMi\n2TInN27ZoXe/qx4Z3ef3DzyF9WXevx4h2leMDG0I/C5C+2UQkY4lRYW/ujrnfkl0BUxVXe7sfHsp\nO9UCsP+Fjd8qFXfgFBHvYcqr9pVpK0jb32F/39+LyFGJbHtfwpEOj2AL4TdWVx+gZlF+BLNKD5X4\nK5buEzgi5z7s3vtrnGq8ooDfFeMJGmL5uJlUvMePws4RWDGSwL9VsMWSgiCvxQR3T36HLVCNEMtZ\net0d3w3Yfdod+9tFquz6d8wVcCdm5++OjcsqWxH2RcqrmV7B3iqpSGiILQ4HnvMjsfy9/RL79WQj\nhbhRppRyKAj43bP0BZsEbyMKpVSiwpmrAEuxzqiF77VFWOccbNDjlTSPpJaaAnSJgziYiD0oToxx\nv6DecPeAL/Nvt+p7+jVFuwtapNep/4nb7x2sk56NBbi3oNzDHMlT/hZmf+zt3n+IvR9yKSQe/8Ye\n/hckqkFXxexJbNUmqXMVEoAe2D3fmKqvugdG3szGrRBiAeYb3OevOGBHnVb1CjM2rGxe0JFy6978\nSc//5TCgYR/6FE1iUgPMwrINu8cnZuXmNam/O6PnXe/0zEDYV2WijwZm+fKkfnR9THeCK84ysYGr\nP09qen5OtoplKHSgfCW1FdYHTQEQqxaXSfnf6LK6TQ8+qPflue+gej1wa3qtOtcAfUpLisqIxcEj\nRk9t2eOkJXM+eWawiDQSCz8d0XHwlf+t1/Tgifk52bswS8DvsPDkr7BJ6BsichzAIZ2PaYMgu7as\ni6ai4T+x6+lYd37uoHwhByoqMs7FsigOxfraD7HV0J/d+8H63M+9PldVZ2H99XHsnWERLd7BMjWu\nkzir6TnyMQebmORK5JyRcG19ig3ozwcujLedXyCiUUt9hKm2I53X/2JE8R/CjdVUdc+WFfNmN255\nxNMHHJ559OARo+ur6hLvX6j9HIn2JnBGVm5etGRStVXAdITPJOAaEakXafsIeBvLobklHoVjBLyK\njVfvSHYSJRycmtRTflVbZUFHuOdi91XSVwh1tuyHsPN2QwIJvR+wZ1SJ//52/za5bdZTcd4EIYjp\nAMwFWvtVtiLSBZujzPZt0z9gv14YUZYGjMBiTp5U1XxH0BVhYys/ioBAsm4g8KqqjlLV2ZjFtl0U\nx+2hMEibYP1bWxG5ARtHvx5km7LOy5GIvSmvKvoDNq9cHuSc7wrS1n6BFCmVQjAEKqUqkFT5Odml\nGFEVTCm1g8hB57WxnJBkxDL30x92vhuzj+wVdu5W3lcRHSmVjk3WooabMH0HnBQjkRfUG+7+lfm3\nO5129etdzrx+dMmenf1EpLdbgdgBFKvqeueT3iPRecrbAJ87//NiVf1AVYPZd1JIIPJzsjdhk40z\nnSUpUe3Owir7XJaVmxc42Nif0BcbWBRRMaso4XB2lSMxRWkG9gz27NG7gUaHbK5fe3etkrUq1MMU\nRb3ccfUXZNPBHNx4ClMOxKxo3bHFgQnAMYdtbFBv4LxDMwlfATUhcJOettiqYhus35+JEUkHETxP\nqidWkW9DVm5eE2yi6Vn3PFWl93sf7O/itdMDI189UmpFnyvuX920Ted8Vf038BQidwB1S4sLd/s+\ns3+XM6+bryXFa4EXgDcy6jZ4p82AMzOAr0WkNhZofKVrfy1WEe4t4FqAJm0690TR6SNzZxMZrYEJ\nqjpHVZep6pggsn0AVHWLL4viEixs9SzX5x5L8D53K74cD9f2C8C5IhJzDpyzUf6L8mp6mRF2CdXO\nRix0tz62eh33NaiqH2OD+EskoIpRCsGRn5P9M/Al4dVSBRjRmZWVm3domLa8QhpHYarBSPgSI8mv\nDRFzEAyfYIuA10e5T3VXwHwe61cvqUwjahlQj2Gk+0UJOC5/28VYvlRdjPRK1sXfiHBEoFdZMKGq\nshiPYw3wILbAcFV1HUe0UMvnexyr3J0QG7Sqfo7NQ/4jIqeKVY8bKCL3+dwQXwJ9RORSEekgIvcS\nOW/Xa3sW8JaI9BSRfphaebxaxhiYrftKEblCRI4UkeHYPKYEWwxphoklLheRTiLSHyOFdgZ83DIs\nI+sQ38LJQmCIiHQXke7Ycz+Wc7YMOF5EWoqvMp6qbsHG5Y8A+X57og/XiVXlOwpbzGoKvOLeewY4\nAHhbrLJgexHJEpGXa/J9HQkpUiqFYAgkpQrYWxUV7DWIrJTyqiElZa6Uk7hvIniuVLAKfGATsW4h\n3vPaXYepImLKlXIYj036YgmSDeUN74zPv52fk60HHN7t+fTa9Yoat+xwYpj2ovGUPwa8JCKficgd\n1TmQ+AXiQ+yejNoOESVew/JFbkxidWPccA93j/xY6Fv1qyp0xZ67tbDz6ln0jsbu2Z7t1jXaufSQ\nbWlYP1QfqFtSXPg9MKAHPeZsZONBi1lcjA0SB2H39nLg2E4rm66pVZJWhBHlVQ2PiA/Mk8rE1EAV\nCBx3rntSrpLqQUXVVB9gkRvMeb/PdKo9MEXYSjdJoHbDZvOxPsmbpX5bWlzUVrV0lZaWepX5AAal\nZdSeo6UlF2NZLnUG3fDsOCwodQqmsKgPfIbZis7HyPZLgfZZuXkZdRsfmAlK8e6onAdPYoGz34jI\nvSIS9tngzs1p2MTnAlX1rIyZRJnjoaqfYOXrr/LUXbHAEVOPYc+ye0QkrswK97fJwVaohzl1W1xQ\n1fcwFdfvReSMeNv5heFdjBz+dZhtRmPjtLAB/fk52T9iBPAVkQppOBLrXxhJHe6z/fuUYFXODie6\nUOEFaenpn74w4m8llamAGS8ccTwSOKuyYxu1APV/A79JtNVOVddjpERfTIlZk/EKtiB8e2X6ksrC\nLa4+B2SLSLUpt6KFqv4XeBZTuUdbiCNSjuxpmG3sZYyAHonNS352nzkOU5U9jPUbDbHxYzSfcRY2\nHvoKGIcRzGWEraq+62t7Crbw80/33kpM4fwjZmWf6j73CUz15MdfsKqKP1G++HWr++wJmP31U997\n0WAo9kxeHOTzXsJEGKGse3e6f9MxxdaZ3hjUPUsHYePFfPf9HgM2u+f1fokUKZVCMATLlAqULO8g\n/kwpSP5cqWAV+Nq6EuWBmA20div/4TAF6B3H5H4adt5OimGfUN7wYPgGLS094PDMfiHehyg85ao6\nHHsojMZWaWbHs3KfQuxwar63MEVdwkIQXbtPYqRJ0g/G4sCRGEHemCquuufQDdiITd48Mns2RhbP\nADKb7aizbk6bzU2xwVU/YMP4+y8sBQ65nMtXb2JTs6UsXYgNBgcAEwaPGN0YyOy1uPnPwM8oVZ2L\nBXZNeCqfbsACRyB1x8ilQAbnUIwY9/KkegFL83OyN4tIGkZY/QDgbM5dKa+65+VLldkr6zY+8GCM\nuFsIIOkZaSIiaHnIu2unJzbg9BQfBxTu3HYS8L27vr3n2PXYoPsM9x26YAHgvSUtvR5RFn9Q1Zew\n58fr7hxNEZHrQm3vrAr/Bm53mUoeosnx8OM1zHZ1azxqJ6eyeABbPBkuImGrr4VpZzk2SWgH3F1J\ni9Jb2GrztSIyuBLt/CKQn5O9lnK1VNBMFHePvg2cmJWbFynM91VM9RiRFMzPyV6IEbu/c9Uuozne\nhZhi6pJoVL6lJSW/3b1z52eVrIBZGYzCJrTXuz6rMvgAm3zfIpWrmLYXXNDyB5hyJFIuWNJCLRz+\n/zAL85+r+Vg+xa7Va+NVk+5LqOpY7P69SEQikpOqerKq3hrw2rmqeqX7f4Gq3qyqrVW1rqq2U9XL\n1LIsve2Hq2pLVT1AVf+qqjep6snhPsO9vtJ9VmNVbaqqFzty1b/NQ6p6iKo2UdUrVfVvqtrLvbcA\niymZjOUbdlbVD1W1vao+6WtjtKoepap1VLW9e225qv5KVRu67/RsqOMMcd4mqWpPVa2nqoGKz1ZY\nNMOoYLsCc1V1gNu3m6pWyIpy6ujzVfVAd3xdVfUv0RxXTUWKlEohGAJJqMCgcwht34um+h4kqVLK\nIVQFvnSsWl0gZrmfXSK0OxmTmca0yuZWFP8HnJCA0Om5QBu/f3vc0DM6lRTtqd28Y59Ds3LzWhPc\nIx2NpxxVXaSqT6hqFjaZiDfnJIXY8Rk2obwykaomt2I+Flsxr2xZ7GRDX8xGV8S+yZPKxNRER2Dk\nVH1sESDD/axz07UTcj8YtLQII7H7Ad+XlhQNAHZfxmV71rGu0XKWj8dIm0ZY7twxgPZY0nwPdg3s\nC3QjeJ5UN4LnSfXEModmun3KSCiMHGxEecW7Hlgf5NkpO2LPjLK/UeGOLV0xYkkB6jZufkadxgcW\nSFpaWYU93N93xtsPrsZWGa9Kq1Vn+qwPHz+b8qp7czDV1MmYFP8LX9+2Cji5pHD3mlhOjKquUtXn\nVfV8LPPp6mDbObn/KOA9/+DZIao+1/eZiq0Oz8LIoHaxHLNrYzdWxWkHlg0VMhA7QjsLsJXtrsQf\nuut9p1eAMRgREMvCzC8V72KLfuEUS+OwVf1LwzXkCml8ihXSiCaj6HVM/Ri23QC8iY0b/xTpuaWq\nm0uKi0/D+oO4KmBWBo64fQbrr6JShIVpqwTrkw4itvMVLd7EnjV3uLy+GgnXB/8TOElETqnmw3kJ\nU6z8TUSSPtJAVT/A+oMrxRXb2F+hlqf1d+B4nG1RRDqKyGlSiSII8UBE6jm18R3Ac67f2GuzfXlM\nNQUpUiqFYIgUdO69Fsq+1yAMebIdY4iT+SG5DGgeMAhbhtlT9urc8nOyN2ADvEi5UnOxcxuvha8Z\nMWZSBULNvz2Tvf3b/z3g8MwlmDJgGXC481gfKCK13X7fEsJTLiJ1ReQpsepSbVwGVV/KQ/tSiAES\nUKUrGjjy8lWM+Eh01cNXsHv3hlATBxEZJiLTgr2XxOiLTcDXU54nVyVw/Ul7rO8UjIgqwKxO6zBJ\n+iZMTVTijukQjIjpB/ywlKW9VrKyuJTSbzHlzzpstf044Mf6hRkHsw9IKbGKhYdjBEhbjFCaia0M\nNiN4nlQPYJ5aeGw7t50/P6oAU6SC/V1WONsz2Pffjk2ySKtVp27hru2Nvv7H1QPcwPPi3VvX/65l\n95N/pGK2zCAtLZn/85wJTwFjVfW13pflvrtr05pGnw0/53gAVd2BDWYvwvr4w13feH3t+o2vAvrt\n3Lh6GlEOIkXkcREZLCLtXN7GSVTsB/3teLbbES7nwvsnkfrcYJ/tBr8PYrlYwyWOSnhaHlqe5tqI\nq6qnWiWzh7CA2rhDdx0x9RzwOaYqiSbj6BeL/JzsNdh4IZxaqhhToQ3Iys0LFUvgYSR2LUQMnXfx\nB29hmVVRBY+73MznsD4gqr+tWm5lyAqYVQm1EOVxWHXIZpVsayVG5J0djc03xraLMZVRLUw9WWMn\nwao6Hrv//yQirarxOEowC9k2zKKdyIrHVYU3MYXXn0XkhOo+mKqEWr7is1hG1DTMZjgGWJCenj42\n1vtVRI51tvltfgu991qYXW/H5nursWdg0MON5Vh+KUiRUikEQzD7XiApFcq+twMbdAcNOXUT5+0k\nv1IKfBUY3CBuMaFzpWYRIdTPtTENG3zFikVYTkw0K8WROrtg/u0LsQnSCf2veexrbHV0PDbp9bzd\npxPaU16CSaxfc++9jVV0ujeaL5dCUMTz0JqMXYu/9xPD8ZBcfriJg1fyO1zp+BrzoHUqkCOwvm3S\nPvDpd8X6xrpYDlR7XI4URs70xix7fTFLXyaw5/sXb1+JWbYm3cZt21/ipRnAEkwd9e3gEaObAN0O\n3FbnO4zQ2hdKqS7uu/jzpOa7Yy7GBmRlcEqZTCpW3dvj264XME1VSxzp2YeKofP9gCluUkCtug0a\nH3Rkn2W7Nv+8AyPtnmqReeK8Dqf87nWnnNL0WnUzgN5TXr27JUb4/RGgWdsumW2OOevfWlLsz3sa\nhalhT8YIpLHA6a36/LoxkL5u3rcziP7aTseycuZgA+J5gN++52/nOOy5sQwbwK5xP1u798P1uUHh\nSL97sb/DcImjCpezTgzF+vShYmHwMUNVv8fUIJUK3XX35tPYubhNROJZ2Pkl4R1sjBWur/4Ks6JF\nUkttxcLRs6MseDHGtXtttIrd/JzsSRgBe00cFYqrA69iY54/JKCtUVg/erNUvrJfBagVH/hDxcS7\nAAAgAElEQVQ79oz5TSLbrgb8CxuP3hFvf5QIuEWMEVgI9W0JsHFWKVzf+QJm671VLAR8v4WqjhWR\nQ2vXrp05ZMgQbrnlFoYMGUKtWrVOTUtLGxljc5OxMW8PKlrovddCHcNwVa2tqoPd8zjw/eWqmu4W\nblLwIalvphSqDTuBOr5JbSj7XiilFETOlYprcryPsAqz87QLeH0hQZRSDrOwUNxIA6rJQMdoMxc8\nuInWeOCYrNy8sIGPwfzQWtEbHsq/PQ7Y3qRVx7OwKkqXAJ1U9XW3X0hPuaoWqepv3Wv13DY3q2UC\npLCP4K6TVzD1il/qLthkOOwkIVz+S35O9jTMInhlVm5ezAqMfYEYbUJ9MIII9p11bx1GRs0BOmEE\n+GEYydQGI6kyMRtbX2D6lp/m9MD+dpO/5MsjxzN+LJZB1QzLShoI6N/e67kC+/vuC1LqaEzVtdb9\nf77LqskE5jsbmB8dsOeFP09qZn5OdpGzlhxJuXWvA6ak9fKkDsb64rK/UUad+o2L9xSs0dKSP6lq\n08EjRh9z9JBbVmATW1S1/Sk5708BavW98qGbVbWVqm52GTptOvw/e+cdJ1V1v//3Z3fpKEiRIgiK\n9N5EioiNRRYbJn7V2GOPXWNsC8KqiZr8TNRYokYTS6KJGpVVFlREsVCU3ruCIL2zCzv7+f3xOXfn\n7uy0ne0wz+vFa9nZO2fOnZl77jnPeZ7nc9qlz7lxyqsOegowVVXbu7GtuaqObH/mFUcDs3dvXDPB\nTSJ3xbIEqOqtqtpBVeu6dq7y7EWqOtVrx/2e4n73/nm//+D+HjPHI0IftmOkUkNsR7/EizhV/RGz\n8rXDFoKJWvC+oOShu+HaKcACnKcD94tIPOXGD0v41FK/iKKWKgBeA3qlZ2XHysh5H4teuCKO1w5g\nBEInYFgJuv0CNh7HfI3Khqruxqxcp5T2e+iz3R6JVQAtU6jq95iF61IRiVkNrarC3VMeB1pSyVXw\n3Pj7GEb2VfmICvcdexorjvI7sSpzhyREpIOq9szIyJAePXrQoEEDevTowciRI1MLCgpGlMTKp6p5\nWtw6X/ivPM/jcEWSlEoiHPa7n96uzV6gbsiuV7Sgc4idK1VllVJuUvUD4XOljolAPC3EFoSdYjT/\nvTuubwJd+xybtJ2UwHNjIiczI2/3hlWfznjx7rH4Za9paSWWvSYRG87zfp+IrBKRfSIyW0QuiHL8\nEBH5wh27VkT+IiJ1fX+vKSKPTRoz6pPJY88Z8fnjl/03rVada0WkDbZLBrBdRAIi8nf3nCnOdvmk\niGzGFHKISGsRed/JlHeKyFuOHHgZI6lvFpF7RWSj+/tLBAkef5+vEZFFIrLf/byxBO/PIPee7BeR\nb0XkbKf26uH+7qm/RojILBHJxdk/RORGEVkhInkislhELvW120ZECrDw3v3YWPaDa2toSNsjRWSu\n68M3IhLLohsN3bExpJV7TW+RX4BZ+RRTt9TEFERdMCJmADa+NMeUK99gRNQ2TIUzBJjTfW3jPOy6\nXVeKPsaLbsCC4eMneOc136lgumM2vlD0xu4jyx2p3oWgda83xavw7cVZ9TByLuD9PT0ru3FKWs06\nubu2bfS1PwjbEPHb5AYDy30WQDBl0l7fayFW1WkAphwphAte7oqNu4hII5EaH+MbG0VqVNmx0S2c\nPFLp7kR29FV1KWYH7EvpLHgfYyrai0TkvETacO0EsJD3ORjZVm0X2RWAtzHiOlpA/HRsTLo8mqrJ\nEc6vAYPTs7JjBmfnZGbMB6Zhit1QlX2k52wF/rln0w+j/eN8FcYUbDPyxtIqd1R1I3ZvHSEiicwN\nY+FNrK/3iEiVnXvHgqquwVQ/Z4nIkEruy2zgJeA8ETmzMvsSD9zY+UeCFVZjrVWqK9oBtGnTpsiD\nbdu29f4bl604icpBkpRKIhxCSal92KLBXyEkklIqHlJqJ1U7UwoiV+CD8GqpDZglLpaFbxtmAyyx\nhS8nM+NnbNFVbmGvM166++IDOzc0ve2JZ3hhykxue+IZatete2ZKampJZa9JxMb9wKXAddgi/Ung\nNQlT0l0sNPFj4D/Yd+z/sEX3077DXnOP39yyz5mDOo+6cW6LHsM6YwSrR3a1B1oAt/medzlmpRoE\n3OAWnh9gxPHJwBmYuuffOZkZe4Fnfpg+IQORcVg5237Y979IdRwR+RVmI7oPI2vvx7JzYoa6OsvR\nB1hgdm+sosrjhLdQ/R4LlOyMhW2fD/wZW7x2Bf4GvCJF8xTU9UkwciRcECXuNe9w57gZ+CARxYir\nzNkWCqvi1XXttcVIjm4YCdMVU1M1B+Tnxd/Mx2Ti0zG73m5sDBiMWfcauudOQ1mKcjdKaNW7MoUj\ncU6geJ7Uce7/kULO57uJcXeMhPNIqb6AP7y7PzDb2Z3BrHsLNFjNbwCC7t++8WcAt5geCEx3Gwo4\n4qsfFKnEJ9j3+duczAx/ddIB2L2tSOUbTOWRi1NfQdobUO9MU+7XwzjY/BHAZgnmTtwb5a2rcDhS\n6XFsI+P6REglVf0OG5tOB64sRV/+i9nAfl2aRZwGc7MWA2NFpGOibR3KyMnM+AkjVH8ZRS2lWKZR\nR+w6i4YpmKLz13Ha8l7GxrmLIh0gIq+IyLu+hz6q17TV3CG3/e3VHhf+bnGk55UWInKyiHwgIusd\nAXZOSdtw6pNnMcv0L8qgWzkYWX6riISNv0gUTmX4R+x+lxBBXYWQgxGet4hIZRdemYBt5N0kVkW1\nSkNVD2IVVlcCD4lI6BrnUMBKgLVr1xZ5cM2aNd5/V5BElUV1HpiSKD+EI6WgKAm1B6gRZrLjkVLR\n7GlVWinlsAZok56V7V+Arsfei3Bh54qpGeJRUswE+iRYSW8K0Ds9K7vMd+dFpEPg4IEzr818RIae\nPZomLY5h6NmjuSbz0dSCQKBEstckosPtrN4HXK2qn6jqGmeTfAO4PsxT7gVeV9WnnXT4W+B2rORz\nTRHpgGVGXKWqH6ybNXFmsy6D/tnlnJtbDR8/4UhMVQOwWVU3OfuBh+Wqeq9aeOxyjITqClysqnPU\nyktfDgwTkb45mRmz1kx7p3GzLoPWDh8/4UP3vEyKh9o/BNylqu87D/3/MLLohjjeol9hCqLrVHWJ\nquZgk+pwyFTVT1V1taruAO4C/q6qL6hVg3wSy0u72/ccwRZMdTDCJxIeUtXPVHUhZitpDsQsrxwG\nXnZRHWxs6YSRNz3dz15YnlQ/gta9FXP/9UgbLKjWI6VmYDuBTQhW3SvAZPkVhc7Y3MGfJ7UEs+4d\nwEi2QojlpHQkqE7qjRFvPzmSpA927qRnZTfEZ+Vzz+1BUXvlSQNvfOqFwMG8W9zvrTALpL/qXl9M\ncfaV77G27rgvKYpTsAD2wpwmt+g+DfgmJzMj166v/BHw11Tjhudhw/2fwBRv52Kf4fOR3rTKgqpO\nxxbPI0lw8ayqUzFyd7SIjC5Fd/6JqcxuKY3SwdnCH8ZIknGOtE+iON7C1FIRScCczIw52Bf6smhz\nEjfHeRm7lmMGkrsCMG8D56RnZccVTp2TmVEgkvJM3cYtGzfvdnLCiro44FmJb6IUOYjO4vou8Evx\nVTROsC0FnsII8utK01aE9rdh99AexBFaX1Xh3qdnsLXGPSKSVsl9eQG7/93v1ORVGqqah1VG3YBV\nWC3V97aqQVWXpaSkTMzOzg7MnTuXnTt3MnfuXD766KNASkrKRK2E4ghJxI8kKZVEOHgkVCgp5Zdh\n73E/i+zouB3oXA4NpVQNzL8OFE7KVhA5V2o+0D49K7tWhL97mIW9b4ns8E7DrCxDE3huLLQD6NKv\naA5i1/6FbsGk7LXscAJ2PU0WX0UPLHQ23AKrJ3BlyLET3d+Oc3/Pp6ja4y2MsIiV4/JdyO+dgB9V\n9SfvAbWKQzswQoLcnZsbHNnihJ+B3/h2zQtJAWcrbAe8HNLnByiuQAyHDsC8kEyycLlPGqb/nfEp\nZBy+8vrug2Bj2yzCQ/GRPS6nZ2mYduJBd4zUbo/ZZVpjSql62HhYNzUg6zHSazZGqszEFC4/YsRH\nK4LWvV0YK3IyMCcnM8NPMpY3urk+r8POa0lOZsYBbLGzyO3G+tEd678/T+p7N562xzYwvM+wL/a+\ne59Jb0xVNQPAWae7U5RIHIjdc/wKrcHAKpet42EItpApPM4p8voQYt3Drs9jsE0AKLwmh2JCw+Pd\nv8Ls4FqOLN5BFYSqTsSKT1wuCZZVV9UPsTHlqlK04VXS+wK4qzRWJZcxMw67rrLEbMpJ+JCTmbGe\noFoqYl4gRha2Ica8IiczYx42Ll0Roz0P/wM2r/z8X0+KyDwx6/kWEZksIo9jRP+5Tq0UEJGhk8aM\nKpg0ZtTZ29bMvy49K7uFz0o9XES+d218IiJNxbLdFolZyN9wKs6YUNWJqjpGVd+n9KXZ3wK2YDa+\nUrWlqlswkuNUERlUyn6Fa38uZuW7WKpxJptTzT6OjcuXV3JfPOVmLmYpjus7WJlw799YbB7xcHUg\n00qCgoKCSw4ePDj5vffe48knn+S9997j4MGDkwsKChLONEyiYpAkpZIIB08p5ZFQ4Ugpz0oRycIX\nk5SKtzJLJcGrwBfOwhepAt9CbAEVi2xajt0MErHwedWmysPCtxJg0ayiwpGFMwvX5UnZa9nBI3NH\nUrSiRxfCqxnqY5PVHr5je2DfxZUEr9lCOKLibWDEUW26NonSl4TsXtvWzPsEU/QMi9BfsEBS//l1\nw0iEskRJ+1+ALUQOYiTKboyALk/0wGyUTdzrgvm/9mJVfHZd8WnHU8e90a/7EftqBIB6+Xn7PMXU\ndIycysUIq0EEq+51xYjqikR3gnlS3bA8qTT3eLhqMr0wZdQGl9N0DEWr8IXmRy13Fb/ALEU/uswV\n7/g0ipJSg4CZjhjDqXf741NJ+ax73/hsgWDkVQrF38NTMXWhR2CttB+hDr9CLqs6jI1vYoUKbikF\nGfQGRobfKglWcXLE1J8x++b9pclpU6tsNBYjeB8+1Hb9ywhvYWNMNLXUUuya+lV6VnYs5ckrmGUt\nI9YL52RmHPh54Vfvrvr8Xxc0aN1pMrbhcQrwDqakfRv7PjXD2F5vM0E1ENgN3ETQaTYWUzYNxIpC\nvA3citkDR2LZWZ56ssLgNk6ex+5vZbFZ+Dm2GXKTWBGIssbb2Lh2t1gF2moJVV2G5dSdX045XCXp\nyy6sIl9z7H2tymsboLDPD2KbmQ9X1WzERKCq2wOBwFnY/Hgk0CEQCJzlNhaTqMJIklJJhEO4oHOI\nQynlEA8plRLhuVUCbkG/hfBh543Ts7LD3cx/wM49Vq5UAUGrTiL4HGiXnpXdOtaBJYGqLktJTZ34\n4vj7AlM/eIctG9Yz9YN3eCnr/kBKampS9lq2WITlC7UJU9UjXGWt74EuzqIWenw+ptJLwSb8fkwA\ntrbsc+YZ7vd48pAWA639CzyXl9AQI14BFm9dMbsJtkq/ztlJCyV1qroJK23fLkx/i5r9w2Mp0F2K\nVgOMlXni73+ovWQwQXuhZzluSFB91ZviNg7Bd05u0tbBtR833FjRCrO2BbCxcRVBC18f4HuB/vVy\na2zbXfdgd2DblN9fnIapiDzr3vcYoeMt3ga59irMuicitTB10wLMDuflSbXDSLZwpFRvYLYjI/pg\npKBH9vQD5qhqwC2GexOsupfi/j7dqSUCuTs3n4IpoDZBYRh5O4pa9/q4vvite+2w9y2cdW+OX+Hk\n+jEUmOrGarcASpsINyu8jonXXsd+T/2yOoyN7v3/K/Y9uldESqx8dW08h33n7kmUUHJj1mMYGTmm\nNPY7tRLtY7B77yNVIGemSsGppaYSWy31OkYORc37ysnM+BHL9bkoPSs72jwPgHn/eWyjFihdzrn5\nmOHjJ2xU1YWq+rwjFPcDearq2co9wli2rZr7FtDr2AGjvLH5AVX91ql9Xsau0RtUdZ6qfoXllZVb\n3mY0uNy1acC1pc2D8l2nghFTZUpw+PKlAsBvE8lIrEL4H6aqvVNEGldmR9Qqpj6OzVNi5mZWBThL\n54OYZTTLKYcPGbhoiY+rw/05CUOSlEoiHOLJlIqmlNpF7Op7UD1ypeIOO3d2lEXElys1Czg+PSs7\nkRvpLIwULPMJWEEgcEnuvn2Tn7rnFq4/tT9P3XMLufv2TS4IBJKy1zKEW0j9EXhSRC4XkeNFpLeI\n3OwLAvdPRh8DBolVyuspIieIyLki8rRrby1mwfi7e7ytiJwyacyoc4HXjjq2SztsYn+2iDQRkXDX\nrde3TzDS4Q3XpxOxHckpahVnwEpYXz3lD7/avXPdsrpz/vXIfyn+vR8L3Ccit4hIexHpJiJXisjt\ncbxFb2IE2osi0klE0rGsKChKHoWbsD+BWR1vcO/TnVgO1BPu7z2wMao1sEUsAD0rQj/GiMhpYlW+\nXsUUGf+Lo/9+eHlS9bHxoys2TnTESO52wILaB1JPSClgCTapnaUFgQEYgb+5AQ06/5f/1u1DnxHY\n2DsPV3XPqScrCh0xpZKXJ3UQIxB7YPeNIoohEWmCEXJ+697SnMyMvW4C3IGgda8ztvHxnYhMwRae\nDTDi8Ks6jVq0qt2gaTeKW/fyKWrBHAyscYtxDydj72VhZUDXt64Ut+71dq/7uf/BOkc1fhV2iK03\njsV+7lkLgc3VJW9PLWj+cWwD5SERaZFAG96idglmV2mbYF+8XKh1WAGEhDdZVHUntrg6ADzqPtsk\ngngLq9wZTS21BrsWLooUjO6DNz7HzCbSgoK5KWk1vpz+t7sumPaX66aKVWSNOfdb/eV/FgNfNjy2\ns6fI8lf1/BnYF7LB8TOm4KosvIhteJSakHAk+bPYxkPoRlOp4a4XrxBItZ3bOQLvSewecJdUcoC7\nWv7mq1jG2LDK7Eu8cFmKD2LZcw+5HMckkqgUJEmpJIrB5ULlEySlQu18EF0ptYfoQeeeNaM65EqF\nklJbMVItkoVvAdApDgn8bGxxXWLZsft8pgHDytoCqarbA/n5RWWv+flJ2Ws5QC0cPAsLMV+EJSiP\nJGgdVd+x87HJaXtMnfQ9Zn/wL7xvwHaL/4qpef6GXbOf123ccnGLXqd9A/wB2EjRqn3hcA5WTXIq\nMAkjGwqrKKnq20DWwX07x01/8e7TtSDQvv7RbT4IOb+XMfveVRiJ8jmWIbKaGHCWulGYJWI29j6N\nc3/O9R8a5rnvY9UF78Kux2uBK1XVU8n0d20ewEKX/x+WdVWsKeyz+Qum3mkKnO3bzY8XnnWvA7YA\nb+TOIQVTDSmQ33h37XqisgxTQ83AqsLNAE7qRKeaZ3N2X0UHAdOdda8LFW/d64YpUtZipNRSX57U\nAkd6+OGpHOa6ohE9CVbd602w+iHY57KDILHVHCMPl6pq/sm3v9gM2wTxK8MGYpX69gM4JcgAilv3\nhgBfe9X5HE7G7nOhSrNh7vyKfE9b9BjWHhHqNWk9BDc2QqArpnrLsjD0qg+XxTQeIzfHJWIRcrlh\nj2BjyXgRaZ5gX/Zj49h27D1MmFRwu/73u18fqc7WpLJGTmbGOuy+EUst9SY2L4tqzcvJzNiBVYLN\nSM/KjkpsqmpB4GDeKe3PuOIPjY7r2UBSUu8AlsRJZr6I+fc8u3VhsyG/e49V2prGff9eA86SMqgI\n6dRfU7GKuGWuAlLVBVh/L6xs+1tp4GxoTxCsSlzZeA/4FLM4V4vKoGqB/WOwDaRMsUI8SSRR4UiS\nUklEwn4cKeUsDLkUJaUOYBP6Q1kptRpolJ6VXUiwOTXUciKHnS/Edsui7pw7e+ASErfwfYYtkhPO\n44iGpOy1YqBWTa+LqtZW1eaqOlJVp6nqVFVNdRMu79jvVHWEqjZQ1SNVtbeq/sH39wOqereqtlLV\nOqraUVX/4b6zf+8++s4dw8dP+KWqpqnq1e45p6rqnWH6tU5Vz3ev01BVL1bVzSHH/EFVm2lBoH7v\nX415dtDNf00ZPn7CqSLSwQXQtlfVf6tqH9efJu713o/zvfnWnWMdVT0RU+gcxAgewr1Hvue+oKrt\n3fvaWVXfBHAKsS6YdeEBVa2vqn3VqvelqmpoaNA0Ve3u+jDITeRLih6YlfEIgoupBhih2A5YUScv\nrVuTnbV1cevtAAe/feGOzRg59S1wUn/6/5xHXtpiFh9FOOueUB8pdWBvPOgGLPLlSc1zFssuRM6T\nWuFIxg7YPcQjofoBa1R1q+/3WZPGjPo7RsCmAxcDB0XkikljRn1/YM+OHcBqEblCRHasn/3JsE8f\n/sU1IrJXRN7eu2X9gNXT3mk/+aFzHheRbSLyl4L8gx0wBcWXYpUq/ygi6zD1SF98Y3DDYzt3mP7i\nb++YPO68KyaNGbVbROaLyIiUtBptVk19KwtV3bvlxy8xW+x9zoL0BabOWiAi20XkQxE53mtTRNq4\noOZfisgXLqh5hlMP9heRmWKFAD7yLz5F5BUReU9ExojIJrEw5+fEV21KRH4hRQOkJ8Wz0+2UEmPd\n5zFWEgjn1WCeUy5GTCV0P3ffjTHYdfFwacgktaDoBzA7ysOJEG6HMDy1VMSQelcYYBJGXtWNdJzD\n+9gGY1xB020GnvNol3N+M/P0zHdfxz7r87B5ZET7WE5mxvZdPy2fiIj0u+rRRApMVDSysfy5m8rI\nFvcCZvO/paxtfA7/xZSqd1VndaG7L3sB7lHjMyqgL579ciXwQHV5X1V1Jbbx1xGzd1daVcMkDl8k\nSakkIqGQlHLYi4+AcgvdIo/5ECtTah9GaFX1CaO3U9425PFlWJW9cJOEVdgkPV4LX+84q9iEYgkm\nVz8tgecmcZghJzNjLjb5vCIOFV8ieC5319Za3zxz0wzMzvURsCw1Le1jSTBAU0QuE5HBzop4Hqby\nekutpHGi6I2pOPMJX82vSBdK8ToApGdlN8UUPwFsAdYEU8X1xCxtvYHvW2yrc3L93Bo7Z7Xf3AKY\nt2v98l7u+BVA99M4bfMqVqXkkrsfU3kNwRRCno3695RDGXE/HPnUEbPRHIepZOe7x2oSQkq5RVQv\nilr3dgMr3N/64Gx36VnZzTA75UxM5TYLIx/PBlogKT+CEDiYN9Pde0Ck7o8zPjq+buNj/g8jsE6d\n/ca4FzcvmV5fCwqGA5cC1y+b/OrtmBJnIbZYGIAFJn+BLaw/FpdplLtj0z+1IJDW6Pie6Rjp9jtg\nz+kP/KdGl3NunoWRiu2xfKrb3HnVwFR5f8eshXWw3fJQPIQplHpj3783se/0LdjneYL7ux+nEwyH\nvggYjRFBOHXSm8BLvmPeJc7vrVp4/EPY+/67RBbRjtzKxEigcdFswTHa8bJNamIEV8LZJu68HsCu\n8/FSyoyfQwUuC+pL4MIY94C3sM/z/Bjt5WFKmyHpWdmdIh0nIieKyH2TxozqsnHBlxPWzZp4AUhT\nTM27BujhNjIah1sIr/nqvRmoUq/psdclOFcK16d6YjZ4rwLd8e73UuV0Omvrs9j4OKq0/XSE7dMY\neT68tO2FaV8xpXAelhFXnYmIt7H70W8rm4z2KUkDwINiWYxVHqq6CLNU98ZyupIcQRIViuQXLolI\n2EdRUir0dzCbXomDzt2iYidVn5TagC0Mw4Wd18cWm0Xg7CGLiBF27jALC+TtUtKOufdwCjA4jvyH\nJJIAq5rUHDirrBvOyczYOeNvd7QO5O5sf9sTz/DClJnc9sQz1K5b98yU1NQ3Q48XkfucOiTcv2x3\nWHMsfHcR8CdssXR9KbvaHyMEthE7sLyYNTAB9HDtHOlerwtmDTsay6c6Athw9M46Lerlpe1a3nKn\nZ907CSOfegKpp3BK3hzm1ANmDB8/4Qj81j0hFVNV/VQG/Y2G9hhpsJBgntQy18fdFLdlHoedt5+U\nmuOUt+2w8d/Lk/I+lzlO+VbbtT9FVTc1ad+3GYLk7twczI5S0jplXP+fXT+t+EZVpyHyTu7OLSf0\n/L/7HlHVJar6ETBl/7aNpwJfTRozqhVwJfBLbPzeCtyNWf2u8vpct1GLxVuWzfpaVdeo6keqOi0l\nrcbpabXqeoouL5R5N4CqvuvsrHe4c92DhfSHjutPqOonqroUs4T2AcZr0fDm0JzAPOAqVV2sqh9j\niqJb3d9aYCqT91T1By0aIB0XVHUF8Ci2CPlNImoMtUySsVhI9gOJWj9cO5mYvbVU2SZqxSIexNTE\n40QklurncMG/MWL8jEgH5GRmbMUUP+elZ2XHmqN9hm3E/TpKlMAuLJQ8e97bj/1j1dR/Hdd28PnT\nh4+f8CmWw7QUmwttwhSg4B97tQCgwFk7w1WmTQT9sPH1O/daf8IUnOOiPSkeOHV5NnBpWahkVHUW\npl67pjT21ijt78Jy5jpQTQK6w8ERgn/CxsQ7yklZVpL+7MBiB1oBt1d2f+KFWm7o45j69+bq0u8k\nDg0kSakkImE/Re16+yiuitpLZFKqVgyypMqTUo5gWkt4UgoiW/QWAF1chko0rMYWx6WpwleX+KuS\nJXEYIyczYy3wCXBxelZ2QoqGSBCRDrm7tp14beYjMvTs0TRpcQxDzx7NNZmPphYEAiOkeBD0cxiZ\nEe7fNQCq+oSqHqeqdVW1nbMm5pIgJFjNTYBZWjz/qBDRrIElRHdMDdABI0Fq4zKksPF0L9Ck5bZ6\nqXlpgf276x7UH6ZPWIopX7yqe0tTSW29kIW1MeveYPd8L/C7GabW+bGUfY2Fbth9YJU7ryUuT6o7\nMN/tuvvRGyNVFrsqXe0JWvf6uraWuN/7AYtyMjM8QuVIYKtHsDRs3akLoEtz/r4YIK12/ZopaTUC\nDVt1nOi9WL0mraRW/aP21zriqM+9x2rWa5Cbf2DfkZhCpBu2YFmGhdGei30mQ7Fqpk1aDxi1YeP8\nLwaJyDQReUhEujt1xin7d2zyQv6LQCxM/01s3L+RIOkbWgEyNKgZ9xz/Y6GLzrkhysBvgPpO0TEX\nIwUWiMjbEmeAdCjcIuQpLAQ7odBjVV1D0Ppxd6I77BrMNmmNKQwS3nBxfcrECNsxibpvuwoAACAA\nSURBVFgUDzU4tdQ0zJ4XTRXzH2ycikoCuc2xl7HxalC4YxxBfJaaPb3usHte798h/eqdQIaqblGz\npB/p2adVda37/zz3/KmqmlqzXoO3MZVXK1X9h6o2CnmdcaraJ573wbWZ4l7H/+/qeJ4fB17H5tDX\nllF7L2PkXrmQG6q6GCtmMlpE+pd1+xUFp7h8Eru/nFfJ3UFVV2FKtCFUjbyruKCq32AbJ2cCv04S\nU0lUFJKkVBKREM6+F7rbuIfI9j2InStV1TOlIEwFvpzMjF1YwGu0sPM6oc8LhZvQzcJUAiWGqy61\nDAvmTSKJePAGZs24oIzbbQfQpd+AIg927X+S998i5edVdYeqrorwb0MZ981De0wlkEbRCm7lAqcc\n6IkpomphZNhuTAG2BFNRzQH6LDh22xevn7p8EbBmSfbz3rgxF+h7NEd/t53t7X/gh93Yzv4Q4Huf\ndc+znPxQzqfUHcuTUsyePM8t9DsSOU9qgbMy9MLO3yN2+mKqqPz0rOxa2HsxE8ApZOphYywAtRs0\n7YIqu9YvCwA0bN2praSkKkbSAFC3UYvWiuZhGwkA1DqyydEF+QcPYiq1+hiZdx5GUv0C+3w6Y1a8\nYccPvXDlUW27dsIqWXYDZs14+Xe/B47YuuJ7T9UViglY5aJrsA2CE925XiEi/hyc0KDmcI/FPSdT\n1QJVPRMYganXbsECpNvE24avrc+wRelFIjKipM93bSzG7IgDSFB15dpZgdkYO1FKS5HLSRmLjU8J\nq7gOMfwbU5BFy5bajVlBM9KzsqOqfXIyM+Zh1+6V8VjDczIzVgETgUvSs7JLMgd8CxtLf5OSmlaY\nW1iC51cYVHUvpgIbVBYkjyPn/4KNwaW2BUbA/zCV7p3lociqKKjqd9h39wqpAkHjqvo1RlL+SkSG\nVHZ/4oW7JzyPbd5cFOPwJJIoEyRJqSQioVApJSKvfP3Xmy+gOCkVSSnlqQuikVLlqpTyhcv2KGVT\nq4Fjw0y2lhOZlFqB2f7izZU6JlYFmyj4HOjnD2NPIolIcNaM94BzYy02SoiVAItmFeV6Fs4sLGy2\ngspHf4wc2kGQHClPNMdIMC9/ryWmlumJkSQdMDKh87JWOz+b1Gfd0QSr7i3BSO2aWWSt3c72RlvZ\nOnP4+An1MRLFX3WvtWu/3CpkOmKgE0a4e3lSC1xf0iieJ1UTG/+897kPsDYnM2OrywvqRFA11QNT\nennWPK9i3yawvKnUmrWb47P01G1yTHvVgkBOZsYWd0xazfpHtQocyN3rZU6lZ2Wn1KzXoNnB/bu3\nusdmY0qpMzFr9sceETp8/ITNmHXu222r569U1b+p6i+AP+3ftuFXwLJtq+d5lS4LFbAulLsD8LCq\nTnHWPC/QfgNGrpzg73sJ0TMkj2QgsMcpigDb1VbVce59O0iMLKAoeAezHd0kIgNiHRwOaiXR/4Ll\n31yaYD+84OJHMQXdbaXZqXefyTjM8nrYB/jmZGb8gFlWY2VLvY/NA+NZkL6CKTajVu3z4TUsbyeu\nkHSAnMyMA5uXzXxt+gu//bUWBApzC0VqFMktFJHWzga+K4w1fJeItIr3NUuJadgYd0NZZAo55diH\nwJUickxp2wvTvgJ/xhSs1T1f6jVsznFPojl3ZYy3sQzDO7z8wuoAVc3GNmguEZFzK7s/SRz6SJJS\nSURCEaWUFhSEq7QXLVMKYpNS5amU+gFbFCZSLcuP1diiK3QSsByzfBSz6OVkZhzEchLiyZWag+3e\nJ1qS9wtsV77a7MAkUel4F7u+E140hkJVl6Wkpk58cfx9gakfvMOWDeuZ+sE7vJR1fyAlNXWiVo0q\njv2xRfsCt5Nd3uiOkRFHESShPAvfAey6LXA/dwJH7Nu20Qs/n4ERED+2oAULWcga1uRglrCDFFV6\ntQbWoWWSgRUJ7Vy/F7jzOoCpNHtgZNi6kOO7YkTTHKcY60OQhPJUU/48qY1YNUIwpdEmLAC5zc51\ny87QggLvfSI9K7tmrfoN22pBIN/3et1SUlJrBQ7s3+Pvg6Sk1jywZ+cWKMx6eRO4GbtHtXYhzPfO\n/Pu9VwLHfvnna3uLyHAXrt9HUlLPqH90mwBW4nst9nmeLSJN3GJnO/aZXici7UTkNCzXRDFFyjLg\nTsKHj8dDtNQEXhaRziIyEgsmfxqCAdIi0tfZ+S4gGKRfYrhF6d8w9dk9IhIxvDpGO59hoe8XlmYh\n4xQPf8QC3G8oJTG1gGCA728TCXU/xPBvzCoammFWiJzMjP3YYvrM9KzsltEac7bAHOAiZ9WNCqfE\net21HWlzrxhmv/7I/TvXb2hsT/3BNVHvTEjz5xb+hBH/vShuDe9F+WfvAYXX0/PY+F9WSpN/AFsw\ncqPMv8MuJ+8xbLy/sqzbryioaj6Wi1SP8qtcWJL+KEbWr8VsyQlXGK1oqOp/sCqN14hImYftJ5GE\nH0lSKolICCGlAgHCK6USte+VSikVaxdHDZtc+GFpsMb9DLXiLcMWDMdGeN5CoGuU8E+gcOK3kARz\npXIyM3Zii7uIk8skkvDD5fa8CZyWnpUd1WJaEhQEApfk7ts3+al7buH6U/vz1D23kLtv3+SCQCCh\nnJqyhIg0xux7tYhdda+s0BMjtY/HxkTBiBrPwrcGI6rWuL7t+vrpG+v4+ngi8M05nNP0Mi6bt4IV\n0wha9/xh1q0pf+teN6yq6EqK5kn1JHKe1DbXr2Ox8Gq/dW+tqm5x42N/YGZOZoa6LKL+2O5sAFg0\n/W93vbZr/bItBNVGvZGUGiGk1OBA/oE9BfkHD/geG6KB/Nz83D1+ouqP2KI0A1OjvQv0a9V/ZCtg\n5/7tP28FnsGInY/qNm65u9voO+cAX6jqT5gV7A8Yifa0O++L3DnNxwipu91rHcSUUquwz76IhZX4\n1FOfYhsgXwD/wiw2XhhzYYA0tgkyHrhTVSfF0W5Y+MKCV2A5TAkpMlT1PYILmWGl6M807PMYSSlJ\ndJed9XtMiXjH4VxZyuULfoWRSNHmUh9j1/Gv4mj2TWwD78I4uzERGx9viDVPAssthPwR8EyKdae1\n69YzqZBfmFuoqoEo1vBVZTAnjBvOiv4WcH4ittow7eVhaqYOJK6IjPUayzDl27kiMrA8XqMioKqb\nsKy8wZjFuVKhqgcwYjwFuL+aWYn/iSkTbxaRkyu7M0kcujhsb8qHOkRkioj8RUQeE5GtIrJBRMa4\nvz0hIh/6jr3dWd0KWfDPHrlw/IrP3ii0vqkWBBa+//RJIrJJRHaKyHP5efvDhZ+DkVUKHCki14rI\n+tADpj5xxR2z38wa5E2IRORcEflORPaLyAoRGePfCXL9u0FE3heRPdig3lBE3nB92iciS0XkCnd8\nMfueiJwiItNFJFdEfhKR3/snpuHes0ljRt2F5Ri0DTmFlQTLg4fDAoyUi6fE8Cygu8tWSQRTgE6l\nsAAmcfhhErY4vyrWgfFCVbcH8vPPwibMI4EOgfz8s1S13GxlJUB/LDx7DxWXJ9UdW9ClYQT2BmwH\nejZB5VBfgrlyswoCB0/EPpeG2PjxLRYgPHv4+An1MNtb0LonCDbGVETI+ZLh4ycUuP/Pd0qhE7Ds\nq1D0wkK6FTvXA8BCt2Pdl6BKqg2m7vGsex2xz+lDVR08fPyE5sPHf/hhh/Sr/6bB4PmBxw254Bst\nKDgKwKlVB3Y7//ZnvKBj99jgvldk/V5VR/v6dTL2/rVR1dqq2mr4+AkXtug+tD3whRYEblHVDqpa\nd/j4CS0G3/Lc4lpHHPVlTmbGHgBVfURVW6pqmheKrKqfqmo3tUD+3qr6pevrB24ReTdWHvwSEenm\nnlMsSF/DhDe7x8epalNVbaCqN7qMrmIB0qraWVWfi+/jjAy3eMrCbK7jS7Gr/09gMhbOnKgSGEey\necqrUmXhqeoMjJgcSrKyVDxqqQPuuKGxNjByMjO2Y0TkqPSs7GKVicMcXwC8gM2hIlYD9MHZnoaG\nPHyK959Q0req4F2MxL6pLL5vLrvtHSyjqG1p24uAD7GiGreJSMzPsqrC5Tl9BFxbju9V3FALYn8Y\n2+SuNuOPT/X3OXCXVOMw/CSqNpKk1KGNy7FF2InAPcBYETkdmAoM9g2IQzHiZRiAiByTn7evabPO\nAwsXk7k7NnXbv/3nRtgM4CJg9KxXHzgfqBe6y+UmG3uwRdV/gEYiUjjxEZGj8nZv69ey12nrMeLq\nZEyW/CS26LoeuAK4P+R8xmI3+G7YJDXLHZ/uft6ISZs9FO5Ei0hLbEd5OmY5uQH4NVY2Otp7NuaH\n6ROE4mHnuZgUNxIptRTb6Y/HwjcLW7Qmmn81HVO2DUvw+UkcZsjJzMjHrrne6VnZvcuybVVdrqof\nVxHLnod+WCW4lW4HtbxxDGbbSMGIqbbYmHACRk4dhY1VDTAlTduCQL6njpoOnOT+vgXLbfKq7h2k\nuNLrLmxMLxc44r4LpgQ6DtuImI9Z9ITieVIN3XH+PKkFboF7HEa4eaSU97l4NusTMQXQUt/fU3BE\notvEOBFfwLnrRwNM+eGhu3uskMBz6trBwNQQZVdP7POYEnLq7TDS7JOQ8ytRyLIjpsZjFs6HRKR7\nPM+rTKjqHux+m4rNG0JV0vG0ocBfsfvb/YnaAV1b72HkyJWSYBC7r61p2FzjDOD66rIwLGvkZGas\nwcaVWNlSn2JE+WVxNPs/7Pq9Is4+LMTGriviqAi70n58EfJw4dBXFXILi8GRyM9iY2g85Fs8eBP7\nTO4oj+wnd+0+hal6fyciNcr6NSoQL2PW8N9JFajA6eZFf8HI4LIuOFNu8FkQZwD3SenzepNIohiS\npNShjXmqmqWqK1X1NWxyeDpWeehIzGIBRkr9iSCpMSwlrebWI1ocXxAknORA70sy5w8fP2G5qn4M\njNn904pzsEVJuAnrbuAIVd2Bq7Ti+9svJSVlW7Mug7diC5QxwO9V9XW1csCfusduCGnzDbebvEZV\n12G2kNmqOltVf1DVz9SC+Tz4J5u/AX5Q1VtVdZmqfoBNuu+K9Z79vHBaY8JX0osYdu5IqxXEF3a+\nHttJS9TCdwBbkJ0ajww+iSQcvsUWylelZ2UfsvcCJ5PvhRG/FWXd64GR0o2xceAYLEBWMOVULkaa\n7MXGwMC3z9++ByNHpmN5Ut+6nwXusSHAd0Wse4qi/ICyrRzP5ThsjF9I8TypTcDPIcf3dD/nOvVn\nV4J5Uv2wc1/k+32OG8PACKeZPovNScCynMwM7/y6YpsdX/tebzC2qeInQU/GxlT/QrUPloEYSuCd\nio3BoYva0zFCcQ5YqHlqWtrHGGH2EbAsNS2tSMhyJPjURx4xVeUn9Kq6Gcuwao6RSiVe/KpqAMt2\nWYaRW5Hs7vHgTUzBcZOIhMplStqvKRhhlgFcdbgSU5gltDlRNrTcBsYbQP/0rOzOkY5zx+ZhCrkh\n6VnZ8ZKQr2CW5ag2b7OVpU2E3wQsS+pH7OfNBZBWVXILw0ItpHwK9l0rdVEaR3T9P4w0/7/Sthfh\nNfZiVuW22AZutYQbex/DKk6GrikqBar6BWbrvFwSLCpRGXDj+RPYXCBTqkB1wyQOLRyyC5EkgOJl\nujcAR6vqTsxyMczt2uZhAae93Y7o0Jr1G87BdklrAKTVqrM8tWatAoI5U9+oFtTZu3ldbSLnSnmZ\nUm8AF/h2Wy5JrVnnXff/BtgiZoz4qqRg5XSbhexshJbkfg64WERmO8tdNP97J4ruroMROfWlaDWW\nYu9Z7o7NAhyVnpUdmoG1HGibnpUdyRu+AOgWR66UYoRhv1KQSlOAFkSuCJhEEkXgvnd/x0iHQzmT\nrDtGDuVRsaTUaow4z8VUm/WxjKWO2Pjrt/At2PPzmp7YuJmPWdq+wax784ePn1DHPe/LCuq/H90I\nElFentRBbNyeFyFPao2zKnTD7iEeKdUXs/Xlp2dle5UEZwGISDPs/ZoBFmiOvUd+u+VAjAhb5Y5J\ncY995au6l+Ye+9J7zOEULMtqrfdAelZ2bew9/sx/bHpWdg13/JSczIwAQEpq6hu169Y987YnnuGF\nKTO57YlnqF237pkpqan+kOWI8BFTCzCCJioxpapXhVgPKxyqugazm3QlwSp4viyVzZgdMKFy8+57\n9iJ2r7uztBYSVc3B5j3nE4MQOVQRopaKFpz9JTaeXR7HHGUKdn1eHc98xlWEfQuz/cUgLfMvgb2T\nTbR1LPZzzxbI/12s16kCeBnblCgTy7yqrsTUgxfGq9pM8DVeBDJEpNoW03Gb2M8Bp/tdG5WMN7CN\np7urgrUwXjhC9BFsPHioOvU9iaqPJCl1aONgyO9K8DP/HFuInoLZGXZgu7gnA6fUadhspjuuDlim\nlPs9nCoqUgU+j5T60L1uhiOATk6tUetV97cG7vljKVolpRvQQVVzfW0WqZilqhOxmcn/wwiZT0Xk\n8TB9KQmKvWcH9+/xXjdc2HkKFmQcDguwgN94PPmzsHyHRMsVz8esPqcl+PwkDkPkZGYswcjZS6OQ\nq9Ud/TCCfQN2zZYrfHlSuwgqST3V5AKMiFkKtE8pkLlnT29zVt8VTVZiAcyehW83RmB1xz6fwRgx\nNJOKR3dg6fDxEwLYOcwTkQbYDnqodU8wVdoc91BvbFxa5zKoOhHMj+qDjZ/e7ydihJxn++uBVfz7\nFgrf14HANz4CqTOmLvNb93pi955CAs9tbgyguEpqIKbS+Dzk8f6ujU/d8zsUBAIjrh3z+9ShZ4+m\nSYtjGHr2aK7JfDS1IBAYEe+i0BE0j2Dj9VgR6RnjKZUOVfUC3IeRYEUup7oYiwt/d9+fRNrxbEUz\ngHtLa4VU1Q+BV4GLROQXpWmrGuPf2PxpWKQD3PX2GjYv6xWtMRff8Hfs2ow3KPt9TNl4fTQiS1W3\nqx705xZ2hsA7mOKkSqvd3Gbwq8AZXrZcGeC/GAF4h5RfcPbH2Fh6q4vBqJZwDozPMKVlQgUcyrg/\niq1dNmCqo4QLP1U03LpsHLZBlFWdvxdJVC0kSanDF1MxO8hpBCfkU4GLgfaNT+jt2SPqAuTn7e8Q\nOJCXQlAVNRBkb72mrXKJTEodCYWZGu9i1XMuBpbk7toyk6CF5Xugo4aplBLrJFR1q6q+pqqXA7c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7iqlJ+546KqknIyM3Ln/eeJNV8++esHRVL2i8gWEZksIo9j18q5TkEYEJGhItJm0phRUzcv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L2GRPm6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\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NbNvaupPw/5lIMn8IVeXYn0HqlcNRQLgXeoEAwFRp63rkqdUXGfQnVn9pizwzDkEkxTTg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UCObxxOpDQOkD38C7MsXZfIUqJWIW4sFoR/WyYm7D5iqh7ZJ6bmYHEIA4ldRbeq7S3GiK4eZCiM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hEanpPsPwqG3PE5EdIlJLRFq57S8WkekisltEFojIqVHv6SwiH7p+rRORV0WkUWn6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VZL7Cx2032G2X5VneDcueetlbFdMFj18FLGBP9T8vLsXUDkUpkLy2vZiEkC8YOspdk2eK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E5PTrq+3QBcDvyBlfxllBaXBkcgXYsRSPuxhMHxkdS/nML5W9XGVFGXYKVH0zDj8pW5aSuX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\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EkZERAMDd3R0NGthCqRwO4CSAdADboFTOR79+/WFqagoAuHXrFvLymuOfgJSaSuWC+PiS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\nUbCxsUHDhg01mp6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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "if VIS_AVAILABLE:\n", " show_bar_plot = False\n", " output_filenames = [fm['output_filename'] for fi, fm in per_file_meta.items()]\n", " #print(output_filenames)\n", " filenames = [pynwb_example_file, h5gate_example_file]\n", " #filenames = output_filenames\n", " for filename in filenames:\n", " file_hierarchy = HierarchyDescription.from_hdf5(filename) \n", " file_graph = NXGraphHierarchyDescription(file_hierarchy) \n", " fig = file_graph.draw(show_plot=False,\n", " figsize=(12,16),\n", " label_offset=(0.0, 0.0065),\n", " label_font_size=10)\n", " plot_title = filename + \" \\n \" + \"#Datasets=%i, #Attributes=%i, #Groups=%i, #Links=%i\" % (len(file_hierarchy['datasets']), len(file_hierarchy['attributes']), len(file_hierarchy['groups']), len(file_hierarchy['links']))\n", " plt.title(plot_title)\n", " plt.show()\n", " \n", " # Show a sorted bar plot with the sizes of all datasets in the file\n", " if show_bar_plot:\n", " print(filename)\n", " d = {i['name']: np.prod(i['size']) for i in file_hierarchy['datasets']}\n", " l = [w for w in sorted(d, key=d.get, reverse=True)]\n", " s = [d[w] for w in l] \n", " p = np.arange(len(l)) \n", " fig,ax = plt.subplots(figsize=(16,7))\n", " ax.bar(p, s, width=1, color='r')\n", " ax.set_xticks(p+1) \n", " ax.set_xticklabels(l) \n", " fig.autofmt_xdate(bottom=0.2, rotation=90, ha='right')\n", " plt.show()\n", " " ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": false }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] } ], "metadata": { "anaconda-cloud": {}, "kernelspec": { "display_name": "Python [conda env:py35]", "language": "python", "name": "conda-env-py35-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.5.2" } }, "nbformat": 4, "nbformat_minor": 1 } ././@PaxHeader0000000000000000000000000000017000000000000010213 xustar00120 path=pynwb-2.8.2/docs/notebooks/convert-crcns-ret-1-old/convert-crcns-ret-1-meisterlab-with-custom-extensions.ipynb pynwb-2.8.2/docs/notebooks/convert-crcns-ret-1-old/convert-crcns-ret-1-meisterlab-with-custom-extens0000644000000000000000001026023213615410400030404 0ustar00{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Jupyter Layout\n", "from IPython.core.display import display, HTML\n", "display(HTML(\"\"))" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# Standard Python imports\n", "from tempfile import NamedTemporaryFile\n", "import os\n", "import glob\n", "from scipy.io import loadmat\n", "import numpy as np\n", "import datetime\n", "import numpy as np" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# PyNWB imports\n", "from pynwb import NWBFile, get_build_manager\n", "from pynwb.base import Module\n", "from pynwb.misc import UnitTimes, SpikeUnit\n", "from pynwb.ecephys import ElectrodeGroup, Device\n", "from pynwb.epoch import EpochTimeSeries\n", "from pynwb.image import ImageSeries\n", "from pynwb.core import set_parents\n", "from form.backends.hdf5 import HDF5IO" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# Import helper function to render the HDF5 file\n", "interactive = False\n", "\n", "try:\n", " import sys\n", " sys.path.append('/Users/oruebel/Devel/nwb/nwb-schema/docs')\n", " from utils.render import NXGraphHierarchyDescription, HierarchyDescription\n", " if interactive:\n", " %matplotlib notebook\n", " %config InlineBackend.figure_format = 'svg'\n", " autostop_interact = True\n", " else:\n", " %matplotlib inline\n", " import matplotlib.pyplot as plt \n", " VIS_AVAILABLE = True\n", "except ImportError:\n", " VIS_AVAILABLE = False\n", " print('DISABLING VISUALIZATION OF FILE HIERARCHY')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Notes:\n", "\n", "This example is based on https://github.com/NeurodataWithoutBorders/api-python/blob/master/examples/create_scripts/crcns_ret-1.py from H5Gate. \n", "\n", "Compared to the NWB files generated by the original example we here use the extension mechanism to add custom data fields rather than adding unspecified custom data directly to the file, i.e., all objects (datasets, attributes, groups etc.) are governed by a formal specification.\n", "* Previously pixle_size, meister_x, meister_y, meister_dx, meister_dy were stored as custom datasets in ImageSeries. Here we create an extensions MeisterImageSeries which extens ImageSeries and stores that values as attributes pixel_size, x, y, dx, dy. We here chose attributes instead of datasets simply because these are small, single int and float metadata values for which attributes are more approbirate.\n", "\n", "Compared to the NWB files generated by the original example the files generated here contain the following additional main changes:\n", "\n", "* Store si_unit directly as attribute of the ImageSeries for stimui (missing in original/stored as si_unit attribute in external file only)\n", "* Moved 'source' attribute from the Module to the Interface as source is not defined in the spec for modules but only for Interface\n", "* Added missing 'source' for SpikeUnit\n", "* Added missing tags and description for epochs\n", "* Added /general/devices/... to describe the device\n", "* Added neurodata_type and namespace attributes for format compliance\n", "* Instead of storing stimulus data in external HDF5 files we here store all data in the same NWB file. Added stimulus data to ImageSeries directly and added corresponding conversion, resolution, unit, etc. attributes to ensure format compliance\n", "* /general/extracellular_ephys has been restructured so that alldata about the probe is now in /general/extracellular_ephys/61-channel_probe/device\n", "* The original script reused iterator variables in nested loops. We have updated those occurrence to avoid consusion and avoid possible errors. \n", "* The following custom metadata fields---i.e., datasets that were originally added to the file without being part of the NWB specification and without creation of corresponding extensions---have not yet been integrated with the NWB files:\n", " * /general custom metadata: /notes, /random_number_generation, /related_publications. This will require extension of NWBFile to extend the spec of /general. Improvements to make this easier have been proposed for discussion at the upcoming hackathon.\n", " * SpikeUnit custom datasets with additional copies of the per-stimulus spike times (i.e., /processing/Cells/UnitTimes/cell_*/stim_* in the original version). This will require an extension for SpikeUnit.\n", " * /subject, subject/genotype, subject/species : See Issue https://bitbucket.org/lblneuro/pynwb/issues/45 support for subject metadata is upcoming in PyNWB \n", " * /specifications, /specifications/nwb_core.py : See Issue https://bitbucket.org/lblneuro/pynwb/issues/44 will be added by PyNWB automatically\n", "\n", "For readability and to ease comparison, we include in Sectoin 6 the original example script from H5Gate. Note, the files generated by the original script are omitting a few required datasets/attributes and as such do not actually validate. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 1: Download the Example Data\n", "\n", "A tar file with the example data is available for download from:\n", "\n", "https://portal.nersc.gov/project/crcns/download/nwb-1/example_script_data/source_data_2.tar.gz\n", "\n", "Please download and uncompress the data file. \n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 2: Define the location of the example data" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": true }, "outputs": [], "source": [ "indata_dir = \"/Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 3: Define the location for the output NWB file" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": true }, "outputs": [], "source": [ "output_dir = '/Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/' # Define name of the output file. Only needed if use_temp_file=True" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 4: Reading the input data\n", "\n", "The data read portion of this tutorial has been adapted from https://github.com/NeurodataWithoutBorders/api-python/blob/master/examples/create_scripts/crcns_ret-1.py (July 24.2017) . Large portions have been copied from that script (and modified as needed) to ease use of this example. We here separate the data read from the data write to be illustrate which parts of the code are actually relevant for reading the input data (this section) vs. which parts are specific to the data write (see Section 5). Alternatively, we could naturally also directly read the data to PyNWB NWBContainer classes." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.1 Input data settings" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# Create the list of file names\n", "data_dir = os.path.join(indata_dir, 'Data')\n", "file_list = glob.glob( data_dir + \"/*.mat\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.2 Read helper functions" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def find_exp_time(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording date from \" + fname)\n", " return \"\"\n", " try:\n", " rst = data_info[\"RecStartTime\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording start time from \" + fname)\n", " return \"\"\n", " time = d + str(rst[3]) + str(rst[4]) + str(rst[5])\n", " dt=datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\")\n", " return dt.strftime(\"%a %b %d %Y %H:%M:%S\")\n", " \n", "def find_stim_times(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Error: Unable to read recording date from \" + fname)\n", " assert False\n", " try:\n", " rst = data_info['RecStartTime']\n", " except IndexError:\n", " print (\"Error: Unable to read recording start time from \" + fname)\n", " assert False\n", " dt = []\n", " for i in range(len(rst)):\n", " time = d + str(rst[i][3]) + str(rst[i][4]) + str(rst[i][5])\n", " dt.append(datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\"))\n", " for i in range(1,len(rst)):\n", " dt[i] = (dt[i] - dt[0]).total_seconds()\n", " dt[0] = 0.0\n", " return dt\n", "\n", "def create_stim_ident(x, y, dx, dy):\n", " return \"%dx%d_%dx%d\" % (x, y, dx, dy)\n", "\n", "def create_stimulus_data(seed, x, y, dx, dy):\n", " # return np.zeros(100) # TODO remove this line to create actual data. This is just added to shortcut the long loops to seep-up debugging\n", " ident = create_stim_ident(x, y, dx, dy)\n", " print(\"Creating stimulus data %s %d\" % (ident, seed))\n", " n_pixels = stim_pixel_cnt[ident]\n", " data = np.zeros(n_pixels)\n", " with open( os.path.join(indata_dir, \"ran1.bin\"), 'rb') as f:\n", " for i in range(int(n_pixels/8)): #py3, added int\n", " byte = f.read(1)\n", " for j in reversed(range(8)):\n", " data[i*8+j] = 255*(ord(byte) >> j & 1)\n", " nx = int(x/dx) # py3, added int\n", " ny = int(y/dy) # py3, added int\n", " n_frames = int(n_pixels / (nx * ny)) # py3, added int\n", " # reshape stimulus\n", " datar = np.reshape(data, (n_frames, ny, nx)).astype(dtype='uint8')\n", " return datar" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.3 Create Electrode Metadata" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": true }, "outputs": [], "source": [ "channel_coordinates = []\n", "device_name = \"61-channel probe\"\n", "# using 61-channel configuration from Mesiter et al., 1994\n", "# NOTE: this is an estimate and is used for example purposes only\n", "for i in range(5): channel_coordinates.append([(140+70*i), 0, 0])\n", "for i in range(6): channel_coordinates.append([(105+70*i), 60, 0])\n", "for i in range(7): channel_coordinates.append([( 70+70*i), 120, 0])\n", "for i in range(8): channel_coordinates.append([( 30+70*i), 180, 0])\n", "for i in range(9): channel_coordinates.append([( 70*i), 240, 0])\n", "for i in range(8): channel_coordinates.append([( 30+70*i), 300, 0])\n", "for i in range(7): channel_coordinates.append([( 70+70*i), 360, 0])\n", "for i in range(6): channel_coordinates.append([(105+70*i), 420, 0])\n", "for i in range(5): channel_coordinates.append([(140+70*i), 480, 0])\n", "channel_coordinates = np.asarray(channel_coordinates) \n", "\n", "electrode_meta = {\n", " 'name': \"61-channel_probe\", \n", " 'channel_coordinates': channel_coordinates,\n", " 'channel_description': ['none'] * 61,\n", " 'channel_location': ['undefined'] * 61,\n", " 'channel_filtering': ['undefined'] * 61,\n", " 'channel_impedance': ['undefined'] * 61,\n", " 'description': \"Approximation of electrode array used in experiment based on Mester, et. al., 1994 (DEMO DATA)\",\n", " 'location': \"Retina flatmount recording\",\n", " 'device': \"----\" \n", "}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.4 Getting stimulus frame requirements" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": false }, "outputs": [], "source": [ "stim_pixel_cnt = {}\n", "for filename in file_list:\n", " fname = os.path.basename(filename)\n", " mfile = loadmat(filename, struct_as_record=True)\n", " data_info = mfile['datainfo'][0,0]\n", " stim_offset = find_stim_times(fname, data_info)\n", " for i in range(len(stim_offset)):\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " n_frames = stimulus[\"Nframes\"][0,0]\n", " # figure out how many pixels per frame\n", " x = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " y = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " dx = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " dy = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " nx = int(x/dx)\n", " ny = int(y/dy)\n", " n_pix = n_frames * nx * ny\n", " # remember maximum pixel count for this stimulus type\n", " name = create_stim_ident(x, y, dx, dy)\n", " if name in stim_pixel_cnt:\n", " n = stim_pixel_cnt[name]\n", " if n_pix > n:\n", " stim_pixel_cnt[name] = n_pix\n", " else:\n", " stim_pixel_cnt[name] = n_pix" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.5 Read file metadata, spike data, and stimulus data" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080516_R1.mat\n", "Creating stimulus data 640x480_1x480 -10000\n", "Creating stimulus data 640x480_10x10 -10000\n", "Creating stimulus data 640x480_640x1 -10000\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080516_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080606_R1.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080606_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080606_R3.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080624_R1.mat\n", "Creating stimulus data 640x480_2x480 -10000\n", "Creating stimulus data 640x480_640x2 -10000\n", "Creating stimulus data 640x300_10x10 -10000\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080624_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080624_R3.mat\n", "Creating stimulus data 640x480_5x480 -10000\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R3.mat\n", "Creating stimulus data 640x320_8x8 -10000\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R4.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R5.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R6.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R7.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080702_R1.mat\n", "Processing: /Volumes/Data Drive/nwb_convert_tutorial/api-python/examples/source_data_2/crcns_ret-1/Data/20080702_R4.mat\n" ] } ], "source": [ "# The following dicts use filenames as keys and store for each file a dict with the \n", "# associated file metadta, stimulus data, and spike data, respectively\n", "per_file_meta = {} # File metadata : Store for each file a single dict with the metadata about that file \n", "stimulus_data = {} # Stimulus data : Store for each file a list of dicts with the metadata about all stimuli\n", "spike_unit_times_data = {} # Spike data : Store for each file a list of dicts with the metadata about the SpikeUnits in UnitTimes\n", "stim_cache = {} # Cache used internally to avoid repeated recalculation of stimulus data\n", "\n", "for filename in file_list:\n", " print(\"Processing: %s\" % filename)\n", " fname = os.path.basename(filename)\n", " mfile = loadmat(filename, struct_as_record=True)\n", " data_info = mfile['datainfo'][0,0]\n", " stim_offset = find_stim_times(fname, data_info)\n", " \n", " ##################################\n", " # Read file metadata\n", " ##################################\n", " rec_no = data_info[\"RecNo\"][0]\n", " smpl_no = data_info[\"SmplNo\"][0]\n", " animal = str(data_info[\"animal\"][0])\n", " notes = str(data_info[\"description\"][0])\n", " session_id = \"RecNo: \" + str(rec_no) + \"; SmplNo: \" + str(smpl_no)\n", " per_file_meta[filename] = {\n", " \"output_filename\": os.path.join(output_dir, \"%s.nwb\" % str(fname[:-4])),\n", " \"start_time\": find_exp_time(os.path.basename(file_list[0]), data_info),\n", " \"identifier\": \"Meister test data\",\n", " \"description\": \"Optical stimulation and extracellular recording of retina\",\n", " \"create_date\": datetime.datetime.now(),\n", " \"experimenter\": \"Yifeng Zhang\", \n", " \"experiment_description\": None,\n", " \"session_id\": \"RecNo: \" + str(rec_no) + \"; SmplNo: \" + str(smpl_no),\n", " \"institution\": \"Harvard University\",\n", " \"lab\": \"Markus Meister\",\n", " \"related_publications\": \"Yi-Feng Zhang, Hiroki Asari, and Markus Meister (2014); Multi-electrode recordings from retinal ganglion cells. CRCNS.org. http://dx.doi.org/10.6080/K0RF5RZT\",\n", " \"notes\": notes,\n", " \"species\": \"mouse\",\n", " \"genotype\": animal\n", " } \n", " \n", " ###################################################\n", " # Read stimulus presentation image series data\n", " ###################################################\n", " stim_offsets = find_stim_times(fname, data_info)\n", " curr_stim_data = []\n", " # get stimulus offset times\n", " for i in range(len(stim_offsets)):\n", " stim_dat = {\n", " \"file\": filename,\n", " \"index\": i,\n", " \"offset\": stim_offsets[i]\n", " }\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " stim_dat['n_frames'] = stimulus[\"Nframes\"][0,0]\n", " stim_dat['frame'] = stimulus[\"frame\"][0,0]\n", " stim_dat['onset'] = stimulus[\"onset\"][0,0]\n", " stim_dat['type_s'] = stimulus[\"type\"][0]\n", " stim_dat['seed'] = stimulus[\"param\"][\"seed\"][0,0][0,0]\n", " stim_dat['x'] = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " stim_dat['y'] = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " stim_dat['dx'] = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " stim_dat['dy'] = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " stim_dat['pixel_size'] = stimulus[\"pixelsize\"][0,0]\n", " stim_dat['timestamps'] = np.arange(stim_dat['n_frames']) * stim_dat['frame'] + stim_dat['onset'] + stim_dat['offset']\n", " stim_dat['end'] = 1.\n", " if stim_dat['timestamps'].size>0:\n", " stim_dat['end'] += stim_dat['timestamps'][-1] \n", " stim_dat['rec_stim_name'] = \"rec_stim_%d\" % (i+1)\n", " stim_dat['description'] = \"type = %s; seed = %s\" % (str(stim_dat['type_s']), str(stim_dat['seed']))\n", " stim_dat['dimension'] = [int(stim_dat['x']/stim_dat['dx']), \n", " int(stim_dat['y']/stim_dat['dy'])]\n", " stim_cache_id = '%s_%d' % (create_stim_ident(stim_dat['x'], stim_dat['y'], stim_dat['dx'], stim_dat['dy']), stim_dat['seed'])\n", " if stim_cache_id not in stim_cache:\n", " stim_cache[stim_cache_id] = create_stimulus_data(stim_dat['seed'], \n", " stim_dat['x'], \n", " stim_dat['y'], \n", " stim_dat['dx'], \n", " stim_dat['dy']) \n", " stim_dat['data'] = stim_cache[stim_cache_id] \n", " curr_stim_data.append(stim_dat)\n", " stimulus_data[filename] = curr_stim_data\n", " \n", " ###########################################\n", " # Read the spike data\n", " ############################################\n", " spikes_mat = mfile[\"spikes\"]\n", " num_cells = spikes_mat.shape[0]\n", " num_stims = spikes_mat.shape[1]\n", " spike_units = []\n", " for cell_index in range(num_cells):\n", " curr_spike_unit = {\n", " 'name': \"cell_%d\" %(cell_index+1),\n", " 'custom_stim_spikes': {}\n", " }\n", " spike_list = []\n", " for j in range(num_stims):\n", " \n", " stim_name = \"stim_%d\" % (j+1)\n", " spikes = np.hstack(spikes_mat[cell_index,j]) + stim_offsets [j]\n", " spike_list.extend(spikes)\n", " curr_spike_unit['custom_stim_spikes'][stim_name] = spikes\n", " \n", " curr_spike_unit['times'] = spike_list\n", " curr_spike_unit['unit_description'] = 'none' # This was also 'none' in the original version \n", " curr_spike_unit['source'] = \"Data as reported in the original crcns file\"\n", " spike_units.append(curr_spike_unit)\n", " \n", " spike_unit_times_data[filename] = spike_units\n", " " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 5: Creating the NWB data using PyNWB" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 5.1: Create extensions for storing custom metadata" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": false }, "outputs": [], "source": [ "from pynwb.spec import NWBNamespaceBuilder, NWBGroupSpec, NWBAttributeSpec, NWBDatasetSpec\n", "from pynwb import get_class, load_namespaces\n", "\n", "# Define where our extensions should be stored\n", "ext_output_dir = os.path.join(output_dir, \"extensions\")\n", "ns_name = 'crcnsret1'\n", "ns_path = os.path.join(ext_output_dir, '%s.namespace.yaml' % ns_name)\n", "ext_path = '%s.extensions.yaml' % ns_name\n", "\n", "# Check to make sure that our storage location for the extensions exists\n", "if not os.path.exists(ext_output_dir):\n", " os.makedirs(ext_output_dir)\n", "\n", "# Build the namespace\n", "ns_builder = NWBNamespaceBuilder('Extension for use in my Lab', ns_name)\n", "\n", "# Create a custom ImageSeries to add our custom attributes and add our extensions to the namespace\n", "mis_ext = NWBGroupSpec('A custom ImageSeries to add MeisterLab custom metadata',\n", " attributes=[NWBAttributeSpec('x' , 'int', 'meister x', required=False),\n", " NWBAttributeSpec('y' , 'int', 'meister y', required=False),\n", " NWBAttributeSpec('dx', 'int', 'meister dx', required=False),\n", " NWBAttributeSpec('dy', 'int', 'meister dy', required=False),\n", " NWBAttributeSpec('pixel_size', 'float', 'meister pixel size', required=False)],\n", " neurodata_type_inc='ImageSeries',\n", " neurodata_type_def='MeisterImageSeries') \n", "ns_builder.add_spec(ext_path, mis_ext)\n", "\n", "# Export the YAML files for our namespace and extensions\n", "ns_builder.export(ns_path)\n", "\n", "# Load the namespace to register it with PyNWB\n", "load_namespaces(ns_path)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# Get our custom container classes for our extensions\n", "MeisterImageSeries = get_class('MeisterImageSeries', ns_name) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can now inspect our container class using the usual mechanisms, e.g., help. For illustration purposes, let's call help on our class. Here we can see that:\n", "* Our custom attributes have been added to the constructor with approbriate documentation describing the type and purpose we indicated in the spec for our attributes\n", "* From the \"Method resolution order\" documentationw we can see that our MeisterImageSeries inherits from pynwb.image.ImageSeries so that interaction mechanism from the base class are also available in our class" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Help on class MeisterImageSeries in module abc:\n", "\n", "class MeisterImageSeries(pynwb.image.ImageSeries)\n", " | General image data that is common between acquisition and stimulus time series.\n", " | The image data can be stored in the HDF5 file or it will be stored as an external image file.\n", " | \n", " | Method resolution order:\n", " | MeisterImageSeries\n", " | pynwb.image.ImageSeries\n", " | pynwb.base.TimeSeries\n", " | pynwb.core.NWBContainer\n", " | form.container.Container\n", " | builtins.object\n", " | \n", " | Methods defined here:\n", " | \n", " | __init__(*args, **kwargs)\n", " | __init__(name, source, data, unit, format, external_file=None, starting_frame=None, bits_per_pixel=None, dimension=[nan], resolution=0.0, conversion=1.0, timestamps=None, starting_time=None, rate=None, comments=None, description=None, control=None, control_description=None, parent=None, pixel_size=None, dy=None, y=None, x=None, dx=None)\n", " | \n", " | \n", " | \n", " | Args:\n", " | name (str): The name of this TimeSeries dataset\n", " | source (str): Name of TimeSeries or Modules that serve as the source for the data contained here. It can also be the name of a device, for stimulus or acquisition data\n", " | data (list or ndarray or TimeSeries): The data this TimeSeries dataset stores. Can also store binary data e.g. image frames\n", " | unit (str): The base unit of measurement (should be SI unit)\n", " | format (str): Format of image. Three types: 1) Image format; tiff, png, jpg, etc. 2) external 3) raw.\n", " | external_file (Iterable): Path or URL to one or more external file(s). Field only present if format=external. Either external_file or data must be specified, but not both.\n", " | starting_frame (Iterable): Each entry is the frame number in the corresponding external_file variable. This serves as an index to what frames each file contains.\n", " | bits_per_pixel (int): Number of bit per image pixel\n", " | dimension (Iterable): Number of pixels on x, y, (and z) axes.\n", " | resolution (float): The smallest meaningful difference (in specified unit) between values in data\n", " | conversion (float): Scalar to multiply each element by to convert to volts\n", " | timestamps (list or ndarray or TimeSeries): Timestamps for samples stored in data\n", " | starting_time (float): The timestamp of the first sample\n", " | rate (float): Sampling rate in Hz\n", " | comments (str): Human-readable comments about this TimeSeries dataset\n", " | description (str): Description of this TimeSeries dataset\n", " | control (Iterable): Numerical labels that apply to each element in data\n", " | control_description (Iterable): Description of each control value\n", " | parent (NWBContainer): The parent NWBContainer for this NWBContainer\n", " | pixel_size (float): meister pixel size\n", " | dy (int): meister dy\n", " | y (int): meister y\n", " | x (int): meister x\n", " | dx (int): meister dx\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data and other attributes defined here:\n", " | \n", " | __abstractmethods__ = frozenset()\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data descriptors inherited from pynwb.image.ImageSeries:\n", " | \n", " | bits_per_pixel\n", " | \n", " | dimension\n", " | \n", " | external_file\n", " | \n", " | format\n", " | \n", " | starting_frame\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data and other attributes inherited from pynwb.image.ImageSeries:\n", " | \n", " | __nwbfields__ = ('name', 'comments', 'description', 'source', 'data', ...\n", " | \n", " | ----------------------------------------------------------------------\n", " | Methods inherited from pynwb.base.TimeSeries:\n", " | \n", " | set_comments(*args, **kwargs)\n", " | set_comments(comments)\n", " | \n", " | Convenience function to set the comments field of the\n", " | *TimeSeries*\n", " | \n", " | Args:\n", " | comments (str): Human-readable comments about this TimeSeries dataset\n", " | \n", " | set_description(*args, **kwargs)\n", " | set_description(description)\n", " | \n", " | Convenience function to set the description field of the\n", " | *TimeSeries*\n", " | \n", " | Args:\n", " | description (str): Description of this TimeSeries dataset\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data descriptors inherited from pynwb.base.TimeSeries:\n", " | \n", " | ancestry\n", " | \n", " | comments\n", " | \n", " | control\n", " | \n", " | control_description\n", " | \n", " | conversion\n", " | \n", " | data\n", " | \n", " | data_link\n", " | \n", " | description\n", " | \n", " | help\n", " | \n", " | interval\n", " | \n", " | name\n", " | \n", " | neurodata_type\n", " | \n", " | num_samples\n", " | \n", " | rate\n", " | \n", " | rate_unit\n", " | \n", " | resolution\n", " | \n", " | source\n", " | \n", " | starting_time\n", " | \n", " | time_unit\n", " | \n", " | timestamp_link\n", " | \n", " | timestamps\n", " | \n", " | timestamps_unit\n", " | \n", " | unit\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data descriptors inherited from pynwb.core.NWBContainer:\n", " | \n", " | container_source\n", " | The source of this Container e.g. file name or table\n", " | \n", " | fields\n", " | \n", " | namespace\n", " | \n", " | parent\n", " | The parent NWBContainer of this NWBContainer\n", " | \n", " | subcontainers\n", " | \n", " | ----------------------------------------------------------------------\n", " | Class methods inherited from form.container.Container:\n", " | \n", " | type_hierarchy() from form.utils.ExtenderMeta\n", " | \n", " | ----------------------------------------------------------------------\n", " | Data descriptors inherited from form.container.Container:\n", " | \n", " | __dict__\n", " | dictionary for instance variables (if defined)\n", " | \n", " | __weakref__\n", " | list of weak references to the object (if defined)\n", "\n" ] } ], "source": [ "help(MeisterImageSeries)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For illustration purposes, let's also have a quick look at the contents of our YAML namespace and extension file." ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "crcnsret1.namespace.yaml\n", "------------------------\n", "namespaces:\n", "- doc: Extension for use in my Lab\n", " name: crcnsret1\n", " schema:\n", " - namespace: core\n", " - source: crcnsret1.extensions.yaml\n", "\n", "\n", "crcnsret1.extensions.yaml\n", "-------------------------\n", "groups:\n", "- attributes:\n", " - doc: meister x\n", " dtype: int\n", " name: x\n", " required: false\n", " - doc: meister y\n", " dtype: int\n", " name: y\n", " required: false\n", " - doc: meister dx\n", " dtype: int\n", " name: dx\n", " required: false\n", " - doc: meister dy\n", " dtype: int\n", " name: dy\n", " required: false\n", " - doc: meister pixel size\n", " dtype: float\n", " name: pixel_size\n", " required: false\n", " doc: A custom ImageSeries to add MeisterLab custom metadata\n", " neurodata_type_def: MeisterImageSeries\n", " neurodata_type_inc: ImageSeries\n", "\n" ] } ], "source": [ "print(os.path.basename(ns_path))\n", "print(\"------------------------\")\n", "with open(ns_path, 'r') as fin:\n", " print(fin.read())\n", "print(\"\")\n", "print(ext_path)\n", "print(\"-------------------------\")\n", "with open(os.path.join(ext_output_dir, ext_path), 'r') as fin:\n", " print(fin.read())" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 5.2: Write Single NWB file\n", "\n", "This example generates a series of NWB HDF5 files. We here define first a function to convert a single file." ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "collapsed": false }, "outputs": [], "source": [ "def convert_single_file(file_stimulus_data, file_meta, spike_units, electrode_meta):\n", " #########################################\n", " # Create the NWBFile container\n", " ##########################################\n", " nwbfile = NWBFile(file_name=file_meta['output_filename'],\n", " session_description=file_meta['description'],\n", " identifier=file_meta['identifier'],\n", " session_start_time=file_meta['start_time'],\n", " file_create_date=file_meta['create_date'],\n", " experimenter=file_meta['experimenter'],\n", " experiment_description=file_meta['experiment_description'],\n", " session_id=file_meta['session_id'],\n", " institution=file_meta['institution'],\n", " lab=file_meta['lab'])\n", " \n", " ################################################\n", " # Convert the stimuls data for the file\n", " ################################################\n", " for i, curr_stimulus in enumerate(file_stimulus_data):\n", " \n", " ####################################################\n", " # Create the image timeseries for the stimulus\n", " #####################################################\n", " img = MeisterImageSeries(name=curr_stimulus['rec_stim_name'], # The following are inherited from ImageSeries\n", " source='Undefined',\n", " data=curr_stimulus['data'],\n", " unit=\"grayscale\",\n", " format='raw',\n", " bits_per_pixel=8,\n", " dimension=curr_stimulus['dimension'],\n", " timestamps=curr_stimulus['timestamps'],\n", " description=curr_stimulus['description'], \n", " x=int(curr_stimulus['x']), # The following are custom attribute values we added to our MeiterImageSeries extension\n", " y=int(curr_stimulus['y']),\n", " dx=int(curr_stimulus['dx']),\n", " dy=int(curr_stimulus['dy']),\n", " pixel_size=curr_stimulus['pixel_size'],\n", " )\n", " nwbfile.add_stimulus(img) # Add the stimulus timeseries to the file\n", " \n", " ##############################################\n", " # Create the epoch for the stimulus\n", " ############################################## \n", " epoch = nwbfile.add_epoch(name=\"stim_%d\"%(i+1), \n", " start=curr_stimulus['offset'],\n", " stop=curr_stimulus['end'],\n", " tags=[],\n", " description=\"\")\n", " # Create the EpochTimeSeries\n", " epoch.add_timeseries(timeseries=img,\n", " in_epoch_name=\"stimulus\")\n", " \n", " \n", " ####################################################################################################\n", " # Create the module 'Cells' with a single 'UnitTimes' interfaces storing a set of 'SpikeUnites'\n", " #####################################################################################################\n", " cells_module = nwbfile.create_processing_module(name=\"Cells\", \n", " description=\"Spike times for the individual cells and stimuli\")\n", " spike_unit_objs = []\n", " for spike_unit_data in spike_units:\n", " spike_unit_objs.append(SpikeUnit(name=spike_unit_data['name'],\n", " times=spike_unit_data['times'],\n", " unit_description=spike_unit_data['unit_description'],\n", " source=spike_unit_data['source']))\n", " # TODO Add custom data'custom_stim_spikes' data to the SpikeUnit\n", " unit_times = UnitTimes(source=\"Data as reported in the original crcns file\",\n", " spike_units=spike_unit_objs)\n", " for i in spike_unit_objs:\n", " i.parent = unit_times\n", " cells_module.add_interface(unit_times)\n", " \n", " #####################################################\n", " # Create the electrode group\n", " #####################################################\n", " device = nwbfile.create_device(electrode_meta['device'])\n", " electrode_group = nwbfile.create_electrode_group(name=electrode_meta['name'],\n", " channel_coordinates=electrode_meta['channel_coordinates'],\n", " channel_description=electrode_meta['channel_description'],\n", " channel_location=electrode_meta['channel_location'],\n", " channel_filtering=electrode_meta['channel_filtering'],\n", " channel_impedance=electrode_meta['channel_impedance'],\n", " description=electrode_meta['description'],\n", " location=electrode_meta['location'],\n", " device=device)\n", " \n", " # TODO Add metadata\n", " # file_meta['related_publications']\n", " # file_meta['notes']\n", " # file_meta['species'] \n", " # file_meta['genotype']\n", " \n", " ##################################\n", " # Write the NWB file\n", " ##################################\n", " manager = get_build_manager()\n", " io = HDF5IO(nwbfile.filename, manager)\n", " io.write(nwbfile)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 5.3: Convert all files\n", "\n", "Convert all the files by iterating over the files and calling `convert_single_file` function for each of the file" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "collapsed": false }, "outputs": [], "source": [ "for filename in file_list:\n", " convert_single_file(file_stimulus_data=stimulus_data[filename],\n", " file_meta=per_file_meta[filename], \n", " spike_units=spike_unit_times_data[filename], \n", " electrode_meta=electrode_meta)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 6 Run the convert script from H5Gate\n", "\n", "For illustration purposes, we here also perform the same convert using the original H5Gate API. This allows us to compare our updated NWB files with the v1.0.5bNWB files generated." ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "collapsed": false }, "outputs": [], "source": [ "h5gate_path = '/Volumes/Data Drive/nwb_convert_tutorial/api-python'\n", "h5gate_output_dir = os.path.join(output_dir, 'nwb_v1.0.5b/')\n", "sys.path.append(h5gate_path)\n", "run_h5gate_convert = not os.path.exists(h5gate_output_dir)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The following is a copy of the following script: https://github.com/NeurodataWithoutBorders/api-python/blob/master/examples/create_scripts/crcns_ret-1.py . Minor modifications were made to paths to make the script work within the notebook indicated by `#MODIFIED` comments. The script is included here to ease comparison and use of the example." ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Getting stimulus frame requirements\n", "Processing 20080516_R1.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080516_R1.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/stim_library/640x480_1x480_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/stim_library/640x480_10x10_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/stim_library/640x480_640x1_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 12 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "8 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-7)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 37 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "37 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-7)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-7)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-7)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 12 warnings, 37 additions\n", "failed validation check (at least one error)\n", "Processing 20080516_R2.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080516_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 39 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "35 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-34)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 118 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "118 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-34)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-34)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-34)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 39 warnings, 118 additions\n", "failed validation check (at least one error)\n", "Processing 20080606_R1.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080606_R1.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 9 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "5 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-4)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 28 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "28 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-4)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-4)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 9 warnings, 28 additions\n", "failed validation check (at least one error)\n", "Processing 20080606_R2.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080606_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 11 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "7 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-6)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 34 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "34 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-6)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-6)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-6)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 11 warnings, 34 additions\n", "failed validation check (at least one error)\n", "Processing 20080606_R3.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080606_R3.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 6 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "2 recommended datasets missing:\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_1/source'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 19 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "19 datasets custom and identified by attribute neurodata_type=Custom (8 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_1/stim_1'\n", " 8. '/processing/Cells/UnitTimes/cell_1/stim_# (#=2-3)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 6 warnings, 19 additions\n", "failed validation check (at least one error)\n", "Processing 20080624_R1.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080624_R1.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/stim_library/640x480_2x480_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/stim_library/640x480_640x2_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/stim_library/640x300_10x10_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 42 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x2_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x300_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "38 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-37)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 127 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "127 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-37)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-37)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-37)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 42 warnings, 127 additions\n", "failed validation check (at least one error)\n", "Processing 20080624_R2.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080624_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 31 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x300_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "27 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-26)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 94 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "94 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-26)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-26)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-26)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 31 warnings, 94 additions\n", "failed validation check (at least one error)\n", "Processing 20080624_R3.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080624_R3.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/stim_library/640x480_5x480_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 43 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x300_10x10_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_5x480_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "39 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-38)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 130 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "130 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-38)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-38)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-38)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 43 warnings, 130 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R2.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080628_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 3 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "1 attributes missing:\n", " 1. /stimulus/presentation/rec_stim_1 - source\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 43 warnings.\n", "1 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "41 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-40)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 46 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "46 datasets custom and identified by attribute neurodata_type=Custom (8 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_1/meister_dx'\n", " 3. '/stimulus/presentation/rec_stim_1/meister_dy'\n", " 4. '/stimulus/presentation/rec_stim_1/meister_x'\n", " 5. '/stimulus/presentation/rec_stim_1/meister_y'\n", " 6. '/stimulus/presentation/rec_stim_1/pixel_size'\n", " 7. '/processing/Cells/UnitTimes/cell_1/stim_1'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-40)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "3 errors, 43 warnings, 46 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R3.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080628_R3.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/stim_library/640x320_8x8_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 36 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "33 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-32)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 75 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "75 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-32)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-32)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 36 warnings, 75 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R4.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080628_R4.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 19 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "16 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-15)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 41 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "41 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-15)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-15)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 19 warnings, 41 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R5.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080628_R5.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 47 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "44 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-43)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 97 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "97 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-43)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-43)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 47 warnings, 97 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R6.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080628_R6.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 17 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "14 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-13)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 37 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "37 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-13)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-13)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 17 warnings, 37 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R7.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080628_R7.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 3 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "1 attributes missing:\n", " 1. /stimulus/presentation/rec_stim_1 - source\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 17 warnings.\n", "1 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "15 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-14)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 20 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "20 datasets custom and identified by attribute neurodata_type=Custom (8 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_1/meister_dx'\n", " 3. '/stimulus/presentation/rec_stim_1/meister_dy'\n", " 4. '/stimulus/presentation/rec_stim_1/meister_x'\n", " 5. '/stimulus/presentation/rec_stim_1/meister_y'\n", " 6. '/stimulus/presentation/rec_stim_1/pixel_size'\n", " 7. '/processing/Cells/UnitTimes/cell_1/stim_1'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-14)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "3 errors, 17 warnings, 20 additions\n", "failed validation check (at least one error)\n", "Processing 20080702_R1.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080702_R1.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 7 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "4 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-3)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 17 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "17 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-3)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 7 warnings, 17 additions\n", "failed validation check (at least one error)\n", "Processing 20080702_R4.mat\n", "Creating /Volumes/Data Drive/nwb_convert_tutorial/convert_test/crcns-ret-1-with-ext/nwb_v1.0.5b/20080702_R4.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 16 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "13 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-12)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 35 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "35 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-12)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-12)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 16 warnings, 35 additions\n", "failed validation check (at least one error)\n" ] } ], "source": [ "if run_h5gate_convert: # MODIFIED: Added outer if to allow us to avoid running the script again\n", " #!/usr/bin/python\n", "\n", " # script to convert Meister sample data sets to NWB format\n", " # modified to use specification language\n", "\n", " import glob\n", " import sys\n", " import os\n", " import h5py\n", " import datetime\n", " import numpy as np\n", " import scipy.io as sio\n", "\n", " from nwb import nwb_file\n", " from nwb import nwb_utils as ut\n", "\n", "\n", " # directory for input data\n", " SOURCE_DATA_DIR = indata_dir # MODIFIED: Set to our current input data dir\n", " path = SOURCE_DATA_DIR + \"/Data/\" # MODIFIED: Fix path to fit the notebook\n", "\n", " if not os.path.exists(path):\n", " # print (\"Source files for script '%s' not present.\" % os.path.basename(__file__)) # MODIFIED: Removed Print\n", " print (\"Download and put them in the 'examples/source_data' directory as instructed\")\n", " print (\"in file examples/0_README.txt\")\n", " # sys.exit(1) # MODIFIED: Do not exit\n", "\n", "\n", " file_list = glob.glob(path + \"*.mat\")\n", " #file_list = [path+\"20080516_R2.mat\"]\n", "\n", " if not file_list:\n", " print (\"*** Error:\")\n", " print (\"No files found at '%s'. Cannot run script %s.\" % (path, os.path.basename(__file__)))\n", " sys.exit(1)\n", "\n", " # directory for created NWB files. Must have a trailing slash.\n", " OUTPUT_DIR = h5gate_output_dir # MODIFIED: Use our own output directory\n", " if not os.path.exists(OUTPUT_DIR):\n", " os.makedirs(OUTPUT_DIR)\n", "\n", " # this directory for storing generated stimulus files (which are not NWB files).\n", " STIM_LIBRARY_DIR = OUTPUT_DIR + \"stim_library/\"\n", " if not os.path.exists(STIM_LIBRARY_DIR):\n", " os.makedirs(STIM_LIBRARY_DIR)\n", "\n", "\n", " def find_exp_time(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording date from \" + fname)\n", " return \"\"\n", " try:\n", " rst = data_info[\"RecStartTime\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording start time from \" + fname)\n", " return \"\"\n", " time = d + str(rst[3]) + str(rst[4]) + str(rst[5])\n", " dt=datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\")\n", " return dt.strftime(\"%a %b %d %Y %H:%M:%S\")\n", "\n", " def find_stim_times(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Error: Unable to read recording date from \" + fname)\n", " assert False\n", " try:\n", " rst = data_info['RecStartTime']\n", " except IndexError:\n", " print (\"Error: Unable to read recording start time from \" + fname)\n", " assert False\n", " dt = []\n", " for i in range(len(rst)):\n", " time = d + str(rst[i][3]) + str(rst[i][4]) + str(rst[i][5])\n", " dt.append(datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\"))\n", " for i in range(1,len(rst)):\n", " dt[i] = (dt[i] - dt[0]).total_seconds()\n", " dt[0] = 0.0\n", " return dt\n", "\n", " def create_stim_ident(x, y, dx, dy):\n", " return \"%dx%d_%dx%d\" % (x, y, dx, dy)\n", "\n", " def create_stimulus_file(fname, seed, x, y, dx, dy):\n", " print (\"Creating stimulus file \" + fname)\n", " ident = create_stim_ident(x, y, dx, dy)\n", " n_pixels = stim_pixel_cnt[ident]\n", " data = np.zeros(n_pixels)\n", " with open(SOURCE_DATA_DIR + \"/ran1.bin\", 'rb') as f: # MODIFIED: Fix path to fit the notebook\n", " for i in range(int(n_pixels/8)): #py3, added int\n", " byte = f.read(1)\n", " for j in reversed(range(8)):\n", " data[i*8+j] = 255*(ord(byte) >> j & 1)\n", " # for j in range(8):\n", " # data[i*8+j] = 255 * ((ord(byte) >> (7-j)) & 1)\n", " nx = int(x/dx) # py3, added int\n", " ny = int(y/dy) # py3, added int\n", " n_frames = int(n_pixels / (nx * ny)) # py3, added int\n", " # reshape stimulus\n", " datar = np.reshape(data, (n_frames, ny, nx))\n", " h5 = h5py.File(fname, 'w')\n", " grp = h5.create_dataset(\"image_stack\", data=datar, compression=True, dtype='uint8')\n", " grp.attrs[\"si_unit\"] = \"grayscale\"\n", " grp.attrs[\"resolution\"] = \"1\"\n", " grp.attrs[\"conversion\"] = \"1\"\n", " h5.close()\n", "\n", " def fetch_stimulus_link(seed, x, y, dx, dy):\n", " # see if stack already exists. if not, create it\n", " fname = STIM_LIBRARY_DIR + \"%s_%d.h5\" % (create_stim_ident(x, y, dx, dy), seed)\n", " if not os.path.isfile(fname):\n", " # need to create file\n", " create_stimulus_file(fname, seed, x, y, dx, dy)\n", " return fname, \"image_stack\"\n", "\n", "\n", " electrode_map = []\n", " # using 61-channel configuration from Mesiter et al., 1994\n", " # NOTE: this is an estimate and is used for example purposes only\n", " for i in range(5): electrode_map.append([(140+70*i), 0, 0])\n", " for i in range(6): electrode_map.append([(105+70*i), 60, 0])\n", " for i in range(7): electrode_map.append([( 70+70*i), 120, 0])\n", " for i in range(8): electrode_map.append([( 30+70*i), 180, 0])\n", " for i in range(9): electrode_map.append([( 70*i), 240, 0])\n", " for i in range(8): electrode_map.append([( 30+70*i), 300, 0])\n", " for i in range(7): electrode_map.append([( 70+70*i), 360, 0])\n", " for i in range(6): electrode_map.append([(105+70*i), 420, 0])\n", " for i in range(5): electrode_map.append([(140+70*i), 480, 0])\n", " electrode_group = []\n", " for i in range(len(electrode_map)):\n", " electrode_group.append(\"61-channel probe\")\n", "\n", " print (\"Getting stimulus frame requirements\")\n", " stim_pixel_cnt = {}\n", " for i in range(len(file_list)):\n", " fname = file_list[i][len(path):]\n", " mfile = sio.loadmat(file_list[i], struct_as_record=True)\n", " # prepare matlab data\n", " data_info = mfile['datainfo'][0,0]\n", " # \n", " stim_offset = find_stim_times(fname, data_info)\n", " for i in range(len(stim_offset)):\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " n_frames = stimulus[\"Nframes\"][0,0]\n", " # figure out how many pixels per frame\n", " x = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " y = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " dx = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " dy = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " nx = int(x/dx)\n", " ny = int(y/dy)\n", " n_pix = n_frames * nx * ny\n", " # remember maximum pixel count for this stimulus type\n", " name = create_stim_ident(x, y, dx, dy)\n", " if name in stim_pixel_cnt:\n", " n = stim_pixel_cnt[name]\n", " if n_pix > n:\n", " stim_pixel_cnt[name] = n_pix\n", " else:\n", " stim_pixel_cnt[name] = n_pix\n", "\n", " for i in range(len(file_list)):\n", " fname = file_list[i][len(path):]\n", " print (\"Processing \" + fname)\n", " mfile = sio.loadmat(file_list[i], struct_as_record=True)\n", " # prepare matlab data\n", " data_info = mfile['datainfo'][0,0]\n", " # prepare output file\n", " vargs = {}\n", " vargs[\"start_time\"] = find_exp_time(fname, data_info)\n", " vargs[\"identifier\"] = ut.create_identifier(\"Meister test data\")\n", " vargs[\"mode\"] = \"w\"\n", " vargs[\"description\"] =\"Optical stimulation and extracellular recording of retina\"\n", " vargs[\"file_name\"] = OUTPUT_DIR + fname[:-4]+\".nwb\" \n", " bfile = nwb_file.open(**vargs)\n", " print (\"Creating \" + vargs[\"file_name\"])\n", " # get stimulus offset times\n", " stim_offset = find_stim_times(fname, data_info)\n", " stim_end = []\n", " # \n", " for i in range(len(stim_offset)):\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " n_frames = stimulus[\"Nframes\"][0,0]\n", " frame = stimulus[\"frame\"][0,0]\n", " onset = stimulus[\"onset\"][0,0]\n", " type_s = stimulus[\"type\"][0]\n", " seed = stimulus[\"param\"][\"seed\"][0,0][0,0]\n", " x = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " y = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " dx = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " dy = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " pixel_size = stimulus[\"pixelsize\"][0,0]\n", " # reformmat for nwb\n", " timestamps = np.arange(n_frames) * frame + onset + stim_offset[i]\n", " rec_stim_name = \"rec_stim_%d\" % (i+1)\n", " # create stimulus\n", " img = bfile.make_group(\"\", rec_stim_name, path=\"/stimulus/presentation\")\n", " img.set_custom_dataset(\"pixel_size\", pixel_size)\n", " img.set_custom_dataset(\"meister_dx\", dx)\n", " img.set_custom_dataset(\"meister_dy\", dy)\n", " img.set_custom_dataset(\"meister_x\", x)\n", " img.set_custom_dataset(\"meister_y\", y)\n", " img.set_dataset(\"timestamps\", timestamps)\n", " img.set_dataset(\"num_samples\", len(timestamps))\n", " file_name, dataset_name = fetch_stimulus_link(seed, x, y, dx, dy)\n", " file_name_base = file_name[len(OUTPUT_DIR):] # strip OUTPUT_DIR from front of name\n", " #- img.set_data_as_remote_link(file_name, dataset_name)\n", " link_str = \"extlink:%s,%s\" % (file_name_base, dataset_name)\n", " img.set_dataset(\"data\", link_str) # special string, causes creation of external link\n", " img.set_dataset(\"bits_per_pixel\", 8)\n", " img.set_dataset(\"format\", \"raw\")\n", " img.set_dataset(\"dimension\", [int(x/dx), int(y/dy)]) # py3, force to be int\n", " img.set_attr(\"description\", \"type = \" + str(type_s) + \"; seed = \" + str(seed))\n", " img.set_attr(\"comments\", \"Based on ran1.bin. Pixel values are 255 for light, 0 for dark\")\n", " # create epoch\n", " stim_end = timestamps[-1] + 1\n", " epoch = ut.add_epoch(bfile, \"stim_%d\"%(i+1), stim_offset[i], stim_end)\n", " stim_start = stim_offset[i]\n", " ts_path = \"/stimulus/presentation/\"+img.name\n", " ut.add_epoch_ts(epoch, stim_start, stim_end, \"stimulus\", ts_path)\n", "\n", " # create module 'Cells' for the spikes \n", " mod_name = \"Cells\"\n", " mod = bfile.make_group(\"\", mod_name)\n", " mod.set_attr(\"description\", \"Spike times for the individual cells and stimuli\")\n", " mod.set_attr(\"source\", \"Data as reported in the original file\")\n", " # create interfaces\n", " spk_times_iface = mod.make_group(\"UnitTimes\")\n", " spk_times_iface.set_attr(\"source\", \"Data as reported in the original crcns file\")\n", " # determine number of cells\n", " spikes_mat = mfile[\"spikes\"]\n", " num_cells = spikes_mat.shape[0]\n", " num_stims = spikes_mat.shape[1]\n", " # unit_list = [] ## Added for specification language conversion method\n", " for i in range(num_cells):\n", " cell_name = \"cell_%d\" %(i+1)\n", " # unit_list.append(cell_name) ## Added for specification language conversion method\n", " cgrp = spk_times_iface.make_group(\"\", cell_name)\n", " spike_list = []\n", " for j in range(num_stims):\n", " stim_name = \"stim_%d\" % (j+1)\n", " spikes = np.hstack(spikes_mat[i,j]) + stim_offset[j]\n", " spike_list.extend(spikes)\n", " cgrp.set_custom_dataset(stim_name, spikes)\n", " cgrp.set_dataset(\"times\", spike_list)\n", " cgrp.set_dataset(\"unit_description\", \"none\") \n", " #- spk_times_iface.finalize()\n", " # spk_times_iface.set_dataset(\"unit_list\", unit_list) ## Added for specification language conversion method\n", " #- mod.finalize()\n", "\n", " # write metadata\n", " rec_no = data_info[\"RecNo\"][0]\n", " smpl_no = data_info[\"SmplNo\"][0]\n", " animal = data_info[\"animal\"][0]\n", " description = data_info[\"description\"][0]\n", " session_id = \"RecNo: \" + str(rec_no) + \"; SmplNo: \" + str(smpl_no)\n", " bfile.set_dataset(\"session_id\", session_id)\n", " bfile.set_dataset(\"experimenter\", \"Yifeng Zhang\") \n", " bfile.set_dataset(\"institution\", \"Harvard University\")\n", " bfile.set_dataset(\"lab\", \"Markus Meister\")\n", " bfile.set_dataset(\"related_publications\", \"Yi-Feng Zhang, Hiroki Asari, and Markus Meister (2014); Multi-electrode recordings from retinal ganglion cells. CRCNS.org. http://dx.doi.org/10.6080/K0RF5RZT\")\n", " bfile.set_dataset(\"notes\", str(description))\n", " bfile.set_dataset(\"species\", \"mouse\")\n", " bfile.set_dataset(\"genotype\", str(animal))\n", " bfile.set_custom_dataset(\"random_number_generation\", \"Reference: WH Press, et al. (1992) Numerical Recipes in C, 2nd ed.\")\n", " # bfile.set_custom_metadata_by_file(\"random_number_generation_code\", \"ran1.m\")\n", " bfile.set_dataset('electrode_map', electrode_map)\n", " bfile.set_dataset('electrode_group', electrode_group)\n", " g = bfile.make_group('', \"61-channel_probe\")\n", " g.set_dataset('description',\"Approximation of electrode array used in experiment based on Mester, et. al., 1994 (DEMO DATA)\")\n", " g.set_dataset('location',\"Retina flatmount recording\")\n", " g.set_dataset('device', \"----\")\n", " print (\"\\tdone\")\n", " bfile.close()" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true }, "source": [ "# 7 Basic Validation and Visualization" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "collapsed": false }, "outputs": [], "source": [ "example_file = '20080516_R1.nwb' # Pick one file for illustration purposes to compare the file generated by H5Gate and PyNWB\n", "pynwb_example_file = os.path.join(output_dir, example_file)\n", "h5gate_example_file = os.path.join(h5gate_output_dir, example_file)" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Groups in H5Gate file not in PyNWB file\n", "/general/specifications\n", "/general/subject\n", "\n", "Groups in PyNWB file not in H5Gate file\n", "/general/devices\n", "/general/devices/----\n", "\n", "Datasets in H5Gate file not in PyNWB file\n", "/general/extracellular_ephys/61-channel_probe/device\n", "/general/extracellular_ephys/electrode_group\n", "/general/extracellular_ephys/electrode_map\n", "/general/notes\n", "/general/random_number_generation\n", "/general/related_publications\n", "/general/specifications/nwb_core.py\n", "/general/subject/genotype\n", "/general/subject/species\n", "/processing/Cells/UnitTimes/cell_1/stim_1\n", "/processing/Cells/UnitTimes/cell_1/stim_2\n", "/processing/Cells/UnitTimes/cell_1/stim_3\n", "/processing/Cells/UnitTimes/cell_2/stim_1\n", "/processing/Cells/UnitTimes/cell_2/stim_2\n", "/processing/Cells/UnitTimes/cell_2/stim_3\n", "/processing/Cells/UnitTimes/cell_3/stim_1\n", "/processing/Cells/UnitTimes/cell_3/stim_2\n", "/processing/Cells/UnitTimes/cell_3/stim_3\n", "/processing/Cells/UnitTimes/cell_4/stim_1\n", "/processing/Cells/UnitTimes/cell_4/stim_2\n", "/processing/Cells/UnitTimes/cell_4/stim_3\n", "/processing/Cells/UnitTimes/cell_5/stim_1\n", "/processing/Cells/UnitTimes/cell_5/stim_2\n", "/processing/Cells/UnitTimes/cell_5/stim_3\n", "/processing/Cells/UnitTimes/cell_6/stim_1\n", "/processing/Cells/UnitTimes/cell_6/stim_2\n", "/processing/Cells/UnitTimes/cell_6/stim_3\n", "/processing/Cells/UnitTimes/cell_7/stim_1\n", "/processing/Cells/UnitTimes/cell_7/stim_2\n", "/processing/Cells/UnitTimes/cell_7/stim_3\n", "/stimulus/presentation/rec_stim_1/meister_dx\n", "/stimulus/presentation/rec_stim_1/meister_dy\n", "/stimulus/presentation/rec_stim_1/meister_x\n", "/stimulus/presentation/rec_stim_1/meister_y\n", "/stimulus/presentation/rec_stim_1/pixel_size\n", "/stimulus/presentation/rec_stim_2/meister_dx\n", "/stimulus/presentation/rec_stim_2/meister_dy\n", "/stimulus/presentation/rec_stim_2/meister_x\n", "/stimulus/presentation/rec_stim_2/meister_y\n", "/stimulus/presentation/rec_stim_2/pixel_size\n", "/stimulus/presentation/rec_stim_3/meister_dx\n", "/stimulus/presentation/rec_stim_3/meister_dy\n", "/stimulus/presentation/rec_stim_3/meister_x\n", "/stimulus/presentation/rec_stim_3/meister_y\n", "/stimulus/presentation/rec_stim_3/pixel_size\n", "\n", "Datasets in PyNWB file not in H5Gate file\n", "/epochs/stim_1/description\n", "/epochs/stim_1/tags\n", "/epochs/stim_2/description\n", "/epochs/stim_2/tags\n", "/epochs/stim_3/description\n", "/epochs/stim_3/tags\n", "/general/extracellular_ephys/61-channel_probe/channel_coordinates\n", "/general/extracellular_ephys/61-channel_probe/channel_description\n", "/general/extracellular_ephys/61-channel_probe/channel_filtering\n", "/general/extracellular_ephys/61-channel_probe/channel_impedance\n", "/general/extracellular_ephys/61-channel_probe/channel_location\n", "/processing/Cells/UnitTimes/cell_1/source\n", "/processing/Cells/UnitTimes/cell_2/source\n", "/processing/Cells/UnitTimes/cell_3/source\n", "/processing/Cells/UnitTimes/cell_4/source\n", "/processing/Cells/UnitTimes/cell_5/source\n", "/processing/Cells/UnitTimes/cell_6/source\n", "/processing/Cells/UnitTimes/cell_7/source\n", "/stimulus/presentation/rec_stim_1/data\n", "/stimulus/presentation/rec_stim_2/data\n", "/stimulus/presentation/rec_stim_3/data\n", "\n", "Attributes in PyNWB file not in H5Gate file\n", "/epochs/stim_1/namespace\n", "/epochs/stim_1/stimulus/namespace\n", "/epochs/stim_1/stimulus/neurodata_type\n", "/epochs/stim_2/namespace\n", "/epochs/stim_2/stimulus/namespace\n", "/epochs/stim_2/stimulus/neurodata_type\n", "/epochs/stim_3/namespace\n", "/epochs/stim_3/stimulus/namespace\n", "/epochs/stim_3/stimulus/neurodata_type\n", "/general/devices/----/namespace\n", "/general/devices/----/neurodata_type\n", "/general/extracellular_ephys/61-channel_probe/namespace\n", "/general/extracellular_ephys/61-channel_probe/neurodata_type\n", "/namespace\n", "/neurodata_type\n", "/processing/Cells/UnitTimes/cell_1/namespace\n", "/processing/Cells/UnitTimes/cell_1/neurodata_type\n", "/processing/Cells/UnitTimes/cell_2/namespace\n", "/processing/Cells/UnitTimes/cell_2/neurodata_type\n", "/processing/Cells/UnitTimes/cell_3/namespace\n", "/processing/Cells/UnitTimes/cell_3/neurodata_type\n", "/processing/Cells/UnitTimes/cell_4/namespace\n", "/processing/Cells/UnitTimes/cell_4/neurodata_type\n", "/processing/Cells/UnitTimes/cell_5/namespace\n", "/processing/Cells/UnitTimes/cell_5/neurodata_type\n", "/processing/Cells/UnitTimes/cell_6/namespace\n", "/processing/Cells/UnitTimes/cell_6/neurodata_type\n", "/processing/Cells/UnitTimes/cell_7/namespace\n", "/processing/Cells/UnitTimes/cell_7/neurodata_type\n", "/processing/Cells/UnitTimes/namespace\n", "/processing/Cells/namespace\n", "/stimulus/presentation/rec_stim_1/data/conversion\n", "/stimulus/presentation/rec_stim_1/data/resolution\n", "/stimulus/presentation/rec_stim_1/data/unit\n", "/stimulus/presentation/rec_stim_1/data_link\n", "/stimulus/presentation/rec_stim_1/dx\n", "/stimulus/presentation/rec_stim_1/dy\n", "/stimulus/presentation/rec_stim_1/namespace\n", "/stimulus/presentation/rec_stim_1/pixel_size\n", "/stimulus/presentation/rec_stim_1/source\n", "/stimulus/presentation/rec_stim_1/timestamp_link\n", "/stimulus/presentation/rec_stim_1/x\n", "/stimulus/presentation/rec_stim_1/y\n", "/stimulus/presentation/rec_stim_2/data/conversion\n", "/stimulus/presentation/rec_stim_2/data/resolution\n", "/stimulus/presentation/rec_stim_2/data/unit\n", "/stimulus/presentation/rec_stim_2/data_link\n", "/stimulus/presentation/rec_stim_2/dx\n", "/stimulus/presentation/rec_stim_2/dy\n", "/stimulus/presentation/rec_stim_2/namespace\n", "/stimulus/presentation/rec_stim_2/pixel_size\n", "/stimulus/presentation/rec_stim_2/source\n", "/stimulus/presentation/rec_stim_2/timestamp_link\n", "/stimulus/presentation/rec_stim_2/x\n", "/stimulus/presentation/rec_stim_2/y\n", "/stimulus/presentation/rec_stim_3/data/conversion\n", "/stimulus/presentation/rec_stim_3/data/resolution\n", "/stimulus/presentation/rec_stim_3/data/unit\n", "/stimulus/presentation/rec_stim_3/data_link\n", "/stimulus/presentation/rec_stim_3/dx\n", "/stimulus/presentation/rec_stim_3/dy\n", "/stimulus/presentation/rec_stim_3/namespace\n", "/stimulus/presentation/rec_stim_3/pixel_size\n", "/stimulus/presentation/rec_stim_3/source\n", "/stimulus/presentation/rec_stim_3/timestamp_link\n", "/stimulus/presentation/rec_stim_3/x\n", "/stimulus/presentation/rec_stim_3/y\n" ] } ], "source": [ "f1 = HierarchyDescription.from_hdf5(pynwb_example_file)\n", "f2 = HierarchyDescription.from_hdf5(h5gate_example_file)\n", "\n", "# Compare groups\n", "g1= set([i['name'] for i in f1['groups']])\n", "g2= set([i['name'] for i in f2['groups']])\n", "print(\"Groups in H5Gate file not in PyNWB file\")\n", "for i in (g2-g1):\n", " print(i)\n", "print(\"\")\n", "print(\"Groups in PyNWB file not in H5Gate file\")\n", "for i in (g1-g2):\n", " print(i) \n", "\n", "# Compare datasets \n", "d1= set([i['name'] for i in f1['datasets']])\n", "d2= set([i['name'] for i in f2['datasets']])\n", "print(\"\")\n", "print(\"Datasets in H5Gate file not in PyNWB file\")\n", "for i in sorted(d2-d1):\n", " print(i)\n", "print(\"\")\n", "print(\"Datasets in PyNWB file not in H5Gate file\")\n", "for i in sorted(d1-d2):\n", " print(i) \n", "\n", "# Compare attributes \n", "a1= set([i['name'] for i in f1['attributes']])\n", "a2= set([i['name'] for i in f2['attributes']])\n", "# Omitted attributes refer to attributes on omitted datasets \n", "#for i in sorted(a2-a1):\n", "# print(i)\n", "print(\"\")\n", "print(\"Attributes in PyNWB file not in H5Gate file\")\n", "for i in sorted(a1-a2):\n", " print(i)" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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gwHmSTiP7rNiR7PtpUJY7/ZQu+QcgIv4r6WCyptMyZFXxJ8iLmy3J18MfQfav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\nI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lDGrjVZbFuU/gG64Z572PM6KSIfishAEdktF9fkqRo+KNWwWIT5jEg8v4C8Ro2LsGp7\nHbCgVKdUMlGCpfBlBqWmYyt55VXhAxgF7B6E0RY573npvIallvQJwihnAyJP/SaVTBSlkolXMcXU\n98DAIIyuC8KoVR13zVNPCMKoGZYmvAcQppKJslQ5tYaIHAIMxdRCN6vq01VI6dkbS2G7VlU/U9UZ\nrp2aMgEbvG2mqv/L+lldhllVv1PVx1X1ZKz8/EWZl4Z579gv5kfTBfPxAfOAel1V/88prGa57Wmm\nYwsnR1I647Hvr7ml9LHClCxP/SMIo66Yl1NbrAJTVF4AOQijPTAz8R2AQalk4vFUMlHhveXUUcMw\nRfgDwCBV/aWy/RSRVi6gNQQbU12tqk+q6tLKtlFGu6vT91w64JsislREZorIH7L27S4iK0Tk4Iz3\n+onIjyLStpzTzAR4/elHuebEIzljj2344wG7MPjis9Pbj8FScX8nVsygWES6ufbvEJGpzt9lpogM\nyvCQQ0RuEZEJInKBiPwPWJbtH+Pa61STz8nj8ZSOiByKpb4/r6qf1bC5tIflfVkq6WrjVK1X5BU0\nabXo+xmfO9uOslgfi23jqrjY5skBPijVsFjEmhuzJL9py5WYiXm74lUrvgM6uht/OhlBKZeyN5Hy\nzc7BfEV+w1Yqax036ByKyShvDsKozfo4r6d+kEomfsBSPO/DgguPBGHUw/uQecrDVRG9E1OO3uRU\nmesNEWniJq79sSBQb1WdWMFh2cwA8kXkKhHZWqyi1yU17ZuqTsfURs+LSE8R6Swi+4nI9U7qjojc\nLyJHu217YYPTyVlNDRCRI5xi5FnM7Px1t2060ENEDhSRnTCj880y+rAC+/+5S0TOFpFtRGR/ETnf\n7TICSyV8XUQOcf04TMzYdPOafgaeDQfn93YypiacDVydSiamlrN/XhBG52MB56+B3qlkYlxF5xGR\n5hnqqJlUUR0lIjEROQ5TcO2Drbr3U9VZlTm+ijyHBaC7Y54pl2PBOgBU9X3Mm264u649scIJF6jq\n3NIvgIELmi7fv3mHbX4Y+cJTdN5xZ2599mVOPP8yfvxmVonEYqOxVJ2XMOXXZthiZ9rK4TdsoroT\npqC4ECt0kMl2mKqzJ/Z9fRXwCeafl27PV9fyeHKMiGwHXI0VrXq1hm0dhz13ngkQNaEAACAASURB\nVFLVD2reu9UBqYuAo1csmj9rybw5P+Wi3Qyqs9h2H2svtnnWAz4o1bBYjAWlBIgVNG9TjN2I8XnT\n//0bZg7XBpsUtHXy9jQTgB3SBuil4VYaxwBHBWFUUEvXUNo5b8Ou6UaXcuPZyHGrwcWjBxzfPJVM\njMVMqj/FBrq3r0c1X7VwK8Mn1nU/NjZcxa67gcZAv/ImuLWBiOyMKTgOwCaOd5Wj7ilzQqyqk7A0\n1n7Al8AZmL9ULvgjtlp4DzAF+Bs20U7L/ePYYsFkzGtwCmtSB9P9vh5TtozDJswnZBiqDsbUTm9j\nvlE/YKrYzOsbhCmwbnXn+YtrByfR7+b686rb/gTm/VNtjwzPhoUbi9yIqXNeBgakkomF5ey/BfY3\newLwtNt/fkXnEZH9WVsdFVZRHbWdO+9lWJDmUlUdU91UvQrOtT2mWLpQVcep6gTM5L9J1q5JYD52\nX7wAPKOqUemNkgfs9tgxk/fYpttp0wH++car3HD6CYy473aKi4pGa0nJ6S59cBmwQlXnqurP6Xta\nVW93xQi+cee5l3WLLuQDZ6vqRFX9j3vurcRScdLtrdf0aY+noSNWHe9mLEj/55rcYyJyAHAppnT+\ney765wJS52DP7WErl/w6HthfRLYSkU2wOEWNFppzuNjmqWW80XnDIv0lXwjkNW7ZVrGBOt+NH1O0\n2c4HgakDprv9t2eN8fkE7Obviq1elcXb2GrXoawnQ9lUMjE/CKPBWJnwy4MwenB9e7946pZSDFE/\nAjqkjRpTycRvwANBGI3FJsh/DsLor8CrdVFJrRK0BxbUdSc2JoIw2hFT1s0HbkklE5WeeNYUZwp6\nBmbuPQW4UVXLXQ1U1SNKea9nxusHscBPJiMytj+HqSoyj78VC/Rkvnde1u/Fbp+19stgKJbKPcMN\n9krjQ1Ut1ZNBVRdg3yHloqpDsDSo0rb9zJpqgJ4GhquWdyNm4D84lUx8Ws6+gqV6XoLd29elkokZ\nFZ1DRJpjflOHYcHTYVUMRjXFPKOOwyZ8/VT1v5U9vprsBKxS1fHpN1R1qoj8mrmTqq4SkbOwQgmz\nsQB2WXT+ueWyZp9tP3fXtgX7PwWsAA7ExoRvlxQXP6yqv5ZzPCJyGuYTty2WKpMHZAcQv1bVCoOE\nHo8nN4hII+w5KsDgKtgDlNbWTsB12Nj7qdz0ELCUwpOBJ1PJxNsygJmYunoyNpc9n3IW6KrAH7Hg\n3D2Y0nQeVpDlTbc9vdi2Jba4NYryn5ueWsArpRoWi7GglAD5ha3axYHmgP4yY3y+27YVZgC3iAzj\nylQy8RPmz1Our1QqmfgRW+VeL4bnGeedjknij8Qq2ng2YlS1KFN2myaVTEzEvKb+jgUBHgrCaKf1\n3b+ySBu8ulXhWq2m5FlDEEb7YorLbzBPmvUZkNoCuAs4CRgO3FBRQGpDRETaxOPxUcBUTCE1LR6P\nj3KeUWvtuv5752koBGF0OKa0WY5VyysvINUUUwv2AT4A+lQyILU/VgJ8XyxNo9LqKDEOx9JOj8Qm\naFevh4BUVUl7SrVxP2XR5bUDZ22xtLDo51g87yVVPRqrRvouNmGc6gorlIpTTwwH3sKKj+yBPWuz\nVe21bdTu8Xgczoz8SswnaXBNAsJuDJMEpgH350rRGIRRT8x8/YVUMvE6mKpJVQ9W1aaqGlfV59y/\nv7ntz6nqWs8zVb1VVffKeu88zagSqqrFbr9tVbVQVbdU1ZNV9Su3/SpV7aKqTVS1vTveLxyvZ3xQ\nqmGxhDVBKW3cerPGmFJqvpYUt8fKjXd0KqMZrG0uC7YyVpHZOVgEefsgjLavcM8ckkom3gdeAc7z\nFdc2HsowRD3XvW7h9jlXRBaISGL0gOMnjR5w/CPv3XZq3qpli1fN+vDVF/MLm84TkfnOd0Yy2m4k\nIveIyBwRWSwin4hI94ztnUTkDXfsYhH5UkSOydi+q4iMFKvm8aOIPO8kx+ntY0Xkz04aPBdTGq6T\nviciW4rIX901/CIif8+cCDjPnE9dHxaIyAci0rGWPvIGRRBGR2ErZOOxlJ7F6+O8bvJ6DKZmagJc\np6ovOSVSvSMWi43Iz8/v0atXL6655hp69epFfn5+j1gsll3xzqtYPVUmCKP8IIwux1anP8AUTz+U\ns386FXZP4M5UMvFQedX4YLV31J+w58F04HJVHVsF76iOWMClL5Y2e6mqvr4e7+kpmJfc6vGPiOwA\nrFXkQ0S2xYJtF2Jp7c+X1eAnO/zUfWLnXxqXxPTZ9Oenqp84VeWe2JgyrdBciSkKMjkIq3x1h6qO\nV9WZQOdKXk9p7Xk8nprTE0tBe6gcRXOFuEWnQcCvWKW9aqutMgnC6DhMBfVSKpl4KRdtAohIFxE5\n1qU6e+oZPijVgHBpSqtLYha22DRPYvE4JkVsj6vA5zZPxwJLmavaE4D2QRh1qOBU4zDp43oxPM/i\neXf+fkEYbVkH5/esf/pQuiFq9kSiCZZCcCoQFK1Yuv/YIafvMGfcqN/2OmfQ5zuf2Hs8yKWInJxx\nzDCsRO6pwG6Yd8koN6gHW01vBByCVeTojykSEZGW2Gryv7EiAQFWgjb7C/YcLCXiICwffy1calcK\nS3c42O23CHhbRPLEqhilK1HuivkRPV7K9XsyyDBJ7gOMxkoM52RAVRHubyOJpZKOxZQU1R4Y1jUi\n0qWkpOSYRCIR79q1Ky1btqRr164cd9xx8ZKSkmPSA0BVfT9zVdPjqQxBGLXF0vN7YM/kB1PJxIoy\n9o0HYfQHt/884KpUMvFhRedwip5sdVSl1AMiUiAi52Jq7U2BAap6Z1XS/XKBqk7DFjYed54oe2Pf\ni6ur+4lIDFMujXIpvOcDu4nItdntBWEkY/acc2zjlXn/A95zbd4gInu7ANxJ2PWmvVVmA13dxG8T\n9901HegkIqeJFSW4isqr2WeT4R+TuWDk8Xiqh4jsi6WrvewKH1S3ncbAQCwd9xZVzcmCnlsovAwr\nfjI8F22KSJt4Xt7aSu68vNKU3J4NGB+UanisngwUtNhEY3n5+VigqgOWupJZga8VsEnGsV8CxVSc\nwleCqaW6u9Lq6w2n8roXG4wm1/f5PesfN8FdyxAV+zvNJg9buZ6kqh9iqrqDly348ZhWHXc8a8t9\ngn+03LLLwtadd702CKNNxcpP/xE4RVU/VtVZqnofljOf9qvpCHykqpNVdbaqjnRtg0mjx6tq0kmO\nJ2Ir04eLmd+mma6q17t9SgtMnA6Iql7szjMVM6/thPmdtHA/kevDVFV9QVXnVO8TbfhkVHM5F/g/\n4GH33Kp13IBwGFaOfrCqDlPVchUc9YBtAbbaau0sns6dO6dfbofHUw2CMNoTUxO2wooPvF2WZ2QQ\nRu0wn7HTsfv6hlQysU4adyZOHXUtcBOWflJVdVQ61e93wF+BK9UMxtcnmX09D/gOq6T1CpZGmPkZ\n3IR9b10KoKo/Yn5boYis5fPWbkHj4xc0XdHukMntn3ef+W9YEYEIm9wNAvqq6mh3yBPu/c/dOQ9S\n1Texog1/xhY2D3DHVYZ7sO/yya49r/71eGqACyZfhy3ev1CDdvKwgiUdgIFaVuXOKhKEUTesINEo\n4Klc+QPH4vERhU2a9Ohz91AeGzuOPncPpbBJkx6xeDxbye3ZgPFG5w2PhUAJEGvUtJXE8hrFilcu\nXwVsU1Jc9G0sntcMG/xlmp3PA0glE0uDMJqCBaVGVnCeMcAfgCOAN2rhOsrE9XMwFpzqH4TRwFQy\nUS9TYjw5Zamqzs74/ScsrWAZsCwIo9tWLJp/YGHLtrsAj3TcL/HVt59FcWBa1gptI9w9ga2MPyIi\nAWbs/6qqfum27Q4cISLZ1dMUm8SnvU3+XUG/uwLbl9JOAbCtqr4jIs8Bo0VkjOvHS26y4ckiCKN8\nrBz5IVgwatT6OK+IFGCqhOOwSdtDDcGTQES2xhQsfP3113Tt2nX1ttmzZ6dfVujj4/Fk4gLHp2Ke\nIhOAe1LJRFmVKAnC6BBsIWAp0D+VTFTo4eTUUVdgY937gH9UIRjVDjNC3x9L/b1ZVctMJ6xNNKPo\ngfOjy67cmlngIATCrONfwyqOriYIo8abxAsu2WlO6/k9/7X1GLffFOBYEemC+w7LXEhR1XlY9b/s\n/l3PutU/H8rYXmrhBNf2wdnvezyeqiNWvCEJzAXuqa73U4YfVVcsIDUrF/0LwuhA4E+YevyRXAWk\n3PPqmIsGDKHbCWYj1e2EXqhq/KF+vY8Rke3rs1J9Y8IrpRoev2KTYhWRvLzCpsvd74U/Tno/PUHq\niFWpWcC6K9wTgK5BGJUbsEwlEwuwlKpjs1IA1wvOa+IO7KHpqzB5ALKNwzXzvVQyocsXzv154Zyp\nE4H3mrbteDwS004HnHACFmBK/+yEpXyhqk9hRpHPY6lzn4vIFa7JZlhAtmvW8dsD/8zoR0UGr82w\nIEZ2O12wMrao6vnYCvRHrDGf3a8Sn8lGRRBGTYBbsM/qjvUYkNoOU3scBTwCDKrvASmXUnMDNrls\nLiLjoigqnjhxIgsXLmTixImMHDmyOBaLve0HfJ6q4BTOSSwg9Rfg1rICUkEYFQZh1AdLnZ4A9K4o\nIOXUUddhqqGpwBWVVUe5lOlTsPt4O0yZNbCuAlK1yKm/NVlVvO/0tv2wBRyfAuPx1FOcsqk/Np4M\n3WJsdTkTK+LwgMsAqDHOB7gf8DHwUI4rqG8LsPM++6/15i77HpB+6ZXc9QSvlGp4ZE6Eihs1bbli\n2fwf4gBTRj4W23zPI4uATqlkYlIQRtNZ1+x8PHAWNrGuaCVyJHA75sUzKSe9rwLuGh4HLg3C6OtU\nMjFmfffBs97ImSGqlhQXp5KJR7Y97IVZqI5ss80e4Y7HXfIk8JfSPIdU9TvMw+lxEbkdSwsbht0r\nvbBS1zVJDRuPKQbmlpez7wYHE4E7ReRjTKn4WQ3O26AIwqgVthrfHjM0/09tn9P5t5yEDeJmY95R\n39b2eWsTJ///A6ZgmIsFpcaqavNVq1a9+Nprr61WSsRisTElJSV/qKOueuohQRhtg5Upb4oFo8pU\nkgZhtB2WitIGeAB4r6LJjIgciKmj4pia+v0qqKO6Yl4nm2N+J/9Xw8ndBoW7tycDxPIaFWpJcVFU\nUmwqLEElFvu8sEmTbhcNGMLO++zP5M8/5YlBN/RYvnTpi9SNh6jH46kcF2ALp8maqOhdcZbTgGdr\n4keVSRBGXbFn/r+Be2shs2UmwOTPP12tlAL4aty/0i+9krue4INSDY+0cWccKCpssUnRQigEKFqx\ndDNcBT63z3Tgd0EYScZAbyZmsrwXFQel/oMZTh9HHQSlHCOxSi+XB2E0pzKSfk+9ZDbOEBUzGo9R\nw9LzM//xl7cl9tKLX75yz1FdgvMvb7lll2M67ntcNOfzUR2Biao6SkTux3Lfp2ETo8NZY/o6DPOQ\n+ouI3IXde9tjX+gXVEE6PQK4FnhdRG7B7tHOWPWUO7F0wosxVdb3wI7uPM/W5PobEq44w61YymP/\nVDIxu7bP6dJ7+gI7A68CI1S1qLbPW1uIyJbAGcChWPrqMODdjGtagKX2bI+tPM4oLi72CilPpQnC\nqAcW9PkauLEsPyinvv49ViRiNjAolUx8V17bYpVYL8E8kT4FHq6CkXlrLPX2MGzc0ycrFbyh8D2w\n+z7nD7k0r1HjrSe9fHdy6S/fpRdiOmtJybs+BcbjqV+4QNLx2DPvy4r2L6ed/YDLgbeAv+Wib0EY\n7YSpYr8C7nIFuXLK0YPeavHZE9f+9MSgm9qpquyy7wF8Ne5fPBneWByLx8cUFxX551Y9wQelGh7z\nsMl6HCgpbNkOoDXmNVVaBb5m7v0fwEzMgzCaiPlKjaAcUsmEBmE0CrggCKM2qWSiUgPAXOL68Biw\nJXBTEEbXpJKJnBjyeTYo7sGCMJOxIOv55KL6nOq5xSuX3TwleuQ8kH3yCpv2bNZuq6mx/IL33B5x\nYCj29/UbFqDqa4fqDyJyMBY4SmEBka+BtzMCUmX1cfX7qrpMRLq5dl4FmmNGtu+6czbBAlHnYIUJ\nfgD+rKqP1/j6GwBBGG2LBaQWY2XkyzU+rinOb+EwzEh4CXCjqta6Kqu2EJEtMOPo7sAvWNrSmLIC\nbG5i6gd5nkoThFEjLGB0NPasfLysSphBGLXBPOH2wCZGL1Q0kRGRg7DJVJXUUU7peCxwNubF+SAW\niG2QlU1VtTgIo6ZYivo9S+bNmZLeJiI7QIUpMP6+93g2IERkV2wsMlJVq21X4O7//sC/gCdy8Qx0\nSteBmFLpttqofhyE0UHAdbudfO2TH//50n0f6tf76PS2WDw+pqS42Cu56xE+KNXwSBudKxBv3Hqz\nGDaRncaaCnxpp9q0pHF7XFDKMR7oHYRR8/KMRx3vYRWujsa8IdY7qWSiKAijOzAj05uDMOqfSibq\ne7UrTwZlGKI+l7H9uczf3XvrmKuq6nlZvxe7fW51q/NHYQGvPkEYPXn0oLf6lJcuoqozgZPL2X5E\nGe/Hs37/mbK90RZjaYKeLIIw2gPzjfkGU1MsrM3ziUgzTOnRDat+9aiqVuQZtkEiIh2wYNThmArq\nUSwYle3N5vFUmyCMNgNuwBTaD6aSiXfK2Xdf4GqsIlsylUx8UV7bTh11Kabu+xQYVlkvN6f4uxwL\ntqSA51S1ovFOThGRsZjKfDmmul2JPVNudduvwb4XtsGUuG8C/dLPHBE5F0trPAsLxnXEKuedi6WE\nDwRaYlW4rj560FsCXFS8cvm0dweffIIMYARW+OZLbPGFyZ9/yk5778eT4U1MGT+OFcuWprvbwZ2z\nO2ZUfDzmt9UF+AK4UFW/cvu0ce11wxZFZwK3q+rqMaIL7l+HpcN3BH4EHlPVIW77lu6ajsbGtB9g\nCrava/CRezwNBhHZDEuL+wqrjFnddjYHBmD36T01tKMAIAijzlgVzm+xsdmKmrZZyjkOxxYwPmjc\nuv39RatWFa2l5PYKqXqHNzpveCzGGZ0DBY1bt8/HlFOZSqmWQRi1dBO4n1nXBO4Ld0xXKiCVTCwB\n3geCIIxy4vlTHdy1hJgXRJ+6MF/31G9SyYQ6X7LLsHugLzDIpYYBVuVDRNIpTJ46xJUWvgVTz920\nHgJSXbGy53sDd6vqvfUxICUi7UWkDxaE2gMbzF6kqiN9QMqTS4Iw2gcLmjTDVIylBqSCMGoUhNHF\n2MRoKmZmXlFA6iDgYexv+G7gtsoEpESkmYhchgU84sC1qjp0fQekMjgHG7fthxkBDxCRI922YqA3\nliJ8DhZAvjPr+CZun1OBwO3zGlYl71gsYHUJtnhyNLD1B/dfsCVWVfBUzBP0ZeCJJq03m/FEeJPe\ncfl5LF28iN9deDnx/PxiEfk3trCZyV3YhHAfzHvuDRFJjwELseIdxwK7AI8Bz4vIPhnH3+Gu91ZM\nuXUaFphKmzansHHrwcBBmK3E226bx7NRIyKNsbS4xcAd1bUOEJG0F+cizCC9xmqmIIy2AAZjz4Vb\nUslEzn35gjA6Fhujv4P5VBWBLWCr6iifalw/8Q/3hsdirOKYAPlNWm9WiK2+LQd2wBQFYCtTCzE5\n9loT7FQyMTcIozlYCt9HlTjnSGywsw+2WlknpJKJ2UEY3YetHHxNHSm3PPWbVDLxK3B3EEbvYSvp\nQw+8/KE3Pn/86jOwQT8A+XF5u6iEP9T3Kmv1kSCMTsB8tsZilVxqzctJRPKxiV1PzEfvflWtdynC\nzgPrdOAIbAD6FJZqmnNJvWfjJgijGOZPdjowDrgvlUyUWsQhCKNOmGJmCyx4EZWnThWRlliQ5VAs\n1eThSgajBAvYnI/59D2Bpbzk2nS3qkxS1dC9nikiV2KVr95V1Ycy9vtGRJJYeu2VGe/nAZemPbBE\n5BXsedXOmbRPEZGxsXh+D6DJgq8nj1+5ZOGNQMcMQ+T78gqanNSy086b/fr1fybMnvLVXgCTx/2L\nWDw+RlVL+54bqKrvuXOei3kh9gReUdXvMeV6mmHO9+ZUrIJtM+Aq4HJVHe72mcWa8eNpgKjqxekG\nROQCTNF5GDYR9Xg2Styz7E9AO+BP1Q2oi0ghthBQgAXnaxyYD8KoPXAbZj0xwAkXckoQRr/HjN3f\nBJ7IcSU/Tx3ilVINj0WsqVSmBS02FYnn5WGBqpYTRgxagK2+ZZqdb+cGkZlMAPasjOIolUzMxFbR\nEjm6hmqTSiY+AYYDZwZhdGBljhGRsSJyX8V7VqqtW0RkfC7a8tQtrirUFUA07a1hdzct4Ojhl8M3\nD8Hwy6FpAT3yYrxY1/3cmAjCSIIwOhcLSP0NuL+WA1IdMT+zE7H00JvrW0BKRNqKyBVYBcn9MG+2\nC1X1DR+Q8uSaIIxaYGljp2FpY2FpASl3Lx8H3I+NRfumkom3KghIHYwZ8KfVUbdXMiDVCasUfA1W\nwfRSVX1zAwhIwbpFYn7AJpuIyFEi8o6IzBGR37DPcxM3mUyzNMuU/SdgdlbVwJ8at95sL6Dgq78/\n8BU2PpwmIovSPyWrVuy/bMGPxYf2fWY/bGGvCPh3SXHxp5inYiaKBQTtF/s/mIopnhCRmIgkRWSS\niPwiIouwhcu0n+lOWGDwPUpnd2D7zP5hfncFuPLvHs9GzFnYd/nd1a3261SN/bG54EBnIVEjgjDa\nFAtIrQRuzrV63X1nnI4FpF7GB6QaHF4p1fBYjD0QCgHyChrH4/kFy4uKixRg7tTP2mIVWDKDUoXY\nKmXmw20CcAKWDldu1RvHSODqIIw6pJKJHyrcu3Z5Cate1jcIo+vWRyWuDO7GSqh7GgCpZGK5iHwI\ntB1+OZzpXK3OPBhUiZ/9CL4q0XoiCKM8TCFwJPBUKpn4e22dy61EHg/8EZvk/UlV/1db56sNRGRT\n4BRsMrgUeB5Thni/PU+tEITR9ph/VAG2Sl5qCp4LXF2FpZCNxO7nMgOkTh11KXAI8Ammjvq1ov64\n4M1pmILnJ6xcerlpgXVAdsqsAjFXafZNLAh3I+YpdSjwJBbQWV7O8Wu9l1fQpLBR05abA3ct/eV7\ngKI3eXPIzdz894lMXLFrr74HN2+/9R8X/TjrllQyUUxSh4jI89hC49HADSLSV1WHVfKa+mEphX0w\ndekSzES+kdteUTpPMyz97w+sW2W3Xi0KeDy5xBXFORV4VlXHVbMNwRZc9wRuzcXYJgij1lhACsxO\nIaeFr5xA4lzgJKz4xUu5bN+zYeCDUg2PRdgKV9qoLj+/cbOlRcuXpHP9O2DBp63c7zPdv11YOyj1\npWtnTyoXlPoAM+o8Fni62r3PAa4i3wOY50EyCKO+te03k0ZVl2ITQE/DYVuAbjuu/Wb3nVa/9FWJ\napkgjAqwVb29MP+Af9TWuZxJ71WYd9RbwDP1SVEkIptgwagAm/yNAN7ywShPbeEmDAGWVvc/YEgq\nmZhXxr5dsdSTfGBwKpkoN+XfqaMuw9RUdwMfVFQZyk269scUlS2B/wP+Vs880/bGUtiuTb8hIqdX\np6Fm7bbqUlJSvBL4Ozb2ixdT3OMLvrgzGBQ1wf7voo+HXflh+hhV/Q5TVz4uIrdjhuTpoJQABwCv\nuH61xsaQk932g4DXVfX/3HZx279y26djQbUjKX28OB6beM9V1VLTPj2ejQ3nZdoHsy34Ww2aOh3o\ngVkRTKhpv9wiw2BM4HB9riugu++XS7Ag+ZOpZOL1XLbv2XDw6XsNjyVYMAls4JDXqFnrFdjK03LM\n7PwbnFLK5ft+R5bZuateNxkLSlWIW+V8BzjKlX/OCSISiMgHIrJAROaJyJsiso3btpWIlIhITxF5\nT0SWiMgXInKAq/QQLv9tXvNPH7/2Yyd/X+Lk5GUO7Jzk/MtS3v9CRNIVcQ4TkU9FZLHr1wcuzSed\nvjch47gy9/XUG2YC/HPK2m++/9/VL2fgqTWCMGqOrcDthlVx+UdtnUtEDsCqRm2LSdofqy8BKRFp\nIyIXY1453bGJ+AWq+ooPSHlqCxcwvhpbeR+NTUrWCUgFYZTnUm8HY/5DvcsLSIlISxHpD1yPBTMu\nV9V/ViIgtRlmAJyuynmFqv61ngWkwL5X8kXkKhHZWkTOxiZmVSIIoz3yGjfbdNmCn75OJRMrVXX6\n/uz/5QVcsKcgv/tl5he95077vP3YIWe0FJFjAUTkfhE5WkQ6i8hemBfX5KymB4jIEWIl6Z/FFEzp\nyeJ0oIeIHCgiO2FeYZulD1TVFZhh+10icraIbCMi+4vI+W6XEcA84HUROcT14zAReVCsUpjHs1Hh\nFstuxrzXhlb0HCynnR6YAvGFtCdcTQjCqClWZKolppDKaaaMK6DVBzgOGOoDUg0bH5RqeCzF0vdi\nmFpqZWHLtquAtlhlk7RSqrWb7EEpZueOCUBXlzZTGUYBzbFqKbmiKVYlZy/MoLcYqyyTyWBMFbU7\n5m31oojEUsnEvLlTPh3aequdS7qe2v85ieeVVQUmk6eBHUVk7/QbIrInsCvwtMvDfg1bqdgVWy18\nHJPMp1F3XGX29WzgqOq0vBhvX/EMxcM/hG9/geEfwpXPUpwX422fuld7BGHUFru3OwA3ppKJWvFr\nE5FCEemNTWQnA1eq6r9r41y5RkRai8iFWDDqCCx9+QJVfSnLV8bjySmuMuk9WFrdfalk4pFUMrFO\n8MftdxeWRvc8kEwlE7+U1a6IHIJV1tvdHXdHRel6IpIvIqe647bGPKRuzTDz3hApcyygqpOw6lL9\nMOX6GViArtK4Cd1FxSuW/bpy8QL7vAX5gA++3JM935NY/IHxL9wyeOJfbt9j1bJFu7CmEE4cC85P\nxtIrp2BBx8x+X4+l5I3DxpcnZFQAG4ypnd7GfKN+IGvcpqqDsLHdre48f3Ht4J5b3Vx/XnXbn8DS\nQn+rymfg8dR3RKQRNjZRzEevWgtlbt5zJTZXe7mm/Spo3qbH6AEnLFq5ZOHmmIfUnJq2CSAis0Tk\nKjf3vBYLit+bSiZSuWi/kn0oEZETc9BOzjyLNwZ8+l4Dw6WupeXOJcCqYPD4jwAAIABJREFUxq03\nK8G+7CdiSqnIbd8S+C+2IndwEEZ5WabBE7Ac3h0xX4CKzv19EEZfYBHtsbm4HlVdS6LqJl8/i8jO\nmCoMzOzvbbf9FtfX7YBpk998+J9BGF0D9Gm/66G7pJKJtarAlHK+70RkNHAekJ6Unge8r6pfO5l6\nCyDKMBedWkb3W1RhX88GTFEJf1iyghfPfoRj0u/lxRhTVMIf6rJfDZkgjLbCJizFQL9UMlGZNOIq\nIyI7YOlEbYA/A2Oquwq5PnE+OydhkvYibPL2uqrmvNqNx5NNEEb7Y8bhvwF/Ks270aVdHI6l3y0A\nrkslE2UG8d3f9GXYwtbHwCOV9I7a3R3XHlPr/F99UAeq6hGlvNcz4/WDWOAnkxEZ25/DCjBkHn8r\n9twEOAbouO8Fd/w+lUykfWPa5pPfalQsFSYGjuoJtMJUa0UZbVxVie5/qKq7lXFdC4BeFTWgqkOA\nIWVs+xkbe3k8Gy0u9bU35pN7vapWy6vJpf5djwWRH63pGCcIo4JD+z51xMpFC95o1LTljalkYrZY\nFc4HVLV1TdoGiMXz45iX3p5YOvi/Kjgk17THvrMqhYh0x+a9rVQ1M3Dek3V9/zxl4INSDZOFOLNM\noLhJm81jmOJoPpaW8r3b3gkLSk3D/B06YX4Qaf6HDTj3pBJBKcco4IYgjLbJGARVGxHZDhiE+UNs\n6q4ps+9gq4hpfsDSFtth1WViwIH5TVrsUVK06jW5Zfkq7O++vInbE8BTItLXnesMTD6Kqi4QkeeA\n0SIyBktZfKm01diq7OvZsHGD7GPdF/t2wIxVxV4hVVsEYbQzVqr4Z2Bgrk0zYbWS8RTs/p6Bpet9\nn+vz5BoRaYFN+I7HFh7+hgWjvPeKp9Zx6puzgJOxCmwPlFb226V1XIalkr4HPJpKJspU7jl11GXY\n9/ddWNCjolS9Nlglpm5Yit8QVf26OtfV0HBK+DOBd7LGYjsAXHLFPzfBFNzJ7AqmItIFGyvOKEMJ\nXGFVZo/HkxNOAg4D7qquKl9EOgC3ALOxRfyS8o8onyCM8oEb43mNtm/cerMbMhYahNxkgsjmex51\nDFa4K6wthXypJxbJV9VV1ahGmL72tZ6NlVlU8azBp+81TNI3QRzQJm06pD2elgNtRw84vgQL3qS9\njf6H3UxdMhtxpTa/oJK+Uo5PseDXsdXr+jq8BbTGTNT3w4JTwpoqLrB2FDr9QEz/bfcDehctX9K/\n6ynXPX3ApQ+8E8sveD/r+GzeBFZgEe4TsCDWq6tPoHo+lor3EVbZZ5qI7FdaQ6XsO7WsfT0bPqo6\nXVVH+ZS92sMpMELsuXRDLQWkOgB3YN4KLwH9N/SAlIg0dyuRT2HqqNexNL0RPiDlWR8EYdQSWyQ6\nCfMRur2MgNSOWBXafYF7UsnE/WUFpJx31PVYIYP/AJeparlm5iISE5ETgEeAPYAHgBt8QGotzsDG\nLs9nvb/DkoJVc+e0XXI68HFmhUQRaROPx0dhiu6RwLR4PD7KKcQz2eCVpB5PfcfNFc7BFrM/qGYb\nLTHl5BJgkPNzS2+bJSJXZe0/QUQGuNclInKBiPzNefJOi+cX/A57Vu826ZW7o9EDjv9KRFo4pdDT\nQEt3XHG6nQr611bMK3ipiMxs1KTFefmNm7fKa9y0HXBLKpkY774jnhSRn0VkoYi8IyJdM9roKuYr\n/JvbPs554aW3H+zS6JaIyHwRGeU+l3R63Z+dj95cLOV4rfQ9WeNffJqIfCQiy0TkS7FKiIhVSk37\ncy1w1/50Rvv3ZfSllYg87/qxRERGOvFFevu5Yv7DR4vIZBFZ5Pq72pOvIeODUg2T9CSuERBv0qZ9\ngfu9CPs/b4v5SnUCcKbgX5Nldu4YD2znqitUSCqZKMZu6sOCMGpS7Stg9SpoF2Cwqo5V1alYik1V\nOAh4vaS46MW2O+x3bfP2W/+QV9BkX4nF42UdoKrF2EDufEw+/pfMB7nbZ6Kq3qmqB2MD6TLTuLL2\n/aq8fT2ejZkgjALMO2EcppDKaSqaGEdhE+bWWDBqRIYXygaHC0adjQ34jscC9Reo6guquqhue+fZ\nWHCBpgex6m03pZKJV93CVeY+sSCMTsNMrOcDV6WSifdLa8/di4digaXdgDtVdYiqllsp16Xb3o9V\ng/sncKmqvlsfUm7XF0EYdcQC139NJRNrrdSfxVnndY5t0xMrfvNU5rZYLDYiPz+/R69evbjmmmvo\n1asX+fn5PWKx2IvpfVT1fVWNZ6WoeDyeHCIinYDrsIX+4dVsowAr+tAEuKWa9+wAzO9tN5CRqiV/\nXbH41wOA23+c9H5a0ACWbn01ll2zGeYDek8l2n8O2ALo3rz91ufmN24+uHjV8qZzp3wWpZKJdIbO\nK8AmWJXQvbB56bsi0sptH4HNafd22+/AiRVEZA8sS+U/mEDgQGxBL3MOeA4mRDgIuLScvt6FVYDd\nA/gEeNMF7L/FFmrA/Jk74LJryrjevbCx3AGYyGKkU+6naYJZSpwJHIrN1SvzWdZ7fPpew2QBaySE\njQqat2kMUgKrB20dsCBUpp9BWWbnX7i2dgcqG6kfjZUcPZw1/lXVYQHwC3CxiPyIDYaHULVVuunA\nSSJyIPBrXmHTZiXFRU2bteu0fRBGsVQyUZaM9UksPVDJMG4Xkc5Ymek3sDTIHbHP7dnsBqqyr8ez\nMeO8Z07DvoRHAo+Vc29WCxFpjpl8HoQNUh7fkI3ARaQp8HvgRGwAFWFl7cudtHs8ucTdm8djaXLT\ngDtKUy8GYbQpNpDeBfgr8Be3SLUObjJxGXYvfoR5R1UUjGqOTR4CrALVdW6hyrMuFwA/YWOPtfi2\n8dxfVzQmD3g5lUysTlFxKXvHJBIJunY1EULXrl1R1fhrr712jIhcoqqP5aqDIjILK0n/UK7a9Hga\nAu5Zl8SKU91bnYC7C3L0w+ZNN9bANuQZVX0pCCNZufjX7/5x11kF00c/8853E975XAbQPb2Tqq4S\nkYX2UudWso/bY753+xw96K1ZwOBfv53y78+euPb4JXO/+dntcwiwD9Auo4JqPxHpiaWQP4kFbTLT\nG2dmnOY6YJyq9s54L/t7Y7qqVqaIxJ9V9e+uX5e5vl+gqveISPo7cW5ZwT93vScAB6rqp+69M7Gg\n1u9Zk5GTB1yS9iIWkaHY30ODxyulGibzsWCKAoUSi8fijQoWYcqpYszA7Vtg0ww10wxgqyCM1kpr\ncxVyvqEKKXzumH8Bx7kBbbVwD+LTsOj3l1illmvTm7P+XevQjNdrVYEpWr5kZn7jZm/nFTZtDZxd\nVhuqOgOL/E9R1XEZm5ZiwaVXsAfbo9iD6vFS+lGVfT2ejZIgjGLY6tSZ2Irgo7UQkNoDqybVFavk\n9eCGGpASkaYicgamYuiFBfkvVNVnfEDKsz4JwqgQ+869GFPo3VhGQOogrEhAe7fPiNICUk4d1Q2r\nkLcrpo66o7y/a3fMkZiiqhtWwfaajTkgJSL5ZW0LwmgfbMz0dHYlxCCMZOq2y5quKlm1AvOiy2Rb\ngK222mqtNzt37px+2aFmvfZ4PBUhInnADZhaJqxOwQYREWxMtQ823qmJ3cSXbh53aaNmrQ6VWGzx\n91+8O68G7WWyE7Dq6EFvfYupa5u16rjj5ayxoAEbszUH5rtUtkUisggzft/W7XMf5gM8RkT6i8g2\nGcfvAbxbQT8qW2l5tdm6y6j53F1DZdkRU3B9ltHOfGx+mNnO0oziWGB2O+2qcJ56i1dKNUwWY8En\nMCPcvPzGzZcUr1y+KWYc3IE11fE6YjfEdGw1fmvWjSKPBw4Jwkiy5frlMArzhdmFypukr4OqvocN\nXjOJl/EaN7iNZ/xeahWYIIx+D1wQhNFs7OG9rYhsn/Xw3hybyGa2/3Np7WVsX135pqJ9PZ6NHRcE\n74spJv6cSiZG57J9sVLK5wC/w1SfD6hqmaXo6xIRaYKtovXEFhBGAq+6Z5jHs14JwmgLrPpRO+Cu\nVDKxjlLaBa0uxNRLHwNDU8lEqSmlWeqoD7EKUBWpo7Zyx+wCvA88Xd3qU7WFiIwFJmGenRcCK7Fr\nu9Vtb4ktqJ0IFGCpyX1VdZLb/gzQUlV7ZbR5P7CHqh6ecY7/YBYMZ7nzHSkiHbExyhFACSKpQ/o8\nvrRJmw6TsLQfxPy6rgYaF7Zs94822+6+xaqlC+elkomVbvs+wO3YBJYXXniBk046iQ4dLAb12GOr\nxVEDxDxiZqvqNm7idx+WgtIUU5bfoKoVTQDT17MVcL+IPIAtDDbHJl/naUbVZRH5PbZYsRlW7GYW\n5pd1FZYGMwO4QlX/mXHMrliqzaGYl85oLJC5QT77PZ4MLgJ2Bm6uhtl2mlMwFc+DqlpewKWEdYsW\nrB3wFlmFWZkcBzykJSWHkntBy53YM6B/Kpn4McuJqhmWadK9lL7+CjbvEpERWMryccCtInKaqr4O\nVGbxcUOrWJxdrW8dA/WGildKNUwWsfYfcX5B8zbLMS+pH7Cg1Hdun7TZ+WxswLOW2bljAjYY2LIK\nfZiIPUhyZXiea15fMu+7T8Y9cc1fyTD1zI/LKBHZVkR6Y4OgZ+uykx5PQ8VV5xqImSHfVgsBqc6Y\n98xxmMR7wIY4KRGRxiJyCtbH0zHDzAtV9UkfkPLUBU75dD82RuxbRkBqG7fPYZhK6o7SAlJZ6qhd\nsJX7OytQRxWKyHmYh1UrbIJ2z4YWkMrgHGwxcD8sZWaAU3dBxX4oZZG9ALiW74lTQ7yBfT6HAkfl\nFzbbc+Jf70gAT6SSCRWRU7GqW9cXtmx7YOvOu3b6ceI/OhavXL40o93m2DjnYOCH+fPn8+yzzzJv\n3jwmTpxIUVFReoHzXEwJt6/7vRmWUnw4pkYYBbwhIpUZJ/YC5mApKe2BDqq6FPOuOS9r3z9iRs+Z\nE8eyvF3SQcB3MfXDXtjn3g5LKfV4NlhE5DhsvPKIqlZrMd89d84GRqjqOxXsPpcMBaRYZd+tM3fY\n6sDfdcdSyx5LJRNjKmhvJVlCgfLYYu+jfwXJnzv1sxakA1LmGZj5bByPPSOKVfV/WT+rvw9UdYZT\nwAeYCjT9HJkEHEluOCD9wqVH7g1Mdm+tdP+Wd/3/xcRA+2e0swlWEfWrHPWxXuOVUg2TTKWUALHC\nVu2KFs6Z2hZbpdsllUysCMLoJ9aYna8KwmgWpZudf4VFbvfC0v4qJJVMaBBGI4E/BmHUKttss65J\nJROanxfr3rSAdsMvh247wj+nwBXP0GPhMmZgirKLfLqMx5N7gjBqgwWk2mElySeXf0TlcZO132GT\nqDmYKmF2rtrPFSJSiHn19AIaY6v5L6tqrqTxHk+VCMIojt03PTE100PZVfNcKseJWLDgG+DqVDIx\np7T2XODlcsxctkJ1lLt3D8TUAi2AF4HXMrxENlQmqWroXs8UkSsxJdNyKvZDqSxr+Z6ISA8syNdZ\nVb8PwqjFr9/8d/pnT153zOgBx29CUmdjZrtPqOqzQRj9AZj9438+KCZjQVpVx7r2TgUmlJSUTFux\nYkX3oUNNJB6LxcZggZ2FmcoNp/SalNG/W0SkF/a38XB5F6KqC0SkGFicpQZ5EvhIRDZT1Z9EpC02\nST8iq4lSvV0wM+ArgfGqutqDRUQuBL4Rke2cNYPHs0EhVk3uEuBNVU1Vs409gd5AisoFYd8DzhWR\nt4CFWJbHWkVfmrXtdCi24PBWWafNeD0baCYiR/w/e+cdJ1V1vvHvu8vSEUVAEBFEsYtdiBqMBQYc\nS9SfsWKMLZbYexkQLhY0domJoMYaY8N2gUEN9hpF7AoqYFQUK0WEZff8/njOwDDMsjuzC+wu5/l8\n+LBz7z3n3in33HOe93mfFwkTfqnKJiERxT222P+0P8/+cuqMt+8bvpFzlT1ssNSTyPoEAOfc02b2\nCvComZ2PfA27oHHhEUQKXY3I/8+R0GJH4EHfxRXAO2Y2ElmolKNAygNFBDlOMbOpiFw6C5Fnd/h9\n01EgYV8zGwvMzyHScc5NNbPHgVFmdiJaq1+J1tXL+P+tjghKqcaJuejGq0RSzF9btlu3EkXrvgE6\n+8nfFyxRSkEVZue+Ot/7FOAr5fEffw39Cn0DKxpmtvGiCtd/5NHOjtgFuq4NR+wCNx+9mOXe1TkX\nImsBAXUMnxZ0NVp0nl/HhFR75CN3LPLAObu+EVJm1swvSkcjH60XEQF+y6ompMxsiJlNWpXXELBq\n4Ini4YhUGI1S9nIJqTWR8uY4pJI5Jx8hlaOO2pyaqaM6oUpPF6LFxcnOuQcaACEFS5MzsMQDZGuq\n90OpKXLTcDYFvnDOfeVfH7Hm+pvNRovLjD/JZsDriSheB1WHGuMqyp/P7sTMOprZPcjDbncU/a9A\naYEbV1RU5FW7e++7v5rKlv/o39em+EBnMfD+nR8gYhSk+JjmnHsx59DlebtsDeyR83lnitYU+pkH\nBKxwmFln4AI0jtxWzeFV9bEhSrd+CymtamK1cgVKi37C/xuDTMJdIor3w8zmfDv9uXQqme0/l9vv\n4tfOuVcQ8fNvFNg/N99JfSXXy4FvWnXourtzlTOAZxGx9A/fNht7o0qrt6PMlvvQOPMNGqvWRlXt\nPkZqyxgFPfGWLP2RN9VrqLDGfiwh36r6nPJtv8D/exspVvfNEFt+HB6CSKaZSD2cD0ejsfwJfy2V\nQNKPY6s9glKqcWIOuuGa+P8XtGrfxRAJORf5layFopy/zWo3FRiYiOIWuZNRlMJ3RCKKy3LNM6tC\nOpWck4jiF4ABiSh+uK7Ni2uJDUEKqWzstsRqbiNE0gUEBNQRElHcE00WZgOD06lkjaq01ASmKi2n\noBSXS5xzk+uq77qA97caiPweWqMKgA/UwjdiRaGgSj9mVgn83jlXZ5E+C5W5VioSUbwFcD767i/K\nRxQnonh74Ez/8tJ0KpnXq8SnUZ2MUh1eAP5RDRlVhgiTgxGhMhx4vZiKU6sQ+TxASqiBHwo18XUR\nqvQ9SURxdzS23I4WYLk4Do25D6CUt2zchXw7X0aph3MQ6TOlGoPka1BazNloITsfVY9qupw2NcFo\n9Pu5Ci3gbi+wfWukOjiPZT/Xr2t5bQEBdQrvJZlCa7OriiEnzGwdNK/6opA+nHNzgMNzNt+diOIB\nwCn9hz7xJ0T2ZLdpl/X3cyzr63sKmoflRSKKe6H3+xkw9Ot3nv0FkUTZuDenz3nIF++MKrpd/B5M\nVUQ3RJ51U3z7F1h6rZvdd64KM7M9Nw3PAR865/rkO963uQy4LGfb7jmvf0bjWlV93Mmyn/ljFJAW\n2ZARSKnGibmIjCrz/1e06rBeZpKTGaw6owGsYyKKm6dTyV/RDWzohs7NZ56EcnQ3Y9mo4PIwFk1c\ntkepg/UFn4JS9o7YZcnG5z5c/GeQeAcE1CESUbwdUkFMB4ZWZYhcKPyk7s8oxeMlYKSfbNULeDJq\nAErXyfid/Ns5980KOl9ZA1GXBKxi+FS8/dGz/QOkjvox55gypFzZH0V4r8+Xju/V133RvVgJXOGc\ne3l55zdVxTwJ+TeOQfdFwdWm6jGy/VBmVHHMLJSGl41tWOJRUhU+BLqWljXtstfgMccBX0284rBP\nUUpJxp/kwxZrrrMPMiK/Kp1K/mqDyV1U/RYpDIY45yZ78/T2OceUs+yiaGfgnxky2sxaIwVYTVGV\n/8w9wAjv67kZIs1y0QcpTLO9XTIE9lsoJXq6c64+BUIDApaCmZWg6qZrI1V3wfMWM2uD0u7mA0Nr\nO34monh3RAo/CdxZQHGrmvS9A5oDfoB8ROtsrDezdiWlpfeiuRYApU2ajK+sqDi8jrw5Vwuj8VWN\nkL7XOJEhpZogdreyZbt1W+Qc0wkppWBJCt8XSGWwTAofyhX+icJT+KYgAmjvAtutUDjnPmlSwvhT\n7qDinhfhi+/hnhfhL/+kokkJ46uJEAYEBBSARBT/DqXmvAtcXIeE1OZIJv0b5EUwor4QUmbW1Mze\nQVLva5AapA+wVoaQMrO2ZjbazL41s5/N7GnvLZHp4w4zeySn3+t89arM64lmdpPfPgsY77d3NbPH\nfArLz2b2bzPrmNPXBWY20+8fDTTP2b+DmU0ws1lm9pOZPet9KzL7P0fPmEfNrNLMPvPbe5jZo77v\nOWb2ui0xfq7uc8uuzFVpZhVm1tJf44E5x/7ezOb6VKJu/vhDzOwlM5tvZu/6NLLsNlua2Vh/XTPN\n7C6T2ehqhUQUt0DqqGOBR4FL8hBSXdFvN4kULEOrIKTWQqkj56AA1snLI6TMrJ2ZnYcq9P4AnOqc\nu7OREVJ4o+FX0f3Rz/9Gdzaz4Wa2nT/sP8AOZjbIzDYys0tZtuJwVX2/V9Kk2eM/fP7Obz8ae+sr\n5fPn3A5MdM5NAigpLbvp1znfH/TJhDv43ZB327W39leTRYCZfO3moxTDn8ysNyKFfsk53TTkkbWO\nLTFonwIcaGZbm9nWSN1QyMJtGtDXzNbNvv+ccz8hgvJqIJ2VnpiNU/y9vwlKEc32dhkJtAPu9+NX\nDzNLmNntnjgNCKgvGIQ8565yzuX15VsefMBrMFIHDqmtB24iindFatingVtrS0iZ2a7+OTvbSkrn\nPT3swFeeGvr7fSYM3ueMCYP3qVOFeElp6b3NW7bsd/rVN/OPiW9w+tU307xly34lpaX31dEpGpJy\nt8EikFKNExlSqgRfha+sRes1kPx7LTQJ7IxMgMGTUulUsgJJKvP5Sjk02dwud9/y4NvFwPbe16De\nYFElh89bwFODboH1T4NBt8C8BTy1qHIZOWtAQECRSETxASjF41ngcu9RVyuYWRMzG4Ty979Hi9r/\n1IeUHzMrM1XRuRVYF6kHxiBPg3NYRZW5gB7IbyFznYsrc6GJ8dcoQpqNTGWunVHFmE+AsWbWyu/f\nES1EQ2WuBgRPNl2HPoMr0qnkHf75n9lvPoXjeqS4PjudSj6Wu0gx4XeIGNgMqaOuds7NzndeMys1\ns/2Q70gv4FrgIudcjQqo1FNUN+YMpGo/FJxzExA5NwJ4Hd07d+b0kfccLdbqdGCr9l3avXnXkD4z\nXn38BqTwPjSzf68hY8q77pScMu2lMX2Gu+jBTnTanqVNyA9HpPlsdE/ciSoe5i4Yz0beoDPQGAUy\n+v0RqVMfQ2T4W9Qcg9HY+Gme892G0gCrSt1bnrfL16iSYAkyfH4H/c5+rA/Ph4AAADPbHamn73DO\n5U2FrqZ9CfJs2gAY5n/3RSMRxTui+ckLwM11pJB6A9h6iwPOOPE3J93wynaDLv1rWYvWWyLft9w0\n4qJhZhtXVlQMOH7wFaV99z2Q9p270HffAzkudXlpZUXFADPLJ7SoMZxz051zpb64Q8AKREjfa4RI\np5ILE1E8H01kytD33MxKSme4yooOyIStczqVnJ+I4lksbXb+CVnlKnMwCdg9EcVt06lkIYz8Cyga\nO4BlJ1urDF7SOdAPWBsBU8srgkIqIKAu4FOD/oQqeT0I3F0XEx0z64IWSRui6PxD9cEk0syaIPLn\nEEQ0PYcI/kXOufP8YaukMpffdhTwvplt7yfBiytz+WYpM9sLaJbpJ1OZK6vfE/372w0Y65z7zosP\nQmWuBoJEFPdFFZq+Ac5Mp5Jf5uxvgz6nnRHRMDofkWxm7RCJ2RuRLv+oiozyx2/ij98AkZR3O+fm\n1smbWoXI50ninDsg6+/q/FBwzg1FKTg1PgfAb88cvR26z/qmU8mliL1EFK8NHLrpwOOvnf7Ko08h\n4/KLcLwLXGhm3VFK5q3OuQdyul5KnemcexKl82Rvm47Gu2zcUtV7yPOeXqNq5f16wHfkr0hVE2+X\nT9EYGhBQ7+DHwlNRgOTRItobcAIaeyPn3Ce1uZ5EFG+DlK6vA9fVlf+vc25BIoo3RkT548DNC+b8\nuCJSajcE2HyHpZeuW+y4eIgIHsENBEEp1XgxGz28m/p/lLVoMw/ogCLinfxxM1i6WspUoJOfmObi\nbf9/QQy3zxv+D9DP+1PUKzjnpjjnxoWUvYCAukEiipsgGfgBwKh0KnlXHUjBzcwGoEh+K+Bc59y/\nVzUh5VVb/VHVmJORX8IpzrlrkG9KfajMhXPuQ5SCvVRlrpx2r+S8t45mNsrMPjGzn5ARdSuqqbBl\noTJXvUMiipskovgEFF1/DVXOyyWktkTePL2QgmpkLiHl78PdUZrUplSvjmrjidi/Iq+ps50qTTZ4\nQmpVwldCPBQYm0tIeRyD1JP/AjZBv/EpsHhRezIyYX8kt6GZbWxmmYDdSoOZtTBVETsf+LtzblG+\nw1bmNQUE1CV8qupFSCE4skj13kEopXqkfy4WDV/kIgVMBq5Op5L57rli+/49Mj1/ErhpBRa7+hTg\ng/++ttTG999YPBVo9MGmxoKglGq8+Ak9vEtR5Ht+szXW/nXhvJ86IAn5Tv64L1haGZUhZjZCyqjF\nSKeSPyai+HMk+X+uwOsZB+yLvF+er+bYgICABopEFDdHqRVbo0lOre93n3Z1Ghq3xgO3rWr/GZPB\n7u5oYbgOMt4dmsfQeJVW5qol7kIp36eiAMYCRPpUV2ErVOaqR/CqmfORcu/viMhwWfuboN/xH5BJ\n9jXpVPK73H5y1FHPIXVUXg83T3zsidSSpf6844L5dJ1hECpcs4xniicX+yJT+nkMZhNgGo7MmLkX\nImovziZ+zKxdSUnJ0mbBpaXjKysrCzILNlVCHYe3j8jZ7Zxza1TR9DzgYpTqfWUVx4QUvIAGCe8B\ndTF6rl9eTEESny79R+B+51y6NtfjVUxDgI+QtUKdFEjxKvlDgCOoQ5V8Veg/7MlOr48659tRwy7u\n4JyzLXbsw/tvvMro6KKKktLSpyoWLQqCgwaCQEo1XmQmEA4NgGUt23Uqn/P1pxmlVBsza9V/2JMz\ngP0TUdw0nUouRIukeWjyOilPv5kUPitkkEmnkl8kovhdxO4HUiogoBEiEcVroEnO+sgU+e1qmlQL\nM9sBpb4YMNynfawyeDLqd2jS1RmVUh/unJtWYFcrvDKXmXVxzn3yXMwKAAAgAElEQVTpr3tzcipz\nIXLhnqx2uSkxOwMnZSa/FipzNTj4Etznoe/pgnQq+XHO/k7IS6Qn+nwfyo1oe4LpdyhlZBFwmXPu\nVaqATw07GX1HE5FvSl1UQFqtYGa7IZX5WtlKtEQU90AeT6Nyi0YkorgUVUD82LcFKaU+9H22QUTh\nxFyPlJKSknvLysr6JZNJunXrxvTp04njuF95efl9yBurpngDBSWm+mt5piaNapDGOJ3VpDR6QOOC\nH0NPR0U8zitmPPQFBU5HRuS1MvD2Y8gwVHAg8uu/WsMTUn9Eaq6706lkbmpwncGf6/+Ao7Y86Owb\nX77ppN/eeN6picz+ktLSpyorKoJHcANCIKUaL35gSYSqFChv1WH9SnipFUui8JkKfIZy+D9Lp5Iu\nEcWfkr8CH4iUOhANrNMKvKaxwPmJKO6eTiULbRsQEFCPkYjijmiS0xotfj+tTX9m1gyloOyN0tNu\nWJULW28suhtSlKyLFENXOuc+K6Y/59zTZpapzHU+8vPrgt7vI865t9Ci8hxv6v4KcCSqzLVcQ2Hf\n93vAvWZ2JlJXjSSrMhdKg7zDzN5EZsVHIgIs+3ubAgzyx7RFCqWqKnO9DCzw1bMylbkyPjTDKK4y\n1799n9/79/WTmdWkMtdUtAg/i2Urcx2HKnNdhZ6TPRHBeGxjMkL2E/aDkAn+O0i1+HPOMbuh9IrZ\nwHm5hBUsVkedglSK1amjWgCHIa+ir5ASJ5jD1hCmypOTnHNn+U0vIaP/bELKgONRMYBxebrZG83P\nzkqnkg6jJQoSZLxr/oSUmkupDM1sY2BAMpmkVy8VAO3VqxfOudIxY8YMMLOeNbU4cM4tAD4zs07I\nYLxOFBgBAQ0Y/4fUiyO851lBMLMNkMpqMsWn/QGLC11ESKAw1Fus1Bp+bPozvlprOpV8rC76reJc\nTYCTgP7Av1q26/yvikXlLtsjOCikGh4CKdV4MQdFNEHf8/zW63TLLAoyE4TOLFFDdUWV90CLo92r\n6PcDFMXelsJJqVeRgmsgBRhiBgQE1G8korg7inAvBM5Np5K1SoXyviLnIO+lW1DazyohDDwZtSuq\nVNUF+TBdVcOJZU0qc12GFoiZIhTPk1WZy8wylbma++PuBLaqwTn2A25CREIlWsCetriRcw+YWY+s\nvh9GJuSJrD6OQVUE30Sp3hchb6BsnI3S9Y4HvkRV/s5CFbReQobFI5B/Vk0xGKV7fYpS/rLVEbeh\n76K6ylwZpcZSlbnMbBd/PWmU2j4dGN/ICKlWyNOtN/AAcG+2+ikRxS2BE9Fz/jnglnQquVQKaJY6\n6s9ozlClOsof+xukpGoD3A08WoUnUEAN4T+/3Mp0OyNiekiu/0siituilJl0OpXM+Kj0RITwx2a2\nGVJY3eLJ42xsCNCtW7elNnbv3j3zZ43Ngs2szDlXnlOoICBgtYSZ9Ubptvfn8UCsSfuOwKWI6L+y\nNuNqIoo7A8NRQGZw7rhfi35L0PxiD1S9r1aphdWcqyV6xvdCKcqLlZieOA9kVAOFNaJ5WEAWElF8\nLFrULUB+Hp/Pm/XFxy/ddNIOaHA7F1WteigRxf8Enkmnknf7trugG/6P6VTyhzx9DwUsnUoOLuK6\njkSLpaPqip0PCAhYdfD+JSlEqAxJp5K5i50awxNAByLVznTgr24VlYv3C+1dkfKjKzLMvi8URFi1\n8Kqxa4B1c/xwuqHAyrarszrHE8QXAWugSkqv5ezfGD3/1wT+lk4lJ+b24dVRfwF2RP4+ty5HHdUZ\nEVfbIwP1WwMZUTjM7A6U9pLxYXKIFL4DWNM5N7u0rNkxmN2y0e6HP/jJhDt2QONS7Nv9oUmzltc6\nV9naVVbeVrlo4SnOOYex2y/8cnQrWv2AvqemiGS+wDn3nD/3+v48e5SWlrL22mvTr18/evbsyeTJ\nkxkzZgyIvNwe2TtMAM7MKBi9wus9FAg9EnjHObenmVUCv89K410P3bv9EVH+AnC6T8vL+OWMQIrN\nct/n4avqGRAQUFv4VOarkQDgikKDHz7ddgQKoJxTG7W4V7NfiYKHF9RmrpbTbxMUnNoZPXOerYt+\nqzhXe2QR0QEV45i8os4VsPIRqu81XsxFkxqHHu7lLdZetwWaCHREC8jO/tgv0OQmg2yz83yYBGyR\niOJiTGvHo6j874poGxAQUI+QiOKdUWrWFODCWhJSHZFq6ChgDKrStdIXI7662C5IZXQeUiqc45wb\nGgipUJmrPiMRxbujRf+vwJnZhFQiiksSUXwwSsGcDZyWS0j53/4eSDG3EfJKuyYfIWVmTc3sMJQS\n2dUfOzwQUkXjdJSiOwoVTuiM5maLF7HrbLHL9q5iUZOpE+/rgkzpE0jtNqasRZuDt//j8HfW3WaP\nyyoXLTwGpQuB47lWtFqEVJmTECH0IDDO30+g77sU+L60tLRyww03pLy8nMmTJxPHcQVaxL6Aitwk\n0Bwy1yvmKBQE3Rmp8JaCmTVB6sSfgV38cXOA8aYKpqVo3J+IlGB9kEozRM4DGiTMbA2WBOyuLYKQ\nyhijrwkMriUh1Q4ppCqAi+uQkGqKgiB9gCtXMCHVAz3fWqF080BINTKE9L3GizmIdKxApFRlSUlp\nO5RKkTE77+SPnYEiYBnMQhOHnixbMhw0sTkW2BwoyMg4nUp+l4ji14FkIorTK7IiQ0BAwIpDIooH\nopz+F1F0rGjfEB8hPwlF4S9yzr1XJxdZ2DVkUpAOQ6bcbwM3O+c+WtnXUh8RKnPVXySiuAylTw5E\nptJ/yzau9dX3zkJpnw8B9+WmfuWooyYCo5ajjtoW3a8dEJHwwKquhtnQ4ZybbWYLgV+cc7MAzKwi\nsz8Rxe1ad1x/R1dZYa6y4k+Zwgpm9hBw5K5njLqjrEVr13a9jYd/8frY3yCy6kGvgjoa3XOxc+5Z\n4FkzG4j8pS5BpOIc4LHy8vL1Xnnllf6vvPJK5tSfocIAqcwGMzsOmGFmGznnMmmCU5xzFyznLR6K\nsjNOyOrnWGTp8Duk3lrDX+M0f8gyHmcBAQ0BnoS9ECmcLix0fPTzkbPQOuziTMGSYuDTei9D3pLn\np1PJ74vtK6ff5mj82AwYnk4l36yLfqs41/Yog+dLYFi+LJ6Aho9ASjVezEWElPP/G7A2UjRkvEs2\n8cd+AeyTiOKydCpZ7s3Op1K12fkMlI+8HQWSUh7jUArhpviKMAEBAQ0D3szycLTIeAJVgCqKDDCz\nVqhKV1+8t41zrk48Dgq4BkMmzocjP6TJqDpOGJuysAIqcxWEUJkrPxJR3AFN1nsANwMTsu/HRBT3\nQV4f5cAl6VRyqdRG//vfA5FaC1lOhUszWxsZxe8KvAtEIbVqpeEoV1m5CJiXU+nzm9JmLb4ra9F6\nA6QeqLTBfIPUTCDVUSkik3c3s4wnXFMUpASRkKcBLZxzT6BqlZXIk+0yYH8zyyUoHfKhypBS1S1I\newE98/TTDNjQF2e4E5hgZk+hCmMPOOdmVtNvQEC9gh9T/4zWOBcXqh717Y9DasLLahMYS0RxG2Rq\n3gql7NWJktX7Fg4BNkC2DSsskJiI4gEoCPImcFWwfmm8CKRU48VclN9fiiYPJUDT0qYtfq5YOL8D\nmlC2N7Oy/sOenOH3r4t8XEDk1d6JKLbcBacnrSYhs/Ni8BYixQYSSKmAgAYDX278RLTAuRN4uBaE\n1FYoEtgCeUc9V2cXWrPzG7ADIqM2QmPihatCpVXfsSIqc63Ay11tkIjibZE/1HxESEzJ2tcMKZoH\noiIjN6ZTyaUIAU8ynUI16iifWrUP8gv6FaVQPNeYzOHrM7Y98tIewJ6zv/70ZbTQXYzSps3LmrZs\n2xaYmE4lM/OpzJwPlhRF+CPy/MrGXDNrj+Z+FwPfo/S+C4GznHPjzKw18DhSKuYqG7MLWlQXTGiN\nfPkOz9PPLADn3DFmdgN6vhwCRGbWzzmXT7EfEFBfsTf6Dd/onPugiPa/R967t1QVIKgJvCH4UKA9\nIqTyVastpt82yLahMwp0rBBFow+AHoVSkccCt6ZTyYrltwpoyAikVONFpvpemX9dBtC8bYf582bN\n2AiRQoaiaZlI5/osTUqtgVRV+Zj1t4A9E1HcrlAZpSe1xgGDElE8Op1Kzq62UUBAwCqF9w44F6mK\nbkinkk8X04+ZlaHF7QHA+8hrYVadXWj15zeUrnw4UoO+Tyhdnxe+pHtvlNJYJ5W5AmoPP1n/A6q0\nNgn4azbh5M3Oz0PeRH8DxmeTxwWqozZDasZuaGFw98pWM65GWEgetd8anXscDUyb9dFryxDma3Xb\nste87/9nwD9z93lPmu38yxnOuc9y9hsio+ajBfQ84FYzuxz9Nkaiud6BKIWvkuLxFvrNznLOza3q\nIOfcZKRWHWFmL6NxOpBSAQ0CZrY1qkL6uHPuqSLa90UFDh50zo0t9jp8at0QRDhflE4lZxTbV06/\nayHl1ZrIR/Tzuug3z3maAmcgVe5twGPB7qXxI5BSjRcZpVQLNMlpBtCqfZfyebNmtEekFEDndCr5\nZSKKf0KkVAbZ5YTzkVIZg7ltgP8UcX1Po4XpXsAjRbQPCAhYSfBS7RQaD4anU8k3iunHzLqiqqDr\nI6XVmFoudAo5tyF15+EodflD5IfwTlB8CP4z2hgRUb3R91QO/A9g+vTpi5VSANOmTcv8OZWAlYJE\nFLdGCsMdgPuB+9OpZKXfZ0jR9CfkvXFGOpVcKr3Oq6P+4tv/BxhdhTqqje+nHyIcz8ryDwpYMZgG\n9PaVJOcitZNZaZNNgPNdZcVS6vREFG/QfM2OPX/630c/VBEc/ANK03sEuMvMzkEkZkdESi5E9/k8\nYBcz+wRoh/yoMgqPkSiV6H4zuwpZN/RESqZjCxg770Vj/2NmNgSNKd1RcGKEv84TkCrrK6QI60ke\nsi0goD7CVyK9AHgHuL2I9r2AM5Fq9e5ir8MTOpeglO5L0qlknSiTfar4cFSs6sLcZ0tdwSuxLkHB\nrivTqeTLK+I8AfUPofpe40WGlDL0sG8KWJtOPSrR9+78/kwFvhlkVeDzE5zvqaICXzqV/Bn4lCJT\n+Lw66kVgoJ9IBwQE1EN4k+QRiKC4uBhCylf12ge4Hqk2z3bOPbwyCCl/7m3Qe8h4Eg0GznfOTV7d\nCSlfRW0nMzsVuAv4K0o9mAJcgUqyn1ZSUjI+juOKyZMn8/PPPzN58mTGjh1bUVJSMj5UJVw5SETx\nhuge2gwYmk4l78sipNoi4vgEVOX27OxFg78P9kQkQw/kB3VdLiHlj+sH/AN5mtyCqk8GQmrF46/I\nA/QD4NvSsmY9wKhctPCNXC8wP286sbJ8wexF8+f+nKev5sBByNj+EJbc2x8hkqo38vJ7DQUeb/bn\nHeuPOQXAOfc1qpZXgqrnvQNcC/yYNXZWNYYu3u6cm+/PNwN42J9rFAqYzgZ+QUTUQ8jg/O/ATc65\nW5f/kQUErHp4f8wUKhI1wjlXUJqZmXVHqsX3kGqxqHlJIoqbIGIs84yok9S6RBR3RnOoJsgsfUUR\nUp3ROLUemm8GQmo1QlBKNV7MQ6STQ4QUwII1umyUIYDaA9+whJT6AhlRZmMKippXhUlAv3y+UzXE\nOBSR247qTTIDAgJWMhJRvB7yDjCKnIiY2Vqo3Pn2wJPAP72v0AqHjzwegSqFTkEFFt4KRJS1RWmY\nvVFgoSlSJ0xEi9QPcwnDysrKw8vLy+8bM2bM4up7JSUlT1VWVh6+8q589UUiivshs9fpKB3j26x9\n26IIeymqTLQUcZxHHTUqXwqVXxidjBY0E4HbnXN1Ujo8oHp4cneXzOtEFB8GPIaIQZxzdyKFKcBu\nwOZbHnjm8V9Oejq3NPoxZZRdvohFHRzuQb9AXqpQgJmdjOZff3fOfZfd2HvI9TGzqc65Kc65T5Gv\nS1XXvUcV20tzXn+L1Hf5MBelCQYENCiYWQlSAbZDAbcq01OraN8ezU1mAlc45xYtv0V+eM/Pc9Ez\nfVhdmY8norgrUkjNR8qr7/x1T0Qk9a9ITbkQjSdD/f4z0f3eAyksn0BFZOb5/X9EQZYjgWvA1l+r\n2xaztjki9dSrfz/jtfk/fD3OBtMWqcbOyMzbfFry5ajYzprID/SCjC+przh6M0r9awp8DpzrnBtv\nZruhZ9s+KOi2MSrYdZxz7n3fvp1v3xdYCwkwLnfO3Z/5TLyq/FyU5twVfXf/cM5d4fevp/dEf1Q0\n4gXgdF+QJaAKBFKqkSKdSlYmong28oSqROqEH9ZYd6PMJKEDMqns5F/PAAYkorhJVqnoKcBByyGd\nJqGJygYUZ1z7EZKrDySQUgEB9QqJKN4EeRL8iKqrfFdNk2VgZr1RVadK4FLn3Eq5z81sS0RGbYlS\ny4YB/11dySg/gVoPkVA7scQs+SPgPuDV6kpOO+d+BAaaWU+koJ1aUVERFFIrGD4V40SURpdGZq8L\n/b4myAj2ADSxvi47jct/73uiBcMCYJhzbhmlo5m1QPfLvijtLxj+r2Ikorg9ml89lk4lv87Z1xL5\nzryUTiVzCSmAvp3otOet3Pr9AAYss8A1s83RvOsf2YSUmbVr0qTJvUgpCUBZWdn4RYsWHe7v/4CA\ngGXxRxR0u7S652guvMJqKFJIDnXO/VLMBSSiuAR5MPUGLk+nkpOK6SdPvz2Qh9QPQCqdSuYGKY5C\nysmdkLL2n2b2onPuGfSeTkWkUA/kbzgCBUgyaAmcuuEeR1zWZp3ux7770DU7PXvl4d1cZUUrNEb1\nQMrOF4EHfZuRaA7zB7SOPQAYZ2ZbeQL9b4jf2BUpMDdHpHc2rkJz028QOfW4mW3sCfzmqCjDFcif\nOYnSn6c65/7r21+JComcAbyEUqI3BzCzJuhZ/RIKMlSgdMTx/hqLIh1XBwRSqnEje/BoAvzarPVa\nbZCKKkNKZdLvvkBR1s4sMT6fggaMddFENRcfoonuthRBSnnD8xg4ORHFHdKp5EozOw4ICKgaiSje\nAVVg+hRF3AqN/DVHEaT+SHlzk3MuX4pJncIvto5Aqs/PUHTv9dWRjPIV0zZDk8U+aGxfgIIJNyCS\nruDvxKs5Ahm1EpCI4nXQfdiVnOICiSjugiK13ZB/yaM5Zubt0eR/e+AZ5B211H3sSatd0L3aCqV4\nPRYmzfUCR6MF1QN59h2Kvq/bcnf4Re5xO7Pz9wMY8A6Oypz9Zeh38TFK1VuMJk2a3NuqVat+I0eO\npG/fvjz//POccsop/ebNm3cfWiAGBARkwcz2QAq/0c65twpsW4bIinZIQVRQ0agMfCrvKUg9eVU6\nlayTwgCJKN4UKbi+QoHJZbwHkSdn5P/+1Mz+ggIhzzjnbsw6boaZpZDqM5uUarLNYZc80nGzPgcD\ncWXFwo+d1NcdfcrvR16RtTvwoFdBHQ10dc5lvJGvNbOBSJV1CXpePpRV+XBanuu+1Dn3H1is2Pof\nIrcecs59hYi2DEaa2QBEgv3XVyQ9DTjZOXePP+ZzllQ3PQQw59wJmQ7M7FgU4P0d8lQOyINASjVu\nZCJbhr7rcmBtVH63Axpo1jEz6z/syUxlhq4sIaWyzc6XIaXSqWR5IorfQaTUw0Ve47Mo4pcA7ln+\noQEBASsaiSjeEz1w30ATnIWFtDezTYCz0UTrZmDCiiaFfIWww1Hhhc+By4DXVjcyyitetkUk1A5A\nG/QceA35t0x2zhX0fQasGnhi+GwU4T03Y1brFyB7AX9Gvo/nplPJxX5PnmjaC6mjfqVqddS6SIG1\nLfAqSunLV9QkYCXDLwZ3A25Mp5K/5OxbD5WLv6+KQN6RQPMRjPgBEU+5OAgFGs/ITtH1KXsDRo4c\nyRFHHAHAEUccgXOudNCgQQPMrGdNvOO8SfvnwDahomlAY4af65yKSIbHC2xrKOV6E1T9tyiPJv88\nyAQAr0+nki8W00+efrdC3pufIW+qqhRcuff410g1hJnthfytNkXV3JsAzcysuXPuVyspNaC842Z9\n9kUqqLtdZeUQYJonpDL4JtMnUr+XAp/4zzCDpkBG9XkjcIuZJdB387Bz7t2sYx165umFcz+a2cco\niJdJx7wYOBjowhJf5kzV2c3866qKfG0N9DSzXBKvGbAhgZSqEoGUatz4GaXNlKJc3wq0UPwckVJv\norS+tdOp5Hc+3W994GWAdCo5JxHFM1GqxrNVnGMScEwiipunU8lfC73AdCr5ayKKJwL9E1F8f1bq\nYEBAwEqEn9wciKJQE4C/pVPJGpt1emXOwcBhSGF1qY84rTD4SeHhyJduOpJbv7I6kVHeLyjjD7U1\neq5PR559rwFTVqfPo6HDp2EchtQwbwDXZpSKvgrmX1BawlMolW/xc7eG6qimKC3s/xBhmZe0Clg1\n8OPwCWgx+EyefX9GxuSP5rY1s42AZA96PNCNboeQQ0p5n5ND0CJtWk7zDQH69u271Mbddtst8+dG\n1EwhaVRtfB4Q0Cjgx9pL0D3xtyKesX9C4/iVzrkPi7kGPx4chdKu/5ZOJZ+ppklN+80o5T8ALqtm\nbVee89oBJZ6cfgKl2l2E0v9+C4wGmiaimPV/s99+/3tjXAlwczqVTAPYYFxVffq/WyO/5O2A3EI5\ncwGcc7eZ2XiUdtcfuNDMznLOjazRBwDnIbLxdGQ8Pw+pyzP+zPOraJdBa5T+dzgaD7MRMoKWg0BK\nNW7MRUQU6CZ3QDuw18FthhhtUFrHd+RU4POoidl5E2ALiveFGgvsjaL7dcLyBwQE1Bx+cnMssD8q\nM39fIcULzKwTUnVsAvwb+PeKTAHyvkZHoMX3F8in4KXVgXzx0cHuiITqjRaLlWjydAdKV5xZZQcB\n9RaJKF4DGeZug8xdH8zch4ko3tzvawmMyI6I51FHDc3yviDruO0RqdEB+XQ8sLKKDgTUGLsjdfoF\nmcqKWfgN+m0My1Ww+uj+ycD0NVnzN13osvtXfNUPkwEv8kAZigjshJldhxTuZ3nj4U8BTjjhBMaN\nG7e43wMOOCDz51R/ns+BW9G4czAiNoc750b54z5Dc823vZDh2aqM0AMCGiLMrBkipBYhA+xcEqW6\n9vuhVLFbnXO1qS53CAoujE6nkuOqO7gmSETxzigt/E2KUMpnYXuUwnZOZoOZHQqwceKYtYAzm7Zc\nY73K8oXzM4RUDTEJCS3Wcc69VNVB3tvrVuBWM7scqckypJSh9eZD/rrWQuvcTLrfziiN/V9+v/n9\n7/v9U9Bzdk+UOp+Lt1Cq36xCTe9XdwRSqnFjLlqsLEKkVClQ0myNtectmP1dBySJdMjs/F20uNss\np48pQO9EFJdWoZr4EhFa21IkKZVOJacnovgDREwFUiogYCXCmyWfiaJYt6RTybHVNFkM/7DeA6UB\n/QycX2zUr4bn2xCRUTsiD4CrgRdzK8U1NnjjzC1ZQkR1QH4zbyLFxJth8tOwkYjinig63QwYnE4l\n3/bbS9Hi41BkTP/X7Mp7PmJ/KoocP4PS8OZl9+2POQ75R72D1FH/W+FvKqAgJKK4OTJNfjGdSr6f\ns68Z+g7fyK2u6DEAkVnfvM/7hwxhyFsXcdEfWWLAuy+K3D+PzHnXQZ5UNwHHOOc+MbMfJv5n4lr3\n3HOP7bbbbjz33HNMnjzZmdlXlZWV2Sqps4AUSpM+GKXKPOvT+3YCXkfPhQ+QSj8goFHAz3lOR4VD\nziu0OqmZ7Yru40ecc08Uex2JKD4AzYXuTqeSjxXbT06fu6O54AuoaEZtAotTgTIzOw0ppnZFARHW\n3XqP4UDF1+8892/nKi8upFPn3BQzuw8Zj5+DSKqOaLyZ7Jwb5wn3ccAnKDtod5YQThkMNrMfkOr0\nMqRgynyOU4CDzOw3yJv5TDRevu+vYYGZjQCuMrNyZGjeAdjCOXc7cC8KID1mZkPQXLU7IiJHrOgM\ngoaMQEo1bsxBjHAFIqeaALTptEH5gtnftfavv0dKKRAptVcOATUFSRa7kscszpuVT0IT4tpgLHBO\nIoq7FlN2PiAgoHAkorgFklZvidQXVUaecmFmbVCq0M5oMXxrsZVjanCuHmhB1RsR4dcAzzdmMsob\nFu+A3vP2SCEzC6XkvQa8FwypGz68SjGBJuyfAVdkKl0morgjmtxuCvwLeCDzbPaLo35ogfMLedRR\nnszcBy1e5iMS94XVQVHYQHEw8oG7I8++/0PlyZdZxPlI/1HIZmH46Zz+zIVc+NKF7sLPgc/NbAow\nHs0F93fO/Qp86E2JnzCz851zs4AP1ihfY5tBgwa1zur+W5a1b4idc3/3f4/wpd93R/PFTHrKD8Gj\nLKAR4g8ogHeFc66gAk++KvDZiPT5Z7EXkIjivZEX7wPpVDJfIYRi+hyAlJZPo3S6msytqnyOOOfe\nMbOzUCrc5cDza3Xf8m8/Tn//MoebB1wy95tpySIv92ikVPsr8nz6DnlEZUi+UuRnuh4wGxFUZ+Vc\n9wUoJW8jRGztmzWfGo6qyo9Hz9ZbgTFA26z3N8wTUkORR9/XwN/9vvlm1hcp+B9GY/qXaJ48u8j3\nvFogkFKNG5nIufP/mgG0XW+Tiu8+eQOgPbqRMqTUDOQxtQ4yQQdJuh2KwE2r4jxvAf0SUdy+mLLx\nHi8jpcVANAAEBASsQCSiuC2qrLIuqqxSY1NaM9sGRY+aIk+EGpNZhcDMuiMy6jdorLoWkVE19rpq\nSDCzdViihtoCTa6mognR68DngVBoPPDql5NRlHcsSsMo9/t+iyoqzQPOT6eSixWIZtYBqaO2Rd5S\nt+VRR23m++4GPAncm3tMQP2BJyAPAMZkK+H8vk7IoPyRdCr5dZ7mxyDC6b9A00EMKkGqugyOx/uc\neEIqg5eQV8smwKymNLX+rv+3O7LjMWdwxlw09lzFsmqnd3Nez2SJEXFAQKOEV84cCdxXaNqdrxp3\nCVLsXF/sc9wXojkJqXrqpDhUIor3R8GNJ4BRNbVuyJeW65w7IOvvGxDxk7nuU4EIBUB/IeXuBO7M\naT8UET3Z2/6U87rCH7PUcbC4YMM4VPF5eR54LzrntqrifQ8BG6UAACAASURBVP2I/FWXC+fcFcjH\nNN++b5FvWEABCKRU48YclpjDlQAtANeu+5b2qbZ1RJOJDfwxGYVSVzwplU4l5yei+H+ITX6qivNM\nRsTVNhRZVcBX8nsKGJiI4ruKMU0PCAioGfwiZxjQHLgwU9mrOniT5KOQ99TbaHL1fV1fnzfJPAyl\nG30DXI+8SRoVGeXVLj0RCbUTkngvQmPqrcgfqliiP6AeIxHFnZFKcV1kZj7Rb2+OVFN7oYj6yHQq\nOQ/yqqMudc4tlTZvZmugyfBeKH3hTOfcpyvlTQXUBn9Cc7YH8+w7DgXtltlnZr1QmfEbkPKdG7gh\nNYpRGQ+onVDqzDsoxaRKtKFNc4ez0zn96dPd6T/69mV5Dl2eEXFAQKODD5CdhYjc+wtsuzYiUGZR\nhAdVBoko7otSB8cDtxXi+1lFf4ZSw49A/kp31bbPKs5xOEo/n4AsIupc4W1m7UpKSu5FacwAlJaW\njq+srDzck0xLHV7X5w+oGwRSqnFjHlrglKGIeyvgpzW6bFyG0vk6IPXBzv74H32b9VF6SAZT0MIp\nL3yVvqkoalubUpfjUDTwt1RNgAUEBNQCiSjugSZIv6By8t/UpJ2flJ2D5NKjgcfrWrVjZl0RGbUr\nmsDdCExsTGlqntjbGpFQOyHPgzlI5fAvYFJOOeSARoZEFPdGC5yfgbPTqeQ0v70nusfaISL2P5lF\nQnXqKE9Y9UeeRCXI1HVCY05xbSxIRPGWaMy7Ljcg5yth9UbqgqX2ecLoZKS+eAYpV38dzeitR7lR\nb5pZC6SqeBP5mlxpZi2yxpddkcLqY4BOdKr8gi8cjgwhVYJSu6sqfZ4PGVVVaQFtAgLqLcysLfJQ\n+4oCVU4+Df9S//LSYtWqiSjug1L/nkWV9uqCkPojWnPdXVdpgDnnaAKchlJ77wQermvSK4OSkpJ7\ny8rK+iWTSbp168b06dOJ47hfeXn5fSgDJxtBbV5PEUipxo05LCGlylB0a25pWdO1UEStA/A50MrM\n2jjn5iSieAYipbIxBeibiOKyTGpBHkxCKicrdtBJp5LfJqL4TSCZiOKnV9TgFRCwuiIRxb2QhPx/\nwNB0KvlzdW38Ynd/NIH5EikvptXldZlZF0RG9UX+ACOBZxoLGeUntZnF5XYolfprZDr8GvBhY1OB\nBSwLb1p+JPIHehW4Pp1KzvMLhAOAQShNflg6lfwSliKbjkVBo3zqqB6InNgEkRN3OOeqvbcDVj0S\nUVyC0us+ASbm7CsDTkAqp3wp0gcg+4Ur/EI514C3K0rffBuZ7w4F7jSzoUgpfyNwl/eTYgADfrqJ\nm3qZ2d7IuuEsYM0C39K3yL9sgJl9CfzqnAs+KgENEt6XL1OA4oKc9Neatu2ATNGLUpUnonh74Hxk\nc3JDHRFSfwaSKGW8TozSc87RGr33zYGr06nk83V9jgx8yt6AZDJJr169AOjVqxfOudIxY8YMMLOe\nmVQ+59xzBMK83iKQUo0bGVKqBYqgLUJlLNshFUIH4BV/bCd//BcoVS8bU9Bvpbv/Ox8yJTA3xJcO\nLhJjgcFImfVJLfoJCAjIQiKKd0WRtneBy2uSIuurdp2BlD2PoQVMnVVTMrN1kaz7d4govwV4qjGQ\nUZ5o641KD2/qN3+MpP+vAf8L/lCrD7yH23nAVsjIeowvFNIO+bNtAzyCotaLAMysI1JHbUN+dVRL\nlHqxL3p2X+CcW6pqW0C9x55AD6RazR0P9kfkUZS7z/vPHYJKl0/PbM8y4L0cpYZ+B6S9+W5/lOb3\nOlLKPoSeCQCcy7ln3cM9533DN3ei+eJ1LKuSyjdmLd7mnKsws1PRPG4YSkFdxnsmIKC+wwcETkJk\n/0UZ8raAtqcjb8iUc25GMdeQiOKtUJr3W8A1VVRBL6S/EqRe2gMZmqdr018V5+iI1GFrAZfkVhJd\nAdgQoFu3bktt7N69e+bPjah67RpQjxBIqcaNuWhiAZo0NAEWAGsjU/NM+h4o2jbFb/9dIopLsqov\nfI4k3j2p+sb+GBFe21E7UupNFGnbm0BKBQTUCRJRvC+Kxj+HIm3Vkj6+dPEpKB0j5Zx7u66ux8w6\nowXVHiht+B8o1agor4X6AJ/qsikioXZCaY4LkYr0JuCNQstHBzQOJKJ4U1TtpwlwcTqVfNdv3xGR\nvhVAKp1Kvg2LFzQJZGA9DxjinHsr05/fnykt3hKRXE80BjJ3dUIiilsiBepz6VTyo5x97RFh/0Ru\nRWL//f8ZVXK6L0/XVyNCahFwTkaF6QnLvaq6nnXcOu/NZOZRy7tm51yPPNu2y3l9O3D78voJCGgA\n2AepVK93zn1Y3cE5OAoF20Y4594r5uT+uTEYpeeOqK0Xk0+nOxtZtlybTiWfrU1/VZyjJ7rmX4Fz\nMorfFYxPAaZPn75YKQUwbdq0zJ+1WZMGrEQEUqpxI0NKZarvlfrX7RD5s5lzbp6ZzUFKKVC0tSlL\nTNBJp5ILE1E8nWUVVIuRTiUXJaJ4MvK7KDo3OZ1KViaieDxwaCKKb0unknOK7SsgYHWHl2kfiVSM\njwK3Vyf99uqLE1AE/2XgZudcndyHZtaJJWTUz8AoFMWvM/XVyoSZNUdjXm9gR2AN4CekRLgdmOyc\nW7DqrjBgVcLff/ug1LtPgCvTqeQPiShuioyt9wHeQETxz7CMOmoCcHuOOqoLcKLf/zIwKpjhN1j8\nASnZ/5ln3zEoDe5fefb1QePN5VWkE/0e2TCcWUxasE+H2RCYWk0Fq4CARglfYfh44FHn3DMFtk2i\nFO3RzrkXizl/Ioo3Qum2U4Hh6VSyVnMk/8w5HwkHrkynkq9U06SYc/QGzkUp6FFN7CHqCK3NbGYc\nx+s456x79+5MmzaNsWPHVpSUlDxVUVERxrAGgkBKNW4sQGw16Luei8iptiVNmn5fuWjh2j66PxMp\npUBKKZAXwcysvqYgCevyMAk4LhHFLdKpZG2Meiegag17oJShgICAAuH9a05B1bpuT6eSY6pr48vI\nnw20xRst10WKmV9oH4KIrjmIsBnXEMkoM2uHlFC9UVpjGRo30ygt75OQlhfgq+idinzSHgP+6YM3\n66M0vnWBvwNj06mky1JHHYue1bnqqKbAwWix8z0w1Dn335X5ngLqDr764v7AA+lU8rucfb1QwZfr\n0qnkL9n7PBF+AiIzX83t16tQD0NpfTWqqprVtl1JaenSFayaNBlfWVGRr4JVQECjhLcVuAClzN1R\nYNvfIBXjY865otYviSjuhlJfv0D+grUKbPln0SXAZojgerOaJsWcI6PGfwWlGa7wuZ1/Zu4HHOuc\n++fChQu3HzNmTL/M/pKSkqcqKysPX9HXEVB3CCVcGzG8IuJnVP6yDKWSGMAaXXouQMqptVAKX4aU\n+h5F5/KZnXdLRHGz5ZxyEiK/tqzldf+MIsB7+0hzQEBAAfD36UWI2L22OkLKzJqY2ZHACOAH4FTn\n3DO1JVfMrIOZnYLS83qjCizHOeceayiElAndzewQM7sWvYeTkPHpncAJzrlTnHN3Oec+DoRUQCKK\nuwDXIPLyqnQqORqoSETx3sinx4Cz0qlk7AmpjmgRcgoyv/9LDiG1PTL//z/kA3RyIKQaPI5BqspH\nsjf6FJsTgA/xxudmNtGPPaCA3RrAPzJjjZl9bman+UXaKSglOl9a33JRUlp6b/OWLfudfvXN/GPi\nG5x+9c00b9myX0lpacF9BQQ0RPhqeSl0b15dSPVSH9Q7BxUluK2Y8/tnx3Dk+3tpLQP8JKK4FXq2\nbAIMqWtCKhHFJYkoPg6NWY8iFdbKIKSaoKDPcf68F1dWVvYHNkb2LxtXVFQMDGR6w0JQSjV+/IQm\nwIZIqSYA7TfavvKn6e+DfKVm4okkb7w6AymlsjHF99EDTZby4WvkB7UtiuLVBuOAK5ASoc68bAIC\nGjsSUdwG5fRvgCTUy52E+HSgs1G6xn3Ag7WtBOcN0g9Gfgy/APcAcSGVa1Yl/IRnC0Sk9UbpzL8C\n/wWeAP5bVymNAY0LiSjeGflEfY+Ipy8SUbwGMpftjYp53JZOJRd6EmEAIijmAoOdc5Myffn76Hjk\nAfI2qry3Mjw6AlYgvBKqD6pKlauC2BsFBc/ISrU+ACg3s+5IXXWvc+6b7EaGMZKRdw1mcLfv+O6M\nQsfaTAWr4wdfQd99DwSg774H4pwrvfG8UweYWU8U6GjrnDuwoDdc9TknApOcc2fVRX8BAbWBzxw5\nFwXrz8pOm65B2/XQvOsT4LpiglOJKF4HuAypyQenU8m5hfaR018bREh1RobjH9emvzz9N0Nzxz7A\n39OpZFyX/VcFX834QkS0XZ+dXunTjUO6XgNFIKUaPzIV+BYiM9WmAB036+OmPnMXLDE7b2dmTb16\n4QtURjgbM4ByxELnJaU8ofUWylmuLd735xxIIKUCAmoEb447DJXxvnh5k5CsdKHjkDrqXOdcrYoL\n+NS2g9FCez4qQ/5kQyCjfIR0e0QcbA+0QpWrXkdpee82ZCP2gBULr3A5ChEILwI3plPJ+Z6AOBup\nlYenU8nXYHFK6+lAL2A8cIdz7he/rwlKSzgMkbpXAS8GFV7Dh0+rPh7No17I2bcmqqY4Lp1KLk69\nc8795Mfrk4GvyFFXAXSmc8dHeXT3rnR9YJab9Vbu/hpgQ4DNd+i91MYtduyT+bNKT9FCYWZlYSwN\nqIc4Gq1fBjvnvqppIz/vGYrmUZcVowL3c7fL0Vrtktr6MSWieC0gQnPBC9Op5Oe16S9P/20RCdcN\nPdder8v+q4In5lNIqX5REQb0AfUYIX2v8WMuUMkSw/OWQHnrjuu3QpPdjFIKlpidzwC6ZqfO+aoP\nn1H9xGQS0MWXBC0aPkI4FuiTiOK1a9NXQMDqAO9VczV6WJ9bDSHVFrgYpXo8C5xWG0LKzNqZ2fHA\naFRx5l8oTe+h+kxImVlHM9vXzCJEoJ0LrAc8jgiDY5xztzjn3gqLqICqkIjidijlYj90D1wFlCei\n+I9++/+AU9Op5Gs+HXQgSsdbF1W2HJlFSG0B3IAWSBOAk5xzLwRCqtGgP9AdGJWn6MTRKHh4T/ZG\nryh6EHnC3A+MMbNfzOxTM8t4puwGMJOZL5rZAjPbJav9eWY208w6LOe6PgV47Pa/c+Z+e3LYNj04\nus8WDD9hUGb/AFQpcH8zqzSzCjPr6/u/0sw+NrN5/pqGmVlp1vmHmNkkMzvWzD4D5pvZHf6aT8/q\nL9c2IiBgpcDM9kQBhdGFVBo2sxbAEGSHMsQ5V7C6yRNIw/3Li9Op5A+F9pHTX3vgSqANK4aQWg+l\np3cALliJhFRvNMedi4o4BEKqkSEopRo/MubmmbzoNRGb3w7lLHdAi1KQxHMGUko1B9r7YzKYglLz\nlofJ/nyZykG1wUQ0SetP/go0AQEBQCKKN0NRq++Qb0CVkxoz2wERLiXAcOfca8We18zWRD43A5GS\n8gFUmr7GsveVCa822Ah5/fRBi8NFwLvArcDroZJZ3WF1SM9JRPEWqKqRAy5Kp5IfeBPrc1G6+13A\nw1neUVWpo9qiinx7Ah8DZxRqVB1Qv+H9XY4EnkmnklNy9m2KvvuReaoOl6J04lHot9YJETqLgJuA\ndRawoOlhHPZm2qUfMbPrgHvMrBca74YBBznnZpEPxtEO925ZsxYvj737tp377ncQJw27ivdef4UH\nRl5TaSUlT7vKyouAddBC92hk55B5zsxGKsGvga38dc4G/pp1lo2AA9HCvwKYjpT37yLlg7H0fDMg\nYKXAe0H9BXgKpefXtF0TlEbWCTi/mLmDT+2OUBXOC9KpZK3uAf/syRBc56dTyZnLO76I/rdEAc0f\n0fPu27rsPx/8vO3/gEHISP26+hzsDCgegZRq/Miw9g4tQlsh0mltlpBSPyLJaLZSCuRrkEtK7ZOI\n4lbpVDLvojOdSs5LRPHHSAJbK1IqnUr+kojiZ4EBiSh+0Ku1AgICspCI4p3QQuUTJKPOe2+aWTO0\n6E0CbwI3FGsC6RfQB/m+FgEPo2oz9Y6M8lXLtmKJP1Q7YB7yvfs38FaGGGio8KqDVeb1Yma7oSDC\nms652Vm7DkBkZaODVxLvj+6pD5A66qdEFO8JnIieq+emU8kpZmY2mL39sXOQOuptWCqN9o++65uB\nCUEZ1ShxGLJQuCt7YyKKS1DFrk/JP2/qhAKLzyKiZ4eMEb6ZnQS805nO3w5i0H/88SlUdXUU8gu9\nwzmX3+/FaAb8Hvime99Dnp361J07P//4wzz/+MMAlJSWTnCVlYc75+aZ2XygaS655Zy7POvlDDO7\nBlVbzSalyoBBzrnFARMzWwj8UiVZFhCwguF9+y5C86e/1XTc9eP2qWhuMcQ5N63Qc2eZkK+JCKmv\nC+0jp7+uiJCaj1IA6zTAloji3ZBf4gfA5VXNNesSfv52GiLh7wfuC8/GxotASjV+zMFX3GPJ9z0f\nLcy+AjZxzjkzm8mSCnyzgAXI7DzbJDkT2dsQeGc555wE7JeI4pJ0KlnjyhVVYBySje+EKvIFBAR4\nJKK4H4rwvcpyyvCa2YaoKkxHfBn6Yh7sZrYGIhr2QUT3GODRYiTrKxL+OndAJNR2SPk5E3m4vAZ8\n6JwLJHcOauH1Yuj3sFS1VOfcT3VyYfUMiShugRRPuyB/n7vQb+wcoC/wDPCPdCo538zWQZPqfOqo\nDZFP0MYoSn+nc65WXiIB9RO+qtY+wH15lKz9kZLo3Nw5k1dxtENVGdcDyrMrM6Jxrnw3dvullNKP\nAZxz5b6a6jvANGB55HJPoHRes/KPN9jlwEO+/G/6w/k/zuyK5nHjKysq/lbdfWxmh6AF+oZAazTX\nzP0dT88mpAICVjXMrDkicMuBywucExyJqhtf7Zxb3nooL/wzZChSH16YTiX/V2gfOf31QIqrHxEh\nVWfPXh+AORgplZ4Bbl4ZIgHv1XUJ8q0a4Zx7cUWfM2DVInhKNX7MRd9zCd7kHBFO2el7INl1J1js\n5/QFUkpl40tUgWrjas45CSmyetby2vFmnx+j9KCAgAA0SUhE8R/QYjcNjMhHSJlZiZn9H4pYL0Qp\nQXGhhJSZtTGzo1CZ432Q59Kxzrl76gshZWbrmtkBZnYl8mQ5EylCH0DeWSc450Y7595tqISUmf2f\nmb3j/WS+M7OnzOwqVqHXi5l1AzIKjR/98bf7fdml7DOl6y82szvNbI6ZTfOeXu3N7FG/bbKZbZ9z\njl3N7Hn/vqeb2Q1m1rKOPtaC4KPR1yGy84p0KnkHetbdiAiCq9Op5PUTBu/zq5ntjZRPncjyjjKz\nVmZ2gu+nGUr9uDEQUo0ax6KKjI9mb/QVso5CKX0fZe/z9+rJKJA4LbdDM+sB/L6EkvK2tK1Ec6UM\nMp5S7fy/qrAp8Ouh5z3d1kpK1/7tmaMPQCTZM0jt9LG/x/PCzPqg8fZJpJzdBlUQa5pzaL1T0Qas\nvvBKp9ORr19UyNhr8gT8AwowPF/ouRNR3BSRYeujKnvTCu0jp79NkUn6N4jgqktCqgkinAeh6sw3\nrCRCqid6PrZDz8cX/fYhZjZpuY0DGiyCUqrxI7NgbIrSbDL/Mul7bXy0YCawY1a7ZUipdCpZmYji\nqVRvdv4JMlHflqUnScUiBs5KRPG66VSyxhUxAgIaI3yqx/GIHLoX+Hcew9xMda8zkRfJw6iMeEGT\nCTNrjVI79kMqmCeBMTkpWqsEpvLNm7AkLW89RLy9jYiAN4pNT6yPMLNOaFJ4DlrYtgF+i1Q667Pq\nvF5moFTOhxA5MwctoqvCGciHYxj6fd4NvATc7t/bVcCdKO0ooyYah1IsjkZqv5uRl86xyzlPnSMR\nxX3RBP0bf+1fJ6L4UJSW9Qny2PgmRx01Di1e5vuF0G9RxcsWwB3Ig61BkqQBNUMiirdD86sr8wQP\njkSeUXfmabovUgl86V9/BJR50vZt9FucXUlli0oqF6F7N3PPXIt+Z4egMWLPKi5vU+DjhWWVu/vz\nfOKDFq+YCkBMR2PD9Wh8Lc1pvzMwzTl3ZWaDqUJWTZCvv4CAlYFDgF2RQqrGRuDebPsk5D01ptCT\nJqK4DD3LNkaE1JRqmlTX31bIT/QzYGg6lawzK4JEFLdEz+qtgOvTqeQzddX38uCDaqcjIv6yPArL\nQoOqlcDvnXOP180VKsCGvK1urKs+AwIptTpgLiKhmqLFSClaeLRssVann+f/OBOklvoa6GhmJc65\nSrTQ6J2IYstZ8E5hSQQuL9KpZEUiiicjUur+OngPL6FF+ECk1AgIWC3hJzRnoXtwZDqVHJ/vOO/x\ncxIiBy5yzr1XyHnMrBXyy9kfPSeeBB5Z1UoOT6Bvg0ioHYG2KE3kdeCfwORGbIDZGY3fY5xzX/ht\n7wOsSq8Xn/6daTurBoRl7Jwb7c8TISXI6865h/22EcDLZtbROfctcAFwj3PuJt/+MzM7A3jWzE4q\npvx2ofDR4mMQSfAcIsXaoOj05sib7P4Jg/eptMEkEXk2G7jEOTfZv68u6J7cGj3TRgdT/cYP/9s5\nDniPHAsCn3IzELgtnUouRaB7r5sjUFDuUADn3CdmNh4VZbgfqfVaGjb/Ld56FUeFJ+vvAcY55+40\nszTwjpmd45zLvu/BMGDTH1oteAZITnv50Tc/GT/6AhvMBOBbVAyiPfKQAS0S+5vZxkj19TOaE67v\nU/jeQMGS39fw45kG9PZKrLnAD8EvJmBFw8x2RvfWvc65VwpotwlwHjLbHl3ob9WPBeehYMXQdCr5\nQTVNqutve0RwfQBclk4l62zu4yv4DUHrw8HpVLLgFMWqUJVNgA/aHIHmKBOBm1fG8z2g/iCk7zV+\nzEGklEOLy1/xvh9dtuuXic52QEqpJmgCAlJKtWRZ2fdUoGMiittWc95JwKaeaa8VfGTxaWAvL3sN\nCFjt4O+lSxEhc0U+QsqnBZ2LFCdvAn8phJDy7Q9F5O9ByHT3WOfcHauKkDKzdmaWMLPBSBl2MVJI\nPYUmeEf51KfXGjEhBaps+gzwnpk9YGbHmaofVgkzO8TMXjSzr81sDjJBzU3FW9leL+9m/nDOfeP/\nzP6NfoOeUR39662Bo31q3xz/PjK//Q1W9MUmonhtRD4NRH5s1yAy4CbkB3JROpW8d8LgfTqgtKUT\n0YT6L865yWbWzMwGISKrI3Cpc+7KQEitNhiIVJyjsgN83qflRDTXymdCfjwKKtzD0sqAPyHl4hVI\nBXu9w30zgQmZBe7FyA/0RADn3Exkoh6Z2VY55+gEtB2d+LA50OzHz999FnmixUjlPgw4yzmXMV8f\n5bf/F5FWOzvnnkBpNjeheV8f364m+CsKkn7g++taw3YBAUXBp7yeBbyIggk1bdcFkTRTgWt88L7G\n8Ar3M1GK9+XpVHJyIe3z9Lcz8luaBETFElI+xf4GMxthZt+b2dct1ux4PXrOtfr6neeiCYP3Oc3M\nvjWzn83saVNVz0z7O8zskZw+rzMVS8k+x01++yz889vMuprZY/65/jOa4xyJVKPXOecWmtkFZjbT\nn3s08m7MPtcOZjbBzGaZ2U9m/8/eecdJVV/v/312aSKKgA0RMSBq1GCJxq7RBEcde4sxv2hsiX6N\nsUaxDJbR2KMhlthbLDG2qKMM9ooVrFgABRRBqvSy5fz+eD6XvTvM7s4uu7S9z+u1r92Zufdz78zO\n/dzzec5znmOvmNnWsde/QfPnkyY7gq/D872DZcDEcPx3zawuNelinxlSsF5vNRYHHcM5HlKw7UFm\nNjvE1r3C9r8xszfNbJ6ZfRKUYfF9tjCzZ8N5TTSz+8ysWynntqIjIaVWfkRKKRDpNI8gl15/273L\n0cUaKaWgxuw86sBXGCREUtOGSviGo+9XYRDUVDyHDDR3babxEiRYYZDK5rqgRUgflLVaLLsXFhw3\nAj8HrnX3a0rthmdmq5jZEcAdyCvhReBEd79zaZtVm9DLzI4ws2tRgHIKKnf6N/And/8/d7/X3T9v\nbHC4osLdq919L9T44TNUuvNFXaUytvx6vRQzUo8/Fy3Ao/ikE3Aryi5vGX76ofKH0S10jgCksrl+\nwD/QPXIAui5OQSUNHwGnDhm432dmth+69tZB6qibQ7nedsDNqDzyv4io+qDIoRKshAh+UUcBzwd/\nzDh+CfwUGeLXKt80lefthNQYc9x9z1gnzEmoscX9QE93f8Dde0dlJO6edff146XL7v6Eu6/i7p9Q\nG5sCvLnZxN7Ax5O+eHuou++DiKlDgQPc/ZbYOFPcfW93X93dyyM/HXcf4O5ru3tndz8qJAm6xva7\nxN23Kfx83H2ku+/s7quG8cYVbpMgQXPB1DX4QuA74IZSlU4h+XMJ8CNwWWPVO4GA/gsqF7wmn0m/\n36gTX3y8PVDH5aEULwluLI5Ga8VfdP1Jv5vnz5xy2ncfDFkVOOuTR6+5Adm9pFAyZhjwYkMJMRYv\nsTsa+RnvBJwUVFFPoc6DByCian2gm7s/GhTYRyAicAAi8yYgZXUcqyGV/E4oYfsV8KxJ7Q9S1Bvy\n3VyXGpuaToh83wPFRs8BT5nZ+g28L9D9/Dtkb7Au0N3VvORhlDSI4w/AIwWx+NXANeG4Q4GnzawL\nLPqOvoiSytugz31tGkGgrshIyvdWfkRKqbbo/70w/Kbdqp07Iwn2WijQcURKfYSy1RUoq/5hbLyJ\naPLqS+3OfLWQz6QnprK5CeiiemdJ30Q+k56QyuaGA/uiCzZBglaBVDa3Hso8t0Vtg8fEXzezNii7\ndAgiK64PZU8NwlQOtz/yDFkF3ZgfXcrKmeg9bIa6bG6PbvTzUQB0PfKHmrU0z2l5RSg3iPu9HMSy\n93qJguKW8IcZBmzWGN+PJUVYRByKAumPUQDZDfnqrIlUIc8PGbjfOkiZsgXwLHBPIKPWAv6IVCPD\nkcl54ofY+nAUuibujz8ZVK/HAW8UlsWYWqCfhOKw14uMuStKPGTdvT7vtlIweWT3GS/Ob1f1K+AG\nM+taVl7+ACK+AShv02ZwdVXVUSuTP1+C1gcza4vmMfnB3wAAIABJREFU6raIWFpQ4n4dEDHSFlkh\nNCoOiSki9wT+ns+kl6iLeCqb2xsRMy+gLnjNkZT72N2zYextX7vu2O8+f+bm0SP+N2gzRAatHSu3\nO8fMDgYOQ0nMUjHS3QdED8ysP1J6/hrdK2ejDn/Pm9nPQ/LmNOB2d78n7JYxs1+j5iAAuPsiRVYY\n9yRU/rc76jI9RfwXM+JxsatjYnzuvSionA5AiaQ64e7TzawKmF0Qa98BvGlm67j7DyEO2Bf97+P4\np7s/Gc73ZDTfHo+Uo38Ghrl7JvaeTkD2Cxu5+6j6zm1FR0JKrfyYg0ipqANfJWKW5xLrwOfulUFW\nGXXgq05lc99RoJTKZ9IezM5L6aw3HPlKNReeBS5IZXN98pl0i2bIEyRYHpDK5vqigGg2KhOqRTaZ\nWU9UqrcBMrN9vBTlUAi00ojI6ojK9P67NEuKTN3TtkEk1LYoczUNkdjvAJ8kfgI1MLNfILPiQr+X\nzxGhuCy9XsaipMb+ZvYsMK9UlV4JuAqRcP9EQd8cQjDr7qc20zEWIZXNrYrKLLZHnRsfQMTtH5CC\n+PQhA/cbD4u8o2YAF7j7x2bWxtTt8shwnlcBbyY+Oa0PqWxuA7QgubdIN6zfomu2mEfm4ei6vrjw\ne2Nmq6EF3Bvu/m5jzyncL0aga9UA7IfyNnZpeZvqyoW7W1nZ+x06dtztxIFXsNm22zPi/Xe4/dLz\n+s+fO/dBkg7ICVZQBFXOyWjdMqDUOCckywYAPcJ+JSX7IgRC6lg0DwzKZ9KvNGb/IuMdiPzpnqag\nHHgJ8XEqmzsGEU3PzJ8x2VESZku0XpwWiJ0IHZBqvzEoFDFsCkxB99ovgCvdfYaZ/YgUpB+E37cU\n7DcUqUyBRQ19Lkck1NooCbAKi9sU1EJQUl2C/jfdER/SoaH96oO7v2dmI5Aq62rUsXCMh86BMbwd\n26fKzN5H7xX0me9psimoNTz6zBNSKsGKi3wmXZnK5majCWY2qt9fAy3+og58a4XNJ1BTvgdFOvAF\nfAX0L2KCXohhwL6pbK57PpOeUM92peI9NIntizLVCRKstEhlc1uhzN5Y4NJ8Jr3IQDoEWfuibPsk\n4Gx3b5CoNbP2Yb9DgVVRtu0RL8HQujkQMke/QITKFuge9A0qMXsHGJ0s4OvETFRWcxqwOvpenOnu\neTP7AAVl76P/6x7u/rSZRV4v7ZFU/VLkS9YQrkWS+BEoUPsJNSXdi8Hdvzezi4ArURe9+9B3c7FN\nG/ucu39iMu6/HHgNLaZH0wJy9lQ2tyEyjl0dyKJ73UCkTHkSuG/IwP3WRB5TkTrqbnefb2ZboAx2\nD7RoeDBI+hO0MoTF6AlIcf50wWs9Ecn5QD6TrrU4NvnWHAY85u7jWRzHojnz9iae2vdo0aPjlbfh\nFydcc1nVgrlfv3/PBS95dfWLJw68gt32ly3KbvsfgruXDzrn1L3NrK+7L1GnsAQJlhEOAPojFXlJ\nHcFDjPV/qMTqYncvLL8tBUchFfpt+Uz6+SbsDyyaT36DTMAfBe5rNkLKzLr13nJL5JF0Byqp2xuJ\nGDqhOWN3AokdQ0S0Vxd5rW2RIy1KUpmaMeyAGtW8BNziTe9Aex/QBdkZjEMlgm+zuE1BIa5DSb6z\nUDwxD3WpXlLf4jvQ9+ZqlLS6q5H7d0L/g3NY/HNtjnX0co2ElGodmIkmjgoU7HdFwXY3VI63cdhu\nQuxv0KJnmyLk0yjkO9MVZeXrwifhuFvRDBdT6OqXBw5LZXN35TPppe2FkiDBUkFoPX8GKuG4Mm5i\nGWrPT0ML5RxaFNcrRQ8lIfugBc9q1JBRjcr8NRYhsOuNVCfbh7+r0NxwJ+q61qLnsLLA3b+gDrVC\nyPzuXeT5ASjTG8eg2OuXoGxh4X51dlkNaqw+wKj4ItXdL0fEUXycPQoe9y5yrPKCx2MpKAMMUv7F\n3l9zIvh0/BkYj9SJ6yGfKICLhwzcbxhSmx1DbXVU5yDB3xNlfE9fmqWGCZZLbItU4pflM+lFfmlh\ncfknlEh4Mr5DTM0xBSn0KHi9H1pY39jU8mp3r0Kt46Pz2RTdD/6Lvu9stu32tfbZfLsdoj83osZT\nNEGCFQJmtg0qjXrC3V9qxK6/Rdfb3939w4Y2LkQqm4sUs/fkM+mnG9q+nnEMlZEfBtyfz6QXmxuW\nYOzVO3Zbr3fbjp0XIGuItwBs4KJNhqHqmap6/N4mI+VyHFtRU9JfC0Gh9FeU6GqH1P2V4bXNkGji\ns7D55yhu/HdsiB2ojZ2Ak909H8boSU3DrggVFLc3uMfdnwr7dQI2rOM9FkNdFgf/Bq4ys1OR+um+\nItvsgIz2MbNyFMtHcdkwVMEwtpSqh5UNCSnVOhCZnUdlfKugoHpNtDhcMwREE4FfmpkFtcK3iLXt\nTA0rDjWBSV/qIaXymfTcVDb3BQrOnmum9zIETfR7UpCBTJBgZUBMov0i8gxYlEEys+2RYWY1cIm7\n12uYGcioFApo1ghj/sdrup41O4J3w89QMPELNM/MQSqeR1G9fEIor2BYWf1mUtlcW9TpbB90fdyG\nMtIHoBKCG4YM3G8VatRROaQiW2hm+6IFQzUKKl9IlH6tG6Ht+/EooVBYYrcTUipdEierAnYNr11c\nWLYc5vE/o8XaEJoPeyIS7BOkFGDE++8sUkoBfPbeokqTlbpsJMHKh6A8PAfN4/c0Yr+9ECl1X6Fn\nUSlIZXP7o+TFQ/lM+rHG7h8bJyKx08Ad+Uz6f00dq8jY3YGLy8rbtps+9tMXi3ldufsLZvY26lx3\nLhIz9EBq+8fdfRhSOp1t6jA7FPmbboHIlVows/WQOXgXpCa6C3jAzM5A6qqbgJfdfXjY5R/A3UEJ\n/mYYe3NqNzgZCfw+bNMZKZQKFcpjgF+Z2VvAAlfznpHAIWb2TNjmUhZXJtWHMcBuZvafMObU8Jn9\naGZPIB/KfB1ekqeY2ShEup2JYvO7w2s3ofj/YTO7GlU19UVKueNX9vgiIaVaB2YhdUI1NczuPGo8\npdqgSWICKtVYHZFWETO+AbVJqanAdHShvE39GA4cnMrmyvOZdNWSvpF8Jj0tlc29DeyTyuaeacaa\n6gQJlilCAHIMKq2rJdEOHlAnIILpXWCQu8+oa6xADO2FFI1dUODwH3dvEflv8DrZFhFRP0fzyCTg\nLVSWN2IJ5NkJljHM7BbgxOqqqvK27dtTVlZOdXUVFQsW7I3Zh0j6v8Ihlc1FXfV6I1XUCFSC2BO4\nfdRLDzz99SsP7Ydk+NOR0e0nZrYRCqr7As+jjOvMIodI0PqQRqqjK+PxSSqbi+bwd6PuW6bW4h+j\n+OwUVHqyH8F/JSzWjkUK9mqkoOpIKIXZyXY6/z3eO6+SyiNROUpPRJoeg+b+i9FC7X6k4IvuJ+2s\nrPzKNu07nlS5YG6ZV1dtCgwoK2+Tvz17wV4zp021D159gS+Hf8CCeXNBic0+wMhQSvtyOM8rwrl9\nCJzg7p+F8bui62k3dP8ZDfzN3R+OPo+QCP0rIoR7oqTore5+RXh9/fCe9grv/XXgtKCkTJCgXgTl\nSwYt6q8tVXVi6ph6CirNfrSxx01lcynk+/Y48FBj94+NU4YSkHsCN+Uz6cFNHavI2Juiz2bW3Knj\nR1VXVtSXVNoHKaDvQlYvE1EZ/Q8A7j4kNF25CsV9d6GOyfHO646Sk9ehteVZ7j7ezA5A9gKvomv8\nOfSeCWM/Yma9Y2M/hkzIU7Gxj0OJpA+QkOJ8ZD8Qx1nh2CciJXRvRAbdiciuKeEYq9XzORRiIPAv\nNLe1o7Zq6k5UullX6V6kYN8Skf37R+pXd59gZjuH88kj64WxwOCVnZCChJRqLZiNJgWn5n9eCXSz\n8jaTvaoSaiYbkK/UjPC4EgUMi7oUNMHs/HcocPl8id+J8CyaJLdAGb4ECVZohOz6qSgAqZURC+VS\nZ6Fy25tQ9qXozSkYc/ZHC5JuwCvAwy3R+cvMulNTlrcZUmF+hUpB3kXy45X+JtpKcA9w0h8GXMx2\nv6qJB999YTD3XnXJBiui30wqm9saLYrnoWx6H9RdbxJw5pCB+81Hi+7NkefZvUB56O6zLwoUz3H3\n5rqvJVjBkcrmOiOFxXOFXVKRWrUzi3esOhot8l5E6u8bzewNd38RkVWXo4XXO2GMq5Bqim3Zdot3\neXcVdO84AiUUnwg/09GCsjdaIL+B5maAm8rbrfKLLQ45Y9iUUcP++u07z+wIPLfBjgf9aca4z7a5\n+4qLIp9RrKzsVa+uvhnFkXFcjRaQP6Dr5Ckz2ziUCHZAytgrUFI0DdxnZqNi6t4rkaLsdLQwXBvd\nR6L7WD48v3P4HC4EBpvZz5IER4L6EEqizkHX25mlKrPNrC9wLvKvvbWx8UsoAT+FoKZtatI8xINn\nIWXl35fUIL1g7J3D2F8Bl1dVLFysm6C7Hxz7ew66Rk+va8y6bABiuBYpvj4Crnb32WG/75DnVp1w\ndQ++suDp82Kvf4Ri0DgeLxjjGXQPjz83FnX+i6PQVL2+83qHuht5rY+IrqeK7Qp87u6FZYjxsUej\nub7VISGlWgdmI1liGTWtNCuBthvt8bt5I1+4F0RKRd0RugNfBA+n8dRtdn5ACWbnI1FWb2uaj5T6\nBLHd+5KQUglWcIQMepQ1uTafSb8KiwKrw9EiZzRwaR3mt1EQ/2u0MFkTLXIeqmv7piBktjehhojq\niWr1P0Q383eb6nWSYNkiZGXXQERmV/Qd6hb9/HT/U7b+/Omb2DGVZs3uPRbtt9Pe+3HvVZfACuQ3\nExSJR6BkyXCU7fwDWgAMnjf9hztev/74FFKbTEOZ10+R2evxaMF9J/BMWIAnSBDhd+H3A/EnQ6nM\nocCjRZq+fIXis9vc/Ukz+wMy4H0RqY2uRvN/Fi3qbiGQUt3o1r2a6jLgJHcfA2Bmj6Iyl7XdfR7w\nRVBk7QH818w2AP6w3fFXXr/aOhuWD/v3JUNRd8t95kz59rjtTrjmwSED90uhhXm2uqqqruv64sij\nx8yOAaIF5qMhCfL32LY3mdne6Lp7P6hY/gL8n7tHfjHfIOINVKpi7v7HaAAzOx4Rbb9EnogJEtSF\nY1E8NbBUdXhIsl2EvofXNNbPJ5A9Z6Dv5q1LQEi1Q8TYNkhtObQp4xQZ11D33eNQfHhDkRLiZkWI\nS/+IyPGngLta+p5Zl+fl0oCZrYJUsucC/6qDPG9MiWCrQ0JKtQ7ESalViHU22mDHAzuMfOHeecBa\n7j7PzGYgY7sI36LFZyFGIanjOtQorBZDPpOuTmVzHyJS6sElfSNhTE9lc88Cx6WyuS75THqF9TNJ\n0LqRyuZWRzLgXqjD3nAAM1sXyYs3RSUbDxe7wYWb/h7IZ20tlA1/yN2/bY7zC936tqLGH6ozapzw\nHioJGe7u8+seIcGyRghyu8V+1ix4HBFRZbHdqhAhMxWY2r5Tl7eAfVd0v5lUNtcJXVfbAg8jsukK\nlKy5YsjA/b5BGd+4Omot4DKgH7q+7oj8IxIkiBA6N+4N3BnvlBpwIiJUipUDtUOqu8gjcwJSDYEU\nAceg6/H/oZi9vZl1cLxtRzquUUbZ/EqvHBMb7wfUhnxewXPRmFsA5e/eetaZ1dUVC21gdUT8tKta\nuGAyIpM+QeRXbzN7AXUDjCcAndptzaeb2ZeEtuahu9YFKKnSI7zHdtR04PppeFyX8fSWQN8ibdHb\nowVnQkolKAoz6w8ciJROH5W4T2c0789Gyb96G8cUIpXNbYdUt68jH9CmElId0HWzGWqS8EEDu5Q6\nbjkih/ZF8eS/W9r6JFg6nIeu9X+6e3N64RU7XteysrLanpfl5YOrq6sb7XlpZrugUkJncRLJ3X31\nOnY9B/3/XmFxddei/RtzLq0NCSnVOjALLTii//fs8Jjytu26IV+pSK49ASmlIoxD0utCxM3O6ySl\nAoYBf05lc6s2Y8e8F1Gw1p8inWoSJFjekcrm1kbmip2A8/OZ9MigRtoTSZ1nAucWKw8KKqpfIjJq\nXbRYvqSeDiklw8zWALZDRNTWaPEwHl1zbwNftsauIMsbQuZzNYoTTl1jzxX6JMwlkE1I3fBR7PFU\nJDufUTtoTVP+yBW73H7pef3dvXzz7Xbgs/fe5o7s+VVl5eXPV1VWLvcqqVQ21wepnjoikmmT8Puz\nygXzrnvp8sOjsoZpKJgeiRQbB6N75MCYAWuCBIsQrsUTUfv0XMFr26H59Ip8Jl242O2K5v+bYwoC\nB8rMbCu0UH4FfW+nITP0O9CcvDFANdWFYzpSsBY+F5HOncoo9yMPvmP8s+9dtd/0MZ/OAeh3xIBf\nd15/4wOBV9x9lpkNRrHfXsB5Znamu99U4kdyDiopPA0Rv3OQaXHUbn1eHftF6ITK/45i8UXh5BLP\nIUErQ+je9n/AYAquw3r26YASg6sAZ7v7YuVs9SGVzW2F7hfvAtfnM+kmxUapbG5VpNT6CXBRPpP+\ntCnjFBm3AzXKq3/mM+kWJYdgUQe8gehem3H3Znkv9aGsrOyBtm3b9k+n0/Tq1YuxY8eSy+X6V1RU\nPEgdXYvrwXuIGG8UGipjLNZZOEFtJKRU68Bs9L9uh8r25qJOB1Bjdh5l0SawuFKqcyqbWz2e/ctn\n0jNS2dwkREq93sDxP0SBxZbI+HiJkc+k56SyuVeR4fmjTb0RJEiwLBCy6pegxcM5+Uz6+5BZOgV5\naLyIyjlqdREJZNTuiIzqjq6ny6PSjaYgEGHrIxJqB8JiB5Xb/huV5TVbGWCChhE8JeLEUl0/bWO7\nOVJjTEUL2BGIYIoTTlPzmXRDC8KiqK6qOmr+3LkPDjrn1EWZyLLy8uerq6qOasp4SxOpbK4/cDJS\npPwdlXf0Bf790t9+82bl/Dl/Rdnpp1EL537IULUL8B/Uaahoi+sECdDc2Q911VukaA0qxRNRDFSr\nDCeQ/+sCn9XhS3YOipsOjDxxzOzI2OubLGThPKfRvn3Dneqy6omTxk375pNPwnkaMiZ+I59JzwII\nc/5twG1m9rfwPiJSytC94tFwXl3QfWNEeH0n4H/u/lB43cLrUav3kcB8VKZYzAx4GCr1mxz5zyRI\nUB/MbG1E3n5BiX5QMe+pDYDzGtuVOJXNbY68zj4Grolf+40cZzWUoOwOXJjPpL9syjhFxu2KiK7u\naG5arCNecyMYxf8VeTNe2JKdnmPH3BjYO51O069fPwD69euHu5c/8cQTezfW8zIo5b5uodNNUA8S\nUqp1YDYio6ISvgXUdNiLSKloITqR2uZt8Q58hWx3SWbn+Ux6UvCm2ppmIqUCnkNKqe2o8SJIkGC5\nRiqb2wIFMj8AF+cz6ekhK34GIo6vcvc34vuEcojdEBnVA33fr3T3Jt04QzD2U2r8obqjRcIwlNF+\nv77ufgmajlQ215HiBFO8rK4ztRUCC6mtZPqSxQmnH5saFJeCIIHfJ5jBbgSMWt4VUoEUOAndJwaj\nz+0iYGblgnnnvnT54ZsAg6hRR00CzkbXxDAUVLdIx8oEKwdS2Vxb5NPyQdRVL4aDUMIvW6Rc5rjw\n+zMWx9pILQRwvJk9DeyCFLQRNpnO9ImoxLtknH78m22efXng/P8NvXhTs7MOBoavs/nOW7Vffc1f\nL5g17RYyaczsehRffYVixD2oIZwiDDSzaeiauRzFkVGDjpHAoWa2I+rcfAayevgMtOgzs6uAq82s\nAhmarwVs7u53IU+us4H/mdlFSNG5IVItXtUSjTsSrLgIaqcL0drmilKM8ANRehLqFnypuzeqBD2V\nzW2M7iVfAn9rqj9TKpvrgvziuiDFfLOQIalsrhfqvmnAuflM+pvmGLcuhM/zIJTweRe4rqCEuCXR\nB6BXr9pNgDfccMPozxXG87K1IyGlWgciUirqvleBJsBpaAE0GakzQEqpNcysQ/CK+R616uzJ4qTU\nSOA3qWyurASl0jBg+xKM0UtGPpMemcrmRiJpZkJKJVjukcrmdkRZpM+By4cM3K/SBnIC8kD4CLjB\n3adE2wcyahdkdr4+utlfE7pzNArBhHEbtODeDi16poUxbwM+TtQgTUeBWXh9hFOHgl1nUUMwjUJz\n2RRink7A7Jb2gCgVIeO43Ad4qWxuHUQ09UT+OJuicqJXP7g388TU0cP/hIjZp9EieB+kXpyFfKaG\nJt0jE5SAAxDhko0/mcrm1kLln0/lM+laHn9m1g8RPd+zeKldOSotvRd10TsH+BsyJx4A3LcGawBs\n/AM/NJowNfjNwTteOvXebw5/ZC6zrgV6TBn5wbzV1u09c9YP37wcO4cb0T1nJiKozowN4+Fc/oEW\nfMNRW/OIDLgMlSENRsr828J76bxoAPdLAyF1CTIHnoCaDhD8TXdDnQYfQyXIUQl5oV9XglaMQIac\ngRJrf3X3Ur8fRyD/oRvcvVHeTalsrjdSNo1BhHOT4qZUNrcmInQ7AAMK54mmIlZS+ANSSLWoB6KZ\ntUUq/1+hDp/3L+V7ZxeAsWPHLlJKAYwZMyb6c4XwvEyQkFKtBbMQKQUKNirR4mk8WiR9AawWsg2R\nP9S6wJh8Jl2Zyua+p7jZ+Ug0mfZAZX71YTiwP7pxNGeW61ngL6lsbt18Jt2Qt1WCBEVhZr1Q15Wt\n3P3jljhGKpvbG/kdvAn8fcjA/XogD5v1kU/IU9GNPARaOyNPjZ7IX+Pvje0mYmZrIoPyqLykDQqk\ncoj8GJUsvBtGzCy8mEl4Q2bhEeH0DQWldMC0pga0CepGKpvbFl1bs1HJ0W+BNaoqF17/4qWHrIY6\nmk1FgXsZalm9HlJ6PLQUM7wJVmCksrk1EPGUK7KgPA55KT0cfzI0pzgZJSYOKDL/Dkaq1X+FBMU/\nCl5/AKMT8OX93P/I/X7/KfEXi/mauPux4XzLe63Sac9dvu4+foKPPwvnzKD0uhd4Pp9JR2bmNyIi\nqr4OVm+4+8+KvRBUlYcUe61guysQAVzstUlIdZEgQX04CtiRRtgYmNmvUeOAB9z9xcYcLJXN9UQE\n9ARE+DSp0UvoyHlZeHhuc61fUtncr1F3zo+Aq/KZ9NwGdlkihNLd85Fa6Tp3f6Ulj1dw7PbIwH0v\nM/syl8tt5O7lG264IWPGjOHZZ5+tKisre76q7g6iCZYzJKRU60CklOqAslbViFn+BGWzIuPINdFE\nCyKPxoS/x6HyvUJE7HNfGialPgnnsDXNS0q9DpyAMh73NOO4CVZSmNndQGd3jwfN4xARO6X4Xk1H\n8Ov4zaTP3z71qyF3d5o7dfzPUSD+DvABcEasnbehAOso1JFvGPAPdy/JYyDs/xNqyvL6IHLkU+Td\n8e7SqPFfUVDELDxOOnWNPe5UsGtdZuHxkroZy4u6qbUgqNV+i8pc30e+EH8BRn85+M6bx771xG+R\nYupp1KL6d0ix8jlw2pJ4syVolTgaxTUPxZ9MZXNbIoXr34ssCg9BBOhphYRUMGrehxpCqjic2ah0\nqLHYyqptna2+6TYYX9QFajs0B77QiA5WSVvzBMscoUvakUiZU1K1hJn9HJnw55FfYMmIEUnTgYFN\nbdwUiK3LkOH/hflMeonjzhDLHIU+jzzwr5Ys5wcws95ABokdBrj7Vy15vIJj90RqzXWBQe7+fkVF\nxYNPPPFEjedlWdnz1dXVy73nZYIaJKRU60BESrVBNdcggmomWnhNCs+thdRT81nc7Lx/4aDBbHw8\nkm/X1do32nZ+Kpv7ApFSJXXFKAX5THpBKpt7AeifyuYeaGpdd4LWjbA4mNTgho1EWCSfBOzz47ef\nvzJ36vh2iOA9Ai2az3L3hYFM2gEFFRsiY9wb3f2Lho4RMu8/o4aIWhORJu8DjwPDWqNZbAlm4WuG\n1+syC5+KyLy4l1NkFt6k7GiClkMqm1sd+dBshUqF+gCHV1dVPvbS5YfPqq6suBD9/85H1+A/UILm\nH8CLiWIwQWMQSnh+DdwamYOH59sg76cRqHPeIpjZOkhZ9b9CAjSUwPwZedQ81yIn7ez52Ut3rrnH\nmGcOmMrU08Kzvwa+ymfS35ZfXPZciR2skmslwTJFIETOQGWt/y1xn40QkfEBcEtj5vxQjns5NURS\no7r0xcbpjZRW08M4PzZlnIIx2yKibQ+kenyspRNiZrYTKun9FqnUmj2hW8dxDc1ZJ6HyxDNiXadr\ne14mCqkVDgkp1Towlxqj8wpqWlIuALqss9nO038Y8aYDa7m7m9lEpJSKMA7omsrmOuUz6cLF7Shq\nTNIbwnDg8FQ216aZGfznkCfPzhQEgQlaL8zsMNSWdiN0DQwPP8cAbmbVKLjeA3XlWlS+Z2a7Ay+j\njPGVSF3xFlJhbAtch8pWnwGOD/5rtRBKvs5CyqdBY954bC5adMwPx30eqDCz7REZ1Rt1cTnX3QtN\nZQvfW6dwHtsjo85VEKk2FHlEfVqK2eeKiJAR7EhtwqmwrG5NYv4lAXGz8MmobLmwnG56PpOuIsEK\nhVQ21xeV4rVHC5R9gIXfvT940IinbtwLXb9PoWv4RDQn5IF7G9sCPEGCMAf9ES3IBhe8nEYl2afH\nF4ZhMfUnlAx8sMiwhyIF1enu3uzdhFPZ3KptK8t27fRj9bT5zK8Iz3VB949bS+hg9Sd3v9XdX6UZ\n2pqb2TfA9e4+aEnHStC6EDpXZlDc9o8SO+2tg9SF44Cr3b3k+3zoYnc5SmI0mUhKZXOboNLa74GL\nmkpsFYzZCSVafgpcnc+kG+qGvkQI89hvkMr4dfT5L6h/r2Y79irIAuOXwBDUobrWsVcUz8sExZGQ\nUq0A+UzaU9ncHOQjFSmmCH+XbXnkeasNGbjfNKSUApXwFZJSIG+bwtbFI4EdSySahgG/RyaexTrO\nNAn5THp8Kpv7GNiXhJRKAJjZuijwPxt4EpUn7IravW8QHv8BEbXTEMFULLC5CN0E56HF7iOIVDoy\njPEkylBdE98plc2tirrBbDx78rfXvvXPk7dBJpBvIb+O36OF8XWo/PVT1JK4sJlA4XvaHnlEbYG8\ncEYiNdTbwNgVXe1Rh1l4MR+nQrPwmdQQSyMy730BAAAgAElEQVTR5zGVGrPwKcCcpJxu5UIgB1Jo\nsT8WKX2PqK6qeue16/4weuHs6Sej//+lqEzpSlSWfnapJbEJEhTBzsDmQCZOYgeS53fAc0W6aO2A\nvoN/K0xihFKU3wCPlVJCamZt3b2xqvCdK9pW89KMJx+rZO5e4blfovLu19D9sb4OVt1JkGAZIygK\nL0Dxz+WlNGcxs9URGTQPddorWemcyuY6o1K7tsiMvEmKoFQ29zOUJP0aeVEtsddTKptbG3XYWwO4\nIJ9J15vMXFIED6fTUWnyv4FHllbMGZRx56Jk5LWBHE+wkiEhpVoPIrNzp6ZcJZpMuiLlQERKTUTq\njgjfh23rIqWikqSGWpmODuexDc1ISgXkgPNS2dyG+Ux6TDOPnWDFQ3eUzX3C3SO/s88AzGwe0M7d\nIy81lPxZzCfDgQvc/e2wzZ2oC1Jvdx8bnnsUKa0WkVIhq3YJsOaX+bvuGvvm40cj1c4NqMx1m3Cs\nI8PjC4qZq4eM1MbUGJX3QtfwR6ib2Hvu3qJdVZoTqWyuPXWX0tVlFl5J7S50iVl4AmDR9+n/gD0R\nCdkT2GHyl+/9Z/gDl2yJVI1PoaTK6eg+dTvwbGOy5AkSxBEUsMcC7+Yz6Q/N7GWkcJ1f1qbdn8va\ntC3z6qqRZOSVb2bR3H8kmvdXMbMzozk/eBzuhBJq/wnPXY9Uu3uExy+jxEUlMmj+GPhVILNuRNdA\nNVJtnRpMwqPjDwBOL2vTtkvnHpt8Vjlv9mfhfRjQf8JHL3/3yWPXPY6Ut9x///0ceuihdO8uDurW\nW2+NhhpoZgOBMe7eOywS/47ItlVRbHheKcbR4f30Aq43sxvQvXY1lBA91t0fj217EFoAr4MSFN+g\na/sv6F46CjjF3V+L7bMFamawKzKbH4LKfFaY+2WCxRFiolNQafaAUv6fgUjJIF/Iv7r7jFKPF1RI\nWfTdHJDPpJvkx5nK5n6O1EwjgMubo/w/qIMvQkTbX/OZ9PglHbM+hKY5FyIV6BXu/lZLHi92XEOC\ngxPQvfw0d29OX+IEyxESUqr1YDbKiIFKfaqpWfx1ozYpNQFY28zauHtlPpNemMrmJlDc7PxrFFD0\npQFSKii2hiNfqfuX5M0Uwbto8bovcHMzj51gxcNHqH30p2aWR0Hpo+7eWNn1J7G/fwDmRoRU7Lnt\nogepbK4HcGl1ZUX52/86/e3Zk8b+CXmEXIiIsmuQUhDUhn5QPNNkZu2ALalRRHVBRO57SPk1rDFZ\nvqWBmFl4fZ3pipmFz6GGcPoO+WgVEk6JWXiCxRAMZ89H5U5DgW29umr827ee+dysCaMPRsq4G5AX\n4oFICXKnu09bVuecYKXBQYg8z8SeO7pj1+73bfmb894e/erDH0wa8dYAM3spEDSPhu3fRAqPQ4EX\nzaxvuB+tB6wO3FSg+iic945GyYidYNFi7SmkEt0VJRtvRt3+9gzbHAFctErX7gO2POLcAz/736Dv\nEJE7Gil1e04ZNexpROqeAtw7bdq0He+55x5OPPFExo8fT2VlZRVK8ByDSl6jOLITIRmISqOPBp4y\ns03c/bsGPsND0D36X6jzLO4+18weRoTf47Ft/4AUGXPCwhhEOJ2GiLCzgKfNbEN3nx5IwBeB28I2\nHYGrEOH36wbOK8HyjQOR4vy6Uky1zawMqeV/ggjTCQ3ssgipbK4jIbkInNdU0ieVze0E/BX5WF3d\nHAm0VDa3PXAOImiz+Uy6ZKKtKTCzTdDcVQWc4+4NCRCa67idEPm8I2pOcncTFKIJViAkpFTrwSwU\n5BhSbcxA//9qapRSG4VtJyDCai1quvF9izLRtRAMzMdS49HREIYDu6ayudWao546dh6VqWxuCHBQ\nKpu7O59JJy29WzGCJ8deZrYjsBcqsbvMzHZo5FDxG6AXPI6eK4NFfgEXzZ40buG7t589p3LB3D0R\nkfQlMoT8afh7IPId+SZ4uHVGxNYOiLBth9SJr6AOfV8sK2VHPWbhhV3qGjILj3elS8zCEzQZISA/\nE/nEjQN2nD72s9ffv/v8db266gC0UK5EwewPQMbdP1xmJ5xgpUFQwR4OPJ3PpOPZ+o93Of12gI+2\nOvL8AUMG7rc7UjLNR8mFV1D7+XeAd8zsYOAwM3scJfQmFVPLFmCkuw+IHphZf1RCuGGkHDCzo4HP\nzOzn7v4BImVu3/X02ycDU3c8edCJQwbu1xd5r/0amPqzQ8+64/sPX6oO+99aXV3de8GCBevceOON\ngDpYoRLZGXEFVjjf+DlfZGaHAAfQQGIwkEdVwOz4mIigetPM1nH3H8xsLZRo3LNgiH+6+5PhnE9G\n3o/HA9ci38Zh7r6INDSzE4BxZraRu48iwQqH0DXvOJRcfKWE7SMPt18AlwWvoZKQyuY6oDitByqL\nG9vALnWNswdS6b6JOnEusc9nKpvbH/kiDgWua2mVuJntgeLnUaj0eImN2Us87iaIeFsVlWm+vTSO\nm2DZIiGlWg+i1qXl6P8+C9UhT6OmA99aYSKfGLbtTg0pNQ6VKRVDY8zOP0TE2JbAG404/1KQR13N\n9gCebeaxE6yAcPehwFAzyyLPmYNQVneJjVrjSGVzP3evPu/bd5+r/nLw7R29qnIhCrB3Rh4jI1Ht\n/7DYbjuGlsabhsdfIBLrHWB8S9bqF5iFFzMJj/4uZhYeEUyTUKY6MQtP0OJIZXPlqHTpMOQL1c2r\nq9b68OG/vTb5i3d2RImVB9ACujPwEPB4kllN0Iw4BjWIqdVKvtPavWagRhVn5zPpahsotTmKc1ZD\nxvt7hhJwkCdeH7S4dHRvaggfYBjqzjoO3Te+jZeyuPvnZvYjSoB8oN92CyJ13shn0gtsIEPB9gB2\nB54dMnC/NW0gl4fHvcL5VCFV1qCqqqqRoSlILZjZqkhJsi+KFduE91VMUV8S3P09MxuBPuerkffi\nGHcvjBXfju1TZWbvh/cM+sz3NLPCpKejzzwhpVYwmNn6iKB4n9KrLA5D381/uvt7pR4rlOdegL4r\nF+Yz6dGNPN1onL2RKvFF4J/5THqJmhcEv83jEen7BHB3S6rIw1rwaPQ5voiUnC1+Lw3HPTgcexRS\nuDV7Z+wEyycSUqr1YBZSdESKhvmoNGgaWnyORN+HNVBwXwWsG9v/W2DNVDbXsYhB30hgj1Q2164h\n1j6fSU9JZXPfIi+AZiWlwtjvAvumsrnnkrKf1gsz+wWSeQ9B5MkOiGz5HJWv7hW6DU1FqsGiw5Ry\nrDbtO3ZaOGfGJV/k/tVh4mdvLsCrP0TX0h9RmcSliIzaGmXffhbG3gd1L3kI+dw0iwS7wCy8vpK6\nYmbhEeH0FYuTTVNJzMITLAMEs9lzgH5oAb/hzO9Hj37v7gFtqhbM2xV1ylwDkVYfAP9y94l1Dpgg\nQSORyuY2RuTOTflMOkryYWXl5auuvUFf4F/5TDoyz48UtFuhWOtQpJKNozc1JWiFJH5bFsccNJ8P\nQsbLJWGNnpv2QH5MN0TPlbfv0BEpEF5EzT+6IJXRbxEZdC9SZtWnLrkO3WPPQve5ecBjSOm7JLgD\nLeavRqV7dzVy/06orPEcFr+Hl1y+lWD5QCjhyqD449pSOlMGdc/RwMPuPqTUYwVl+ABgM9Qdr0nN\nMFLZ3IHIA+kZ4LYljZmCf+LZyNbhlnwm3aJJ99Dl7myk4L8LeHJpGJqHqoEzUEfQR5G6dKXsIp2g\nOBJSqvVgNjWklKNsX1wpFZk+rx2k1ZMo3oFvfbRgjWMkUp78hMUDr2IYBuycyuasBRa4zyIS4KfI\nVDBB68RMYDcU9K+OFrJnunvezD5AWeH3UWC+R3i98LvY4HezS6/NN507/YfuH9w38MdZE0ZPRgRY\nP+SvdjVabOyCbrS9kB+Io7LZn4WfVd39oVLeVIFZeEQ4dS14rgulm4VHJNS0fCadKEoSLHdIZXOb\nooXCasCPXl3V4/Nnbhnx3fuD+6Lv78voGpuJGhG8vaJ3oUywfCEoS09Ec2etRW771buta1g1InLi\naIPm/HbAZ+4exVDRoi+DCNQOqAteHFshVWohIj/CL9D10NPMerj7+DDuZiiuixrJfE5Z2b5IcRA9\nt0Ob9h1XBz7PZ9LjbSA7AScju4ZRqNw68m6KUMHi6uKdgHvc/alw7E5IxVUq6lIs/xu4ysxORXHc\nfUW22YGQ1DSzcrSIHRReG4Y8q8aWQmAkWH4R/rfnou/6We7eYMc6M9sKxX3PI+V5SQhK3LNR8jCb\nz6Tr7IRczxiGumj+DpEq9zUDIbUGmit6hfMqWfXVFIQuzxk0B1zq7u+35PFix90CeW+VAxeH8uPm\nPkYZ4El8sPwiIaVaD2ah/3cbtEitQJPO18iXICKl1kLE0kRqk1LfocX0BixOSo0JY/alNFJqODIs\n7BHGbU58iLJh+5KQUq0W7v4FUiIVe20K8qAoRHlsm1cpCJjd/V4zG2pm+1hZm1G/PPf+Pbv23nLz\nue/nx82aMHpe2L4SddTrjHxv2iDC6zlkxv9VsRtiCGZWp36j8DURiRZHZBY+BakZ42bhEeE0M1E3\nJVjREK6J/VDJwgKgzayJYxh2/8ApC2ZN+ykilddHBPP/gIeWtyYACVYa7IbK5c6Pl+Gksrk+bTt0\n6jpn6vg38pl0oddKXzT3vwM8aWbnotipByoPao8W3FsBZ5vZ75FPzP8DtqB2qXeETYEfcGY4/oKZ\nfQo8YGZnoITjTcDL7j4coLxt+xtnfvfV/Z8+dv0Xm3xUvZUN3O8gYIvyNu2qkUoKlFQ8BsV3ryFS\nqHDxPwZ5ZL0FLAi+MiOBQ8zsmbDNpZSoLo6NuZuZ/SeMORXA3X80sydQU5B8HZ22TjGzUUhldiYi\n4u4Or92EVCoPm9nV6P7YF5EFxycL0hUKx6MkX6YUk/LQEfJ8FAfdXOr/OtxrTkNk5xX5TLrYtVfK\nGFG52/35TPqRxo5RZMz1ke1DO9T9r0VLTwMxdD4SMZwd61zdksc8HKk0eyCi+m1gRCjjy6BkwFro\nWh/g7vmw3+4EhbS7zwzPbYnWlxu6+zgzOwYpRI8GrkTzwEbIX+44NHdshOLkx9z9L2GczkgJegCa\np99DSe2GfP8SLCESUqr1IFJKVVFjcB6V73VFi9v51O7At3m0cz6TXpDK5iZRxC8gn0lXpLK5MdQY\npTeEqLXx1jQzKRU6/D0HHJ3K5m5v6a4UCVoHzKxrG/nV7A3g1ZW8df2J8xdWVkzxygVT0bUzHZW8\nro2+4/cA7+516TOTqVEz7ZzK5uoqqYvPx4Vm4Z9QpJwuMQtPsDIiGM2eilSMc726etVRL97/w5g3\nHuvmXl2BlCLbIfXH5QUdMRMkaDaE7+IfgLfymfQnsecNOKm6qnL+nCnfflOwWye0yMoCrwKXozKY\ntVCywIGLglfKkOB5eBVSTd2FVFc/i40XLa43oXbi7wDgn+EY1Sj58ZfoxV9lHhv/xXO3jxz/du6w\nH2l33Nqs/dSCnl1fWDhnxh7U2CcchzyyNkIlheeiRWIcZ6FF2onA+LDdmcCdyMR5Sjj/1er4GIth\nIOq+NxotuuNJoDuBo6i7dG9A+NkSqbv2jzpruvsEM9s5nE8eLSrHAoMTQmrFgZntBewP3FIKGWBm\nayMCZzxwZallX+E6PgWpFa/JZ9LvNPZcwxh/REmUO/KZ9P8aO0aRMbdAXZunIjK8RX2VzGxv4CR0\nT73S3ZutEVU9x9wUdQsdgSoLXkWqZ0MG8Wegz/VDRFA+ZWabuXvk81Xsei58riMq5T2e4IUamiNc\nF55/Ds1bu8T2eRStmVNIgf0n4AUz23hpGb23ViSkVOvBbEQElSE22lEANBNYfa9Ln2kzZOB+k6lN\nSv3KzCx2Ix9HkQ58ASNRdq9BBILrM+Qr9XRT3kwDeAEZZPZHk0uCBEuENvDAqtD/JpQyfw04Zf7s\nDhXQ1dq0nVjetn2HinlzDsXMzcwx29sww7AXsoew48n/fGXVNXtEBNICaoilSeiGHC+vmwL8mJiF\nJ2iNSGVzPVC2tg9QNXvSuLYf/eeKWXMmf7sWUvb2QAvNG4CXkoVmghbGIdRW4kTYE9h051Nv3jte\n6hNKjr5AiYTBoYTsdOB0M2sDXI9isUXlfu5+CTINLwp33xOjLSKPXos9/x0yBa4Le266z4lPjx36\n5EvAyRPXmHvUMSe+/A/gssgXy90/Cmqn2e5+cdjv8YLjP4P8ceLPjUUd/OK4pZ5zKXxP76DEZDGs\nj+6DTxXbFfjc3evspBsWrYeVei4Jli+Y2eaopPQ5d2/QP8nMVkPXzwLgklIVs7Gy3BRwQz6Tfr2x\n5xo8PE9F/mo35TPpwY0do8iYv0TKrRHA3+Ieds2NMF8djwjAZ4Hbl4aPk5ltg0h7A85w9xfCS5+G\n189C5Nh/w/MDglfY6ejzLhVtgJPdPT5HXwBc4+43xrb7MLy2M7AtsrKJLC3OiTqmIs+7BC2EhJRq\nPYhIqajzXiSzjiafLoQOfOHxBBT4R2oqUHlQnE2OYySwdyqbWyWfSc8r4XyGA79NZXNtm9vLJp9J\nz0plc6+H83l8SbteJGjdWH29jbashL1vQkYBhN8O/B46br7f/7VdZ4vd5s2b9v3rXl09y6srp1dX\nVf5YXblwetXCBT9WLpg7vcPqa45AQfYUYG5STpcgweJIZXM7o6BzjeqqKh/zxmPzv37tP22rKxYA\n/IgUGnngvqWRyU3QuhFUrYcCT+Yz6Ymx51cFjgVeK+I9sx/yfzmziKfRQUhtfoa7Nzbp8BNUoldo\nn1DXuXdFib+bUdnf18ec+fJPEKm7iDwys55IgXVl7LmNCZ3qGjA7b1YEr631kFrrX3UsjhtTIphg\nBUNQPJ2PyrVuK2H7dkhR1Bn4a6lKlli53f7AzflM+sUGdik2RhukGNwZuD6fSb/c2DGKnNMRqIT3\nReDGfCbdYgRR8IE7F5VI3lIKAdgMx2yDQujDUAn+KsBjZpZHfn2Pooqe9YC3CnZ/M5xrY7CwgJBa\nK4z9Uh3bRx1Tp6mCcBGijqkJWhAJKdV6MAsRUB2obTAZBU3dkK9U3/A4CsDWpYaUGgesncrmOhQp\nGxqJgoU+BKa7AQxHkvifAi1Rp/ssymRugya+BAkaROjy1Rt9j/sAfXrteGC/Tx//O7sVbLt7+F3e\nrkP7Nu3a22rr/mQO6uQ3M/yegRbSPyIJ8WoEEjiVzSXEVIIEASG4Pxr5vrSfM+W7yk8fv37BjO++\nbIvKWDsjldTl7t6kjkgJEjQBxyJrg0J/mN+ipF0t9ZSZrYkWlM+6+6iC17qH/f7n7l834Vw2QfeP\nUvfdPWz/OlJTDUPKpsnUjrn6o/jwXTPrWlZWtqhMHaC8vHxwdXX1Ue4+vdQTNbNdUFmMsziJ5O6+\neh27noP8tl4hRpIV7l/qeSRYsWBmHZCP0DxKKMELxtVnodLT8yPD/xJxBEH5ks+kn2vsuaayuXaI\n0NkGuCqfSRcSKI0drw3qOtkfWUX8pyVjRDPrgUpoV0eeXS3ulxQIx7+idebdwBPu7ma2I7AXUkBd\nFv5uCNHaNT6/FOtaWiiSaEg00Qn4Hs2fhXNXUrrXwkhIqdaDSCkVmTEXXrwRKbVTeByRUt2pMQyP\nTO/WR3X8cXyLyK6+lEZKfYMW7VvTMqTUVyh425eElEpQgJCR6kqMfAo/Udehecjr4t2qivmvA9u/\nRo1SClT8DrDqWj2jctgJ4WcGIqF6oqzOGizeJnthKpv7ES24o9/Tizz+MZ9JL2ied50gwfKHoOg4\nB9i5urqKcW8/vXD0yw951YI5UZfKtsCtaKGfqF4TLBWksrmfomrtf8TV36lsbgOkrrg/n0lPKdjt\nBOQveH/8yWDaewqa00vuCBbMfF8Cuji+ATAap0Flebi//Qp4Jz8wXQ6sN3W1+f9FpUpPRYvdoFrY\nE5XBVpSXlz/Qtm3b/ul0ml69ejF27FhyuVz/ioqKB6mjcUgdeI8av6c/UWOqXi9KKGMcS/GOfQlW\ncIRr5CyUCD8rMq9uYPsTgB1pZLIilc0djMjj+5vi/xR85i4ANkOlsEvUKS4oLwcgC5S/L6niqiGY\n2daIUJuGFJ0Nmsg3wzF3QCroOcC58f+Xuw8FhgZvvbFo7hqPFGjxksqdUeMI0HrV0Bo18g6uqxx4\nEdx9tpmNCcd4tcgmw9B3sCreMTXB0kFCSrUezA6/K5A0sj0K+CPlVFd0ka9uZu3dfYGZTUMXZ4SI\nlOpJASmVz6SrUtncaEo0Ow+G5MPRJFLYSnmJEcZ/Fjgllc2t3dImgQmWX4QAfR0WJ6A6h01mIQLq\nlfB7NDCxJkuVpq3dfNQp0N+hfHd0J/szVHVep9e3q62z4TRESq2BZMHViMh9CwXn3yGSag1UDhv9\n7hJ73Df2d1nB+c+lbuIq/vyMlpR6J0jQ3Ehlc5sD5wEbz5kyvvLz3C2V077+GLx6IQo4XwXuikyM\nEyRYGoh5zYwiRqiE5/+Ekg+1FrNm9nO0aLrW3Qs9YPZEJM1F9fndmNnLwHB3PzM89SbQ3d1nYtyM\nSl1KwU9QCeG9SGHFJb99fzV0H4qXrWyH7oMvhJK9vdPpNP36qUKmX79+uHv5E088sbeZ9S21lM/d\nFwBfh/by02PeLAkS1IXfAdsDl5VIBhxMKL0L/mQlIZXN7YvM/R9pSoe8QCBdhK6xi4qU7zZ2vDXD\neGuF8VpMsRSIvP0RmfcBxeeq5j5mW6Q43R91Fx3k7rPDa79A5NAQZB+zA0oMj0DNFi4xs6+R39Nx\naA49Kgw9Cq1JLzazC9E8F82bDeFi4BYzm4wUnasDO7n7je7+gpkNZfGOqfsCj7t7ozszJigdCSnV\nSpDPpBemsrmFKOvsKBD5ES2CpyJSKpKFr4lY6omIhY7GmJfK5iZTpANfwEgU5JSK4cAvU9lc5xbq\nkvcqmshSFGQuE6ycCKaTPRDpFC/DWzVsMg2RTs+hm9po1MWuXpl0JRw1Bx78faysoQ0879MnHQVs\niMoyfoqumy/QTe536GY8CZFT7wMf5zPphfWcv4V94+RVnMRaA5HCXcJ2hfvPpH71VfR7ZlI+2Dph\nZr2QUnWrlpbsm1k1cJC71zIsDt/zA4E/V1dXdfvu/cEVX7/6H184a1oluj99izwuPmrJ80uQoA7s\niRIF5xbMkzsj9evFcS/M4GtzEvARMSPy8FpnZCT8SmMXNKF8SQk1x4G5Je76K6QeGIYWcdO/7DFj\nG+DTfCYdV0X0B0a6+xgz2wegV69etQbacMMNoz83QjFegzCztu5eEboLJkhQL8xsV1S6fa+7v1vC\n9ruj2OoRdy+59C6Vzf0KGag/Bfy7seeZyuYiQ/X1gAvzmfQSlZKnsrneiJCqBP6az6S/bWCXJiOo\nIk9GpXFPAPe0tPI4lCyfiwjyfyG1c3w+nYnUqKeheHYsUm7lzWxIeO5a1NF6BOqyORo0N5rZkcgf\n7yMUY18A/JcG4O73mVl71N3vGuT1Gm+KtS+1O6ZORPP6D034GBI0Agkp1bowGymkIlXH+PB7GjVK\nKdBFOB5lA9cvGKOhDnwHpLK5TvlMenYd28TxYfi9JQWBXHMgn0nPT2VzLwGpVDb3UKIiWbkQavB7\nUlv91Bt9x0E3kNGok9BoYHQ+k25STXjw09jHzPqi4HxURU3WeHoqm/sQtfD+LVoQfAP8A0mVtws/\naVS29xEiqN7LZ9KT48cJC6DIj6qU99+Z4sRVF3QdRwqsjgW7V9dTPlhIYiX+VysozOxuoLO7HxJ7\nehxSwBaWHi0VpLK5VVAQeujcqd93+GLwHRVTRw2v9qqKavR9exh5TSTqigRLHaE052jg9XwmPaLg\n+eOBd4qU6xyOknkXF+kGeUL4XW/XpnCt7g7sZmanozjtOOS9soa7zzSzY1DXyf+HWpr3BHLAMcgj\n52Kg8zqb7Typ3xHnXjvkov2rGMgmn3f74btPHr/utz989kZnG1hxKuoMeDnqMnWLmW0AnA0waNAg\nunXrRv/+/enbty9jxoyJTvFcM3sE3dOGILP2qeHcX0a2DZXh3D5G3ZtrkdJmtn44772Qovh14LRQ\nloeZ/RK4Ctgcqfo/BY5y9xZbrCdYtjCzjVBZ1yvAYyVs3y9s/xKNIJZS2dyu6L4zGPlINSqmSWVz\nXVC3uC7A+flMuim+cPHxtkWEzbdANp9Jl+zZ1lgEYvw8pCa6wd0bberehGPuBvwZ3dPPKuaj5+5f\nUEdZcJhHs+GnKELZ31YFT5fHXr+XOipx3P124PY6XptD6Jha17ETtAwSUqp1YRaaUMvQwn0mNd31\nuiHFlFPTgW8iiyufvkUS22KIFukbUUM41Yl8Jj0tlc2NQUaBzU5KBTyHuuHs1ILHSNDCCKaSG1Kb\ngNoQzWGOSNTRSB48Gvi6RGK0UQjlC4tli0OA8zHwcSqb2wI4Ehk6jkVtvG9DCq5t0TX1R+DkVDY3\nFmV4PgA+z2fSJXdkCiTr1PBTL1LZXHvqLh/sQo3/VRcW95urz/+qFolVnwoswfKBEOwtEwVDKpvr\nCVzq1VXbjx/2gn392iML5//4QxVSgLwC3OruSTYywbLE4cjs9p4iz3emYCETDIMPAx4rNFoObc9/\niRaCDSUaTgM2RoRRBpWvbsHixt4dkSHwEUhJ8ET4mQ7ss84Wu+49acRb171z21ntuWh/gEt3Kd/1\n+YUTFnZu06HT4QtnTx+LSp8eA15GcdF/EAk0rLy8fOs+ffpYRUUFH330EblcrgpZPryOSho7IuLo\nEZSAiXA0Ui3sRBEEpUYelSTuHMa8EBhsZj8L7/MJ5B/3GxSj/qLI+0+wksDMuqLvwFjgn0UI3cLt\nN0RqmE9K2T5CKpvbHvlVvYI67TWWkFoTkbgdgAFLqmhKZXP7INXSu8C1RRpHNRvCZ5ZB19P57v55\nSx0rHK89im/3QtUqN7l7KR3Zm+v4y6RzaILmQUJKtS7MRtmp6P++AC1QvwB6BznkdCSVBCmlVjez\nju4eycbHAQemsrl2RRag36PFxcaUQOGd3m0AACAASURBVEoFDAd2T2Vz1hJqjHwmPS6VzX2K2PiE\nlFoBEJQUtTrgIdKkDAWy41Cp6UuoBO+blrypNxbBY+DCYJR7JDJx/g4F/k/lM+kngi/B1oik6o8W\nNXNS2dwwAkmVz6TrNfps5DktQMqxehf8oawq7n9VjMTaODxXl/9Vfb5X0ePE/6oZYWaHoU46G6E5\neHj4OQbwoFhwYA+0AFhUvhdKIV5GpalXovbxbyHV37ZI2dADeAY4PvLEMbNvgOvdfVDsPIYjldOl\nhee4wQ77n/rtO7lBO5x0/TffvP5o5eSv3quorlhQHo5xIPA00NPMngJ2Qc0BvkFtvgc348eVIEFR\npLK5dRBh83jchzKVza0HHAL8N59JL5pDg0fLyUh1WMufJnQSOwWVltTVfnwRghJqITDX3SeHMYol\nKdoAJ7n7mLDNo0idtLa7z0tlcwcNvfnUb2d+P3JzgPLydutWT67adYeTrr9o6M1/eSXscz3yXyl3\n9zlm1hOVr1RXVFSsPXTo0PWHDh0aHe9rYKy7Z2Lv7QRgnJltFOsyONLdB9TzFo8EzN3/GBvneHRP\n+CVKzKwO5KL3BiSdNldShJLX8xH5epm715vQCp0tL0bJ8isa6swXIZXNbYNMxN9GTQsaS0h1Rx3h\nQIRUk03BQ3x1DHAout/dkc+kW6yEzsy2RwrICcCAaF5pweNtgNRf6wKDgBdKJQ6b4dhdy8rLa3cO\nbdNmcHVVVaM6hyZYtkhIqdaF2egGEP3fF1KjlOoanptMbaUUaIKJpJffhjF6oAXDIgRz8VGUaHYe\nMAwFgRugxVJL4FngnFQ2t0E+k066KSxHCDX6heV3PcLLFcAY4HO0IB4NjF1R1Dj5TPpz4KJUNrcJ\nyvyeBfw2lc09ArySz6TfAN4IgUpftDjfFi0WPJXNfYUIqvcQ8dbiN/dwjDnhp972yiX4X3VB1/Ua\n1O9/1RCJNSspH6wbwUz4QRR8PgmsBuwK3Ic+/9WAP6B5exq6vop9nhehltTzkC/DI6iT2JFhjCeR\nQuOaxpxfWZt2Zals7uRuG21z2rfv5Pjo4SvL5s2YVIVXf48yqZcAH4bW0Dej+9MuiFzbjJomHQkS\ntDSORYryRf4iYZ77I7p2Hi3YfldkP3BxkUX1UWjuu7CZF2ZzY6QNKNEwJhBSqwHbV1dWfE1ILnbt\ns+W+U756397+1+nn2i2nnRP2KUOqj8hTbhBSOc1095dQyUs1SvpcDhxoZrMKzsMJioTwuKEOZP2A\nvkXGaQ/0CQbD9wJDzOx54AXkGTSxcKAEKzYCmftnZBY+oKFGFma2KrpPVAGXlKq8SWVzP0PKquFI\nkVSyEj3s3xMRUvOQh1STS96D2v8MpBK8oyld/0pF+HwPA36Pqgeur6/BQjMd79fIV28iKu1dqmut\nsvLyBzp07Nj/xIFXsNm22zPi/Xe4/dLz+s+fO7exnUMTLEMkpFTrQkRKRZ47ldQYna8SFCpxUirK\nCHSnNikFUq7UIqUCRiJfhFIxApFjW9NypNRQtNDdB0nDEywDhNbvcfKpDzWqvPnoOzYMLYhHA9+t\nDGqaYIZ5aSqb2wgt8E8Hjgzk1MvhPX4Vfh4M3gU/R2V+h6Is+LRUNvcBIqg+jLcoX1ZYAv+rYiTW\n2sjvoAuLd5iqSmVzM6jf9yp6bl4rJLC6Ix+FJ2LeK58BmNk8oF08Q6r4ESsYw4EL3P3tsM2dwN+Q\ngjbye3kUKa0aRUptnDr2pLnTJvx0zFtPdAJn3o8TZyBfjxtRMiTeAr4n8Ki7R14+YxpzrAQJmopQ\ndr0zaskeX8Bth+bjv8UTImGhfALwlrvXImTMrA9wEHBfC7RbL/Ra89hzuwJl82ZMnkCYRzut1Wv7\nqSOHVVNWtpVXVUaqjGNR8vA0AHe/08wqUEKkPfJhPNPdnzOzTsgY+hwWnzfi762hLl6dkJfiUUXG\nmRzO4zgz+wdSO/wGyJpZ/1LMrxOsUDgY3UuubajEKnRvuxDFBueU2ok1lc1titTDI4ArGxtLBhPy\nLIorLmyqH2kYa3X0HvoAV+Qz6aEN7NJkBAXaX9A67GHgwZZUK5nZKkgRujvymrstdN9caog6h544\n8Ap221/2mbvtfwjuXj7onFMb1Tk0wbJFQkq1LsxCi5eIlKoOf0eZ6MjsvE9s+7nU7sA3J5XNTaP+\nDnyHprK5LqUY94WugJ8hUurJxr2d0pDPpCtT2dwQYL9UNnfv8lTqtTIiZJbXorYCqg8KKkDft9HA\nG+H3aOD7lZ1MyGfSo4DLUtncT1DA/RdETv0XeDHq5hSumxeAFwKZsxk1Zun9gcpQkhqZpX+/9N9N\n47AE/lfFSgg3QOqEhvyvihFYix6vKIq7EvARalv/qZnlUWD4qLs3Noj+JPb3D0iRMbbguZK7q6ay\nuX5gNmfydzuMe/uZirnTJkSf9/mELjzBUySOQch4OYWugcfc/RMSJGhBhK6tJ6LEwCux59uF54ej\n8p84foeIn0KPqXKkKBxL42OahcSMepuAPYFh1RULNkSJxg7rbLHLumPefMyoql7H3d80s46oU+wj\nUXe8oHTYFs0bl5nZ39D7vgklig5BJXxLUmo0DPlgTY5awhdD6Lj5EXCVmb2FSKyElFpJYGbbIeXu\nf9391Qa2NUSUbowUh9+VcoxUNtcHlfqNBi5v7L0+qNsvQZYkF+Uz6UJ1X2PGWi+cS0dkkN5iJakx\nj65ewNXu/npLHSscrzcqjewCXOPuy8oipQ/AZtvWtjvefLsdoj9L7hyaYNkiIaVaF2aj//lCamfb\nIklrN0RKrWlmFhYNE4mRUgHjqJ+UAk0C75V4XsOB/1eHT1VzIY+MSncPfydoBgQCaj0WJ6A6hU1+\nRPL+IUgJNQqYvLITUPUhn0l/A1yZyuZ6oSD9/4DfpLK5R4Hn49dAIHM+Dj93Bn+DqMzvGOCEVDb3\nPYGgAj6LtypfEbGE/leFJNYm1O1/NYfiaqtCAmtGY2X/SxNhobiXmf1/9s47TIoy6+K/O0POYEQW\nMIdFUcyrK0YotTEnzDl8xjUsYmhUytUVc2DNWVxdA6ZSGnNOCIoBFVCCCopiIIeZ9/vjvDVTNBN6\nxhnS1HmeeWamumJ311v3Pffcc/+GzEXPAC43s22r3nIxJL83jooVGcn3sJTFFQ+NAYIwOnLWL99f\nAo7vR75YVLpw/ndosn8m8FYic7sIqegVG8NQp8reQH8zO9c5N7iG15IiRU2wG1Lvnpf3bNoP31Uv\nudwrofoA9zrn8kt69or3VajvTQITgG3MrCuK14oAm8jE04Arq9owCKNOaLy7CnUJBNi+baf1FhY3\nafZ4yfy5D5jZeaiUelVgYzOb4Zx7AbU+3wi4wpuz74wUJiBi6gTgETMbhMoY10OJleNroMIYgkqM\nnzazS5DP4proPb4KecidhFRZPyBvu/VY3HA+xXIK7132T0QyPljAJscj9eKVhRp0+7gqRPYDA2ua\nhPYlfwNQvDowl81UpwCsal8bIZPxP9DYUm+lqL4z9MXoOX1+wuutPo5l6Bl9PCLfL6kHRWhBCMKo\naOP9z+n62ZPX8cWI98uUUgCff1iWR6i39yJF3SIlpRoWZqBJwHxUI50/oVgJdWVqjEptfkPy7NXz\n1puMOuZVhGloAF6fmpFSxyFFSKEG6TVCLpv5KQijEcCeQRgNrw0pkjAEbuecqzMT6uUFQRgVo/Ka\nfA+oZn6Vn1Bm6mn/e3wumylIat0QkctmJgJXB2H0X0ROnQwcHITRk8AwT87kbzMFGWQ+61uUb4oI\nqu2AvYG5QRh9jO69ESvy+18H/lf5BFYX/7t13ubO+19VRFwtM/5Xvj3yu2YWokBxX/688qIqTCOR\nsDCzNsBaHTfdOTP5w+fXnfjOU00BShfO/wCZQRejcqGOlJd89qjgOr5H3SrvyFNspEhR5wjCqAXq\nHPdaUsUQhNGqaFx+OpfNlI0vZlaEylUmorGYxGuronLr55xzX9fidK5BJMwX6Ll6nGGUUlpIsm4X\nNBZ+QDkptSswumT+3AFownoNUlHMRs/rR/16ayJS6hEUv72AFCo456aY2faIOMohdf1EYFiCkKps\nzCtb7pyb49vEX4U6/7VG4/bL/pgtEBF1FIpFp6AOa3cUcO0plnGYWWtE0PwEXFtAp719UAOM2/2z\nrVp4YvZy9Gy6JJfNzK5mk/ztt0BK3i+QwqrWVRVBGP0d3UNfodLfWqutqoOZ7YBsISYA/yq0xLGW\nx2qFkkt/Q+Pfvc65pZIIDcLoL8CZa2y2y0bfvvHo53cOvGBD51xxt6225fMP3+Ou8MKSouLiF0sW\nLkxVUssJUlKqYSHuvleEOu/Fn39LFMx0oNzXaRXKSan18/YzCcgEYdQ4X5Xhzc7HUjOz84loQteD\neiKlPCIko12f2nd1aRAKH1+20JVFyac1UTYTlMkcjwLgmICqt4fuioxcNvMdcF0QRo+gSdBxwEFB\nGD0BvFBZYOSXvw+870mXrpSX+Z0OWBBG3+AJKuDr+uz0siyjFv5Xsboqn8RqR/X+V79RccfBevG/\nMrOt0eRzOAr4t0XqjjH+/Hp7z4VfqPz68xMUheAV4Ggzew74vVHTFteUlixs+tvkLzef9vWH80rm\nzfkSJS9uds6N9S3hJwOXmtnF6D08J+9arkcT4q/R8yip2EiRoj5wCCKA7s9bfjyKmR7NW747UvD0\nSyqhvHrgVJT8K0QFshi878n2ZQuMFshX8BP/+v355+mcuywIo4HA3cCbuWxmPll3bBBGq6PSwuuc\ncyXAZWZ2LyJ4r3TOvePPuxnqHniqc26IX7Y+sK2ZjXPOjXXOjUfGyZWd9y6VLC/O+/8n5GdVEWai\nMsEUKxj82N8fKejPrs6o3Mz+jtR5jzvnnivkGL5z5uXo/huQy2Zq1CAjCKPtkIrrI2BQbas2fCy2\nH/qev446/tULaePHnMPRGPYaetbWmy2BmW2AvOVaIvIrv6R5icAnyPdDpb0/AxfM+vn774uKix++\nqd8ZZd33ioqLXywtKTlsaZxjitohJaUaFmaiUr24hK+Z/78d5R34YkPcVVAp3hRUztc4wYZPRsTW\nGlRsTj4W2CMIIytk0uWJrFGIlLq3ltdWCEaikqA9SVsNl8ErbtZCRGJsQN4FKRscIiHHowfseNQJ\nrkYZqBTVw3tD3eDJqYNQed6BQRgNBaKqzM39fTbB/zzmuzBtjgiqPVHQ8oc3Sx8BjKxp0NZQ4Esm\nf/Y/VcLfO0kCqyL1VVX+VxWprRYjsqoJkP8AeiIVUhs0Jp/jnMuZ2UeoZHkECiR39q/nj8u1Iceu\nRET1s0WNmy7osE6PptO+er9o7m/T5rjShTchQ/Sf43075xaaWV/U5esTRJZehBobxChGBuh/IU+x\nkSJFXcOXQ+8NPJrsrBWE0WZIfXpNctw1s3ZIyfNiBeVEOyBD9LDQ7mAFYD1EGFcXr2yCYrZX4gUH\nvbn29W91m9phSofZSZVJL3RfJT2adkDqpxfNrEOjRo0WaaveuHHjYQsXLkzbqqf4Mzge6IZ8oaos\nyzezjVGn4tdQB9lqEYTRyqhL5AJkSl5t8ilv+52R0uht1OigVg12PFlyMmqq9CgwpL6U055MPgcl\noe5H/ov1dSxDhPGRaH53QexHt6ThPVnPQnOVoeg9nk/WAezhyxjXBcalCqnlDykp1bAwEw3azVDn\nvbhErz3Konfw68ylvAPfVBQUrUp5iUzc6rMzlZNSfVG2floFr1eEkcAuVRmk+4GxPyrnWB0Fapc7\n555IlNb1QZOl9ZHq6gTn3OegiXvnrfb89edxH11qA366knJ5+HWJYzRB9eiH+muehLKKSbJsSzO7\nivJyw2Njqb6ZdQduQCVVDmX8T3bOjSzwfahXBGHUinLiKf7phD7jhYjU+BpNBscDE1YgQ+jlAt53\n4OYgjB5F2enDgf2DMHoaeK4QjwOvWnsdeN2b+G6AvpNbIWKiNAijMYisGAFMbMg+X7WFV6tN9T+V\nIuF/VVH5YLxsg8Rrlrd9Zf5Xv/Ye+NyvSBm3mP+V97vZncVRnFjndfJK/CpTZCC1xfr4VvC9Bz53\n9PRvP71r3CtDDpn+7eiiokaN3y+ZN+e0xHiXv993gc2qOJczKzjXFCnqC8ej+2lovMArJU9GHSzz\njXuPQ2rzRZJnvjTpJOSXVpem3BsgFXt1Bs+7oHjmS4CvO/3WaNLOM7f9y88tX7rv+p3n+nNs5Nd7\nNc/rKgBGOed+aty48QstW7bsNXjwYHr27Mkbb7zBaaed1mvWrFlpW/UUtYKZ7Y7i8sHOuc+qWbcL\nKjP9HLixEJIlCKN2SCFVBFxQU8uCIIx2RwrHl4Gba6sm9wmq81Ey8KZcNvNibfZTCHyZ8MWoFP5f\nzrn36/FYbYGzEeH+ODCkFl55fxpBGDVGlQQHobnoeblsZrESaa82Tcmo5RQpKdWwMAMRJQ4FVjEp\nFSulOnpz82mIkIHylr8d8aRULpuZ4Vu0V2Z2HpvKrUfhpFRctrcZIpcqwoVIrnmSP0ZP4EEzSzL2\ng1C984+InHrGzNZ3zpWY2RbA2V222eurdl02umX0Y4NmoU5PPzvn4ozMg8A2aJI32l/jaon9G3oA\nno1UALcj2fwO/vUhiGA7Gb3Hm7G4YfASgX9Y5xuQx9cyDxk5fozaP48HJtU2Q5Si7pHLZn4C/hOE\n0f9QCcchwH5BGD0DPFOo0skHWWP8z4M+qxibpfdFiqxp3nPtQ2B0RX5WKWqPPP+rKieYnkRsTeUE\nViH+V1X5XsXLauR/ZWYdGml8KyO53rrm6DkLS0ubutLSmW7hgktLFsy9eWkErClS1BRBGG2KnvVX\n5413e6FEzVV55ubdEaF/k3Muv1T9OBRP17X/0QbA17jKlYx+Mrw98ER8vs9vOWn3Gc0WNN/w+3ZP\nJlbdGikpyybL3lB9A+DfcVv1wYMHc/jhhwNw+OGH45wrPvLII9O26ilqDK96OgWInHPDqll3JdTx\nbhpKBFf7HPGK8MtRmXr/XDZT6Hwj3n4fVCb4HHBHbRNzQRh1AC5B86RLc9nMqNrspxCY2UZIYTwP\n+KdzbkI9HmsT1JygGLjUOfdRfR2rKgRhtD5SR3VCyur/Le8NfVJUjJSUaliIJ7HzEDHVFhFN7ZEi\naGP/+jTKlVK/IAVNRR34Old0kFw2Mz0Io18QKfVOISeWy2Z+9/43PaiAlPIKpguAXRNZgQne4O9k\nytsyX+qce8VvczSaAO6HGP6zgZc2zJz8EtBj9U16njx8QJ9uqI78AR+UHeSPEZ/DhLxTccCFzrm3\n/DH+DTxnZk18LXcX1Io1Dt7GF3L9fwZehbESIp3WpZyAitutz/Ln8a7/PR74vqH6Cy1v8GUltwdh\n9BiSUB8A7BuE0bPAUzX18vL7GwYM895h3ZCCakuUDZ8fhNGnlJulVym3T1G38PdlTf2vYgIrn8Ra\njer9r6ozb/8NmNMIhrSEXoNRNuAN4LQ/fmm+oFHj3xcsXPBX59wPf+rCU6RYQvBlNiciov7NxPIO\nKPEV5bKZCfFyrzL6P7/+S8l9ebJqN+CWOi1xMwzduy9Us+bfkPq9LG76sd2cfdvNbjJn9486J8+1\nF/C1cy6pbu+Nxpn3/ev07NlzkZ3vuOOO8Z9pW/UUBcPMVkOJ5M+Bu6pZtyXyewV1cqtWDR6EUUtU\n1dAOKaQK7v7mY+aDUVOCx4EH/gQhtSYipAD6JceNuoaZ7YaaLHwJ/Ns5V6MyxRocpwglQQ8FPkXG\n9Eu8aY6PT49ATVu+Ac723atTrKBISamGhXigjxnm5igg6YQUMx38YD0NkRo450rN7EcW78A3CfkY\nVIZxiJSqCUYCu1XiRbUuKn950ZfxxWiMuveBCKMy4z3n3K9m9hXqKoP//RTwPPJZ2QzVkJ/l97kp\nIuDyJfv5+DTxd/wgXBURYNcBd5vZUSh4fcw59001+ysY/vNZnXLiKfaBauNX+R2RTi9TTkD9mJZm\nLf/wsvS7gjB6HBGt+wB7B2H0HCKnahyg+NLMUcCoIIzuRD5xsVn6icApQRhNRiV+HwJjUjXdsoNa\n+l/l+17Fv7uiMbEdef5Xv38/tslC6D0Y1ZLifzvgyIUL2iK/qhQplhcE6Pt+Tt6z8Rjktzkkb/39\n0Nh4VrKkyCfLTkcT7+F1fI6rocRhdX5SuwCfxcmDIIxarNWq9TY9P+s4uutPrRf481wJld/8J+/c\nd0b+WAvNbDzAG2+8UaaUAnj99dfjP9O26ikKgpk1R532ZiLypNKYwRO+F6JE+D8LIT/8s+xSdI9c\nmMtmJhd6bj6GPgpZIzyEVDe1JaQ2Q8nyqcDAXDbzS232Ux08SXQsImeGA7fWlyLZzDogddTGwMPA\n/5xzSzyBHYRRN1T1sgryFhuatCZIsWIiJaUaEHLZTKn3JilG9degAKw9Kt9rhMpBpiHzvBhTqFgp\nFQRh1KiSSerXyAenILNzj1HoQbEmkM+Gt/K/90Sd35KYR826/Y1BCqg9WZRgKtScNCkbja+tCOS7\nYmZDgIzf/6Vm1tc593QNzg8oy+Z2YtHyu7UROQeaiI5H0uOYgJqeElArNnLZzG/AvUEYPYmIqb2A\nvYIwegF4sjJPtgL265By8nvgKd8qfTOkoNoJTcxm+aYEI5CKql4ydSnqHrX0v2oPtJ/yySu7AL17\n5q27Y/mfqYoixXIB76t4BPByLpsZm1j+V3x5XrI02is++gJPV1AqcwiaNA2sjcmwmb2KbALmojKi\n+cBt3r/tt23YZtwIRtxbaqVroRjtWdT1bxZA83arnrZgzozzV9+k52U2oM+XQOdmbVcZsfb+D7cb\n9uHVMw63O79FxNZ7KL550x+3CZro7QPsY2YnAf0bNWo07PTTTu89bdq0oiiKePfdd5k1axaIXFgH\nGFuIf6ef2N6CRJXtUWxyhXPukcS1G1Kpn4hU91OB251zV/rX/wJci9Rcpf7cz8pTeqVYxuA/13NR\novbcCkpd89f9B/JnzTrnqiWXvHpmACKVL6qJcsY/205C3927ctlMjePyxL56IdXSx6jUt66aGywC\nryL7J/KqugN4rh4NzbdAFSUlqCKkSg+w+kAQRs2RpUQGzdVC36E6RQNASko1PMxExFP82S9AmfGY\n4Y878LVNlKRNYXFz2sl+H6tTsUfKWJQ978jiJFJlGIOCsh4sTkp9gcinrnHpXBJmti7ye9oWyXEx\ns/YoYIpbio8Btvfd/l4ATmnUrOXqC+fO+tp7aX2KyKUdSXSxqSmcc+OAG4EbzexhlOGo8uHnTfy6\nINIpLsFbC2jiV5mCArvH/O9vUkKgYcN//g/47nx7+589gzDKIX+RP5W18x0W3wHe8cHcOpSbpZ8F\nEITROHyZHzAuJUSXf1Tkf2UD+kwFLnmDcqUUyEnfI1VRpFhe0BcpAcs6e3kft1NQ3FJW8uYnzSej\njnUPJ3diZmuiUupHnHN/ZtJ0FFJYb406/t1nZm85517+wD74FimxvkWxwX+Aq/wy2nfttuHUz94s\n/mHkSzuicqQ2C2bPGP7iMxe4uXOmrIbKsdcGngEeSpRFDfbHegyVHu0HvLBw4cLt15m5Trezzz67\nzJqhuLj49ZKSkv9Qbv8Qo1L/TlROOMIvn4EmmA+Y2Tjn3Ai//b+R0Xzc9WxVRE7E6pmcX749miRf\nDAwzs01S37plGkeg7/LAAkimYxBxOagQAsTHyReiuH5AklQuYNsi4AxgV2BwLpup0uOqiv0Yegwe\ngmwQbqsvBY+ZdUQEXHtU1lgvXlX+fjsCjWcfAdfXV2lgVQjCqAf6jNogAi5KbUYaFlJSquFhJlId\nxZ99CSI+4mBlJcrNyVdBqompwOpmZgmGPu7A14WKSamk2XlBpFQum1ngvWx6IPPtMjjnZprZNcD1\nZlYMvIUygNujkrX4fAaY2XTgJ9QidhrlhNC1wAdmdnGrVbs+1XHTnVYvmT+nN8rU4ZybaGYPAPeY\n2VmobXlXYFXnXNy2fJGuWMllvkXr1YgU+xZl/7Zi0ZbnBGHUFKnBkh5QXdBn4tD7OQ5lBr9BBFS1\nNfYpGia8p9SQIIyeQqqpfYE9gjAaDjxeU/PPSo7h0HdyHPBIEEZtKTdL3xf5sPwahNFHiKT62JNa\nKVYAOOe+bmw27DTo5aB4R0RInQ4ljeDFBakBcorlAEEY/QWpJIbkdenaHSWBzs0j1rdBz/ArnXNz\n44W+nOZ0FNs88SdPa7RzLvR/jzez09HE+WXn3E2J9SaZWRa4FTg9CCNr3qHjX11piQEnOecmBGG0\nxpiHr/n9u6/eX/U+7jm6r+v7g59wTkdEUdzh7BikdrrXOfctcJ2Z7dGSloeOKBnxSStauVnMeh0I\nF1beVr1S/07vL3ddYt3BvgvbwcAIM2uFCK1TnXMP+XW+Rd5WoAm/OedOindgZscjj7udyPP1SrFs\nwMx6os/43gT5WNm6eyGPzLsqSjTnw/sn9gO6A5flspkvqtkkf9tz0Hzh+lw2U1kzper20xh9b3cC\n7kPK9PpSLXVHpYG/I8XZ99VsUtvjrIre13VRV9Gh9aXEqgxevXo88uYbjUoyp/rzi0UC7Z1zfyzJ\n80qx5JGSUg0PM5C6qan/Px58YrKlA+UlbTEpNQVlFlei3LvkD7+vyszOZwRhNBWRUq9XtE4lGAUc\nHYRR0/wOYM65rO+01x9l/35DPlRXoJJE51+7EQ2wo4C94qyac26UmR0MDJz508SLv33jsZldttlr\n9AZ7nPjfxGFO8fsb7K93kv+/7DQqOOd4WYnf5n5U6/5zUaPGT29/5m3/810+YhLqL+j9Xuj3Px7V\niY8HJvgymxQpagRPXD7iu/P1QWRR7yCMXgIe89386upYvyPfspd9wLch5V5UuwELgzD6gnIvqu9T\nFdXyjYVw2Cx4+MhE971G8OJCEZIpUiwPOB7FMGXKZU+wHwW8mGwx7pNMJ6Mx7N28/eyJTMj7Oef+\nbBeo0Xn/T8F3P/bGxv3R+NoGyFVcKQAAIABJREFUxexNzaxZ74HPdSlu0qwDZnNcaekEv+2uRS1a\n/NbENZ7b1/WNk4G9EJkTx/sbo3hpZ+BvCYvOJm1oUwrMX4mVrp/FrEHA2mb2EvCEcy5pdVClf6cn\n7S5CjWM6ocRnMvm5kf+/MkX6psB6ZpZf+tUUxVEpKbWMwczWQwrqV4Gh1ay7HUoGDy3E2sKrnM5G\nSbB/5bKZTwo9L1/udz4qf7sql80U1Hypgv20Qt/pDYBBuWzmzWo2qTXMbE809nyCVGQFdVquxXG2\nRUrFWcD5zrnq/OvqHEEYbQOcikjzW4YP6NMfaE7WneNXeRt1hk8JqQaAlJRqeJiJCJGWqFQujkha\nI0Z+JVTK5yjvwBd7kKyOJ6V8CdwkpPCpDLU1Oz8BdQQbmf+ic+5m4Ob85Z5NB3jLOVepAbtzbij+\ngem7ZtyMsqFv+9fnI5O/8yrY9nUUzCWXfRIv88Ht1SzqAdUVdQiZjzKBnyKz9fHApLStaYq6hlco\n/c9359sTZa97BWH0CiKnCu5SU+DxFgKf+Z97gzBalXKC6gjULn1qEEZxmd9n3mA9xXIE31lsDz/5\nWBcYlyqkUiwvCMJoCzSpvTJv/DnS/74/b5NDERF0e565+crI8+QF59yYOji1/BjAAUVm1hV5SA1G\nJUvTgR1QJ7MmwC6uZMEsnJvnr68I2GXWzGnjZ/DHGv5cWwJ/R4qu2Ee0jT/GZeSVJD7DM3sCW01k\n4o2GPYbK7noDF5jZOc65wQVeUz9UhnMWei7MQsnC2I6gOv+dVuhZcRiLq9P/tPI3Rd3Ce4hdjGLc\nW6pS2pjZX1F8/SZS5lQJXy53Bvru/zuXzVSpwMrbthkikv4KXJ7LZj4qdNu8/ayGjNXbAhfXRKVV\nE3hV44kobnsGuMeXw9b1cZogW5E+yKLh5voiviqDny+dhMo3PwT+k8tmfrYB9E+u50UFdZZQTbFs\nIyWlGh5mIhKlCSKf4kClvf+/g3NugZn9Sjkp9SMKYjqiACPGZJQ1qAxfA4cHYVRcg5rr7xDxtTkV\nkFLVoKLSukqRy2YmBGE0Zvq3o48w69MGGOcKmGT5h2QHFiWf1gFW9qvMQaTTB5QbkH+fdo5IsSTh\njTefCMIoQt2mDgB2DcLoNdRxpl7k4F6RFQGRL1XtjiaD26LywnlBGH1MuVl6tZ3jUiw78GNkSkal\nWG7g1ZwnoPjl3cTy9RDpckfSo9ETQvsADzvnpiaWG1JTz2ZxEquusQUqYStLkJlZX4D2a27SCOg5\n59cfx+B9mNA4u/KsaZO/QZ0CQRP5xkh91cwvK0Fx35jFOgMbnYEvcDiH+x75utxhZlegyfLgsjWr\n9u/cDhnD/9e/bv71z/3rY5G5+67APRVc+0hUBjZtSU+WU9QMnuC4CM0RrvCJ3crW7Yy68n0J3FBd\nmZiPtU9G35Pra6JyCsKoJfJLWwu4NJfNfFrNJpXtZ33k6zQbOC+XzRTqkVsjmFlrpIrshoi9XD0d\nZw2kHOsC3AY8vyTL9fxnugP6XA3Zqryey2acmd2LPH17mtk/0HfqOERetnPO/eFLhW9ACc9rUbVO\nhBIFB1NOHj4I/CO+Nv89vQJ5CrZDAoH+XmwQlzXfgkj8Johg/adzrlbeYylqh5SUaniYQfnnPgfJ\noRdSbnbewb82DU9KOefmm9kvSCmVxCQ0yS2qxIxunN//X4CCOqZ4BdYo5CtVU9RoYDWzDs1bt91x\nzozft0aBJo2LbdjCUg7zqoB4AF2N8s53cQleW7+bGYh0eo1yAmpqWqqUYlmBLwd92pv7B6jD5c5B\nGL0BPFqTdsq1OPY8lAX7MAij21AgtBUiqf4PKArCaEK8DvBVamyZIkWKOsYeqIzs6vjZnJjwTgRe\niFf0BMqpSCGeX4b0N6SsvjJhGl5fGAc0NrMzkWLq7/58WT84tgfQ+rfJX36Ikg2gMr3v5vw6Ndng\nohcyLl6TclKqG2r6MsjMSpHNwarALv3o567iqjfN7Hr0nnyNYsKdKSecYlTl3zkWOMDM/oZsFs5G\ncdTnAM65eWZ2lT+HBUipvgrQzTl3DzAEqWmeNrNLULJyTaT6vcp7VqVYyvD3yhnos+nvnJtexbod\nEGHwC/Cv6spe/f15LFLr3VITH6ggjFojJeAaSNlUq7K0IIy2RZ3vvkFKq3ox//Zk3QDU9fbi+up6\n5ytKTkeqy3MXI6XrGUEYdUBj6zbIF/h23006xlmIvP4UkZeGyo3z51Mt0PfuYKT8jCtgfqW8ucOT\n/hixp+9gVAZ9MCLp9wNe8I0TxqMmEo3QODsbkf0pIb6EkZJSDQ8zUeasFJWUtUVBQzs0UK3j1ysj\npTymIqVUEpP9vlanYjPzcWgwWY8CSSmPUajcaKVCO4hVVFpXHRoVMaTJwt+3uPNU6LkhvPElnHYf\nveYXtx0WhNHtlCugWvpNpiPS6QV0bd8AP6cEVIrlAb5k5VnfnW835PcxOAijtxE5NaGej+/QODAR\neNx7NPRAJFXgz2dGEEYjEUE10pu4p0iRIkWt4CeohwHDc9lMchK2K1J6X5CnYt4FTUguSk6cfSnc\nyciMO99jqraoNHZwzo02s3NQKdwVwBtISfFA09YddgLGzZo2eTqUqUK2ReV4G/vz7YomeFfim7n4\n0sPNgXNRh7RrEFn3M/DeIAZdcpW76nOMvkg18BfkH/oCMopOnnel/p3A5UihMgxN8O5Ak8a2ZTtw\nbqAnpGLyYApSbuCcm+NNs69CRvKtkb/py/58UiwbOACZfg+qqsrAzFog1VIxMsgvhNA9FBEHd+Sy\nmYJVQ0EYtUeWGe2RYXatiJcgjPZG6sq3kUqrXiwHzGxLdI//hAipH+vhGE3R2NULJdD/45yrroS2\nzuAJxt2Qp98CVEK9mOrNK6HmA7Odc9P8uVdUYdIIOMU5N8Gv8zhSTq3qr+tLM3sVkemPJZo7dE4o\nX68zsz0Q8XkxUlw97pyLyfcJf/rCU9QYKSnV8DADEUnz0OAQk1Jx+d5Wfr1piG2OMQUFGUnEHe86\nUwEplctm5gRh9B0ipWpiTPkJCno2Q0FIncPM1gd2H3wsHL69lh2+PThH8ZG3/r71b5O/nNiu84aj\nENs+HnXA+7U+ziVFiiUJH1w977vz7YoyRzcHYfQu8Ehtg7hanMdM5CvxpvdDWY9yL6odAReE0ZeU\nm6VPSAngFClS1BCHo3K1B+MFnsQ5BpWNlKkSfAnNccDrzrl8A/KjgebAbXVV7uKc22WxZbhjgSMw\nVnXO3YiInzJ4r8AHgLudc88C9wdhtDuK6151zj0BXGZmJyCf0A+cc+/46zsUxX6vOedeQIRQRbgF\nn3yrgmyo1L/TK833r+ra/XpXItKsotd+QhPGFMsgzGxr1CDgf865Sk2/vU/SBSh5fb5zrtpy/SCM\nDkSk1P25bObZQs8pCKOVESHaHOhfGxW4j0VOQFYDTwL31Ufc4VVm+6Lv+AfAtfVBFHlC5nz0/t+I\nunouyXK9VZGqaTPU2OCuOkg2zo4JKY8fgQl579+P+IYRlDd3+NoSnR1QmV78fbwJuNXMAjRfzW/u\nkGIJICWlGh5moXK9YkRKtUeEUzskuW4fhFExXillZuYHsKnIJyCJX/3+ulDeyjcfNTY7z2UzfwRh\nNA5l9OqFlMIrwnpuuOjCHTfS74//+6+H582Y/lQ9HTtFiqUOb1CeC8LoZZTtPBi4MQijDxA5tcR8\ng3zJ3lf+5yEv897S/xyEzIh/DsJoBCKpPkm7VKZIkaIqBGHUBZVz3JdXenMYshbI9zM6GsVGdycX\nenPmPRAhVd8eeBsi5egjlbweN3V5I7FsN+CjXDYzHcqIgJ2BV2L1ku+I1xt4s7LJr5l1KCoqGkKi\nw2ZxcfGw0tLSMkuDeNWaX1aKFQWe6PgnivsfqmI9A85EpMAleURChQjCaC90Hz6Sy2YeL/ScgjDq\niAgpECFV44Yu3hj9PKQivDWXzTxf030UAjNrDJyGkoKPAQ/WNVHk3/vdkDXJVOSvVG9WDfnw6qg9\nEfk/E/l61cpovgJU1ByiwoYR/u9WaN67OaoSSmImgHPubjMbRnlzh/5mdm4NmjukqAOkpFTDwwxk\ndNkE3ZxtkVdAF1SeZoigmoYyb21Qtm0K0NLMWjvnZkCZ/9NkpJSqDGOBHYIwauQnwYViFLB7EEZW\nT+qI8aCSvVgpBfC676XT4/ABJ3uG/9m67laWIsWyBH9fvhSE0auoE8ohwHVBGH2EAsMvl8I5TQeG\nA8ODMGqMfFC2RCqq3YGFQRh9ihRUI9J7NEWKFEn4SdGJKGP+bGL5mqjr1P0xiQNgZjEZdFuSgPET\nyNMRYV7mPVWP2AD4BUdl5NfOaMz7HSAIo85+m6sS62yNYrcXE8t6oGYs65rZKOfcYr6dRUVFQxo3\nbtwrk8nQtWtXJk6cSBRFvRYsWPAwIuVipIrVBgqvJswiouPaasiUI9H39eoKlIeLIQij3qgj21Dy\nOkNWs11nREjNBS6qTfOUIIzaIV+nzkCYy2Y+rOk+CoGZtUPG8Oug9++1ejhGc0R67QjkgDud79K5\nJBCEUSekjuqGxsz7fFfoQjCfGlqxFIBRfp+rOefermwl56ps7pBiCSAlpRoeYuO2uSiwaIVq9OPy\nPZCxZdx2d1XKSSmQBDQpvZzMomV++RiLvmdrItVUoRiFlBtr4wmkuoRz7uvGxTbstHvp5RzFO24k\nQur0+6Ht6l2/bdtpvYfR5LePV448A3yalg+lWFHhfVVeDcLodWT22Be42nfK+299tUEu4LwWAB/7\nn7uCMFqDcrP044CTgjD6nnKz9C9qSICnSJFixcNWqGTk8ng8SJibT0HPdADMrBgZ8I5lceLpQOR5\ndJZzbkk0YdgQEWCLwU++12PRkrddgJlDrt51JgPoCzyKMv1fOecmJdbrjXxSfqECUim2NMhkMnTv\n3h2A7t2745wrHjp06O5mdrJz7vba+HdWBDP7FrjeOXfTn91XiiWDRCleC+S5Vqla2cz2RCrne5xz\nb1S2XowgjHZC5O/zwL2FxtpBGK2NPKR+BbK1sdnw99WlaK7SP5fN1PmcA8DM1kaEXjFwgXOuVgbs\n1RxjHVSu1w6RgdW+93UFX2WzDyqZno48vWpaAjcB2MZ74s1Eaqc/pcx0zo01s4eBB8zsPBLNHYBP\nnHMvFNjcIUU9IyWlGh5iQmk+5Tf6XMq774FuSK8ZYhUUqMWkVEcWbQc+CdixCkXTN0iZtR41I6W+\n9OfVg3ogpQAWlnLYrHk8fOSt5VL1RsVFv260wyHfoyD0OKQc2Rt1l5kQhNHTwBv1ZXqYIsXShi+l\neyMIozdRyW5f4KogjEajkpLPliY561syP406CjYHNkUT0J7Io2GO7+A5AikKUi+4FCkaEIIwaoRM\ndT9Gfi0xdkClRAPyiOs+KHF2bpJ48l2xDkb+IjVp1lI7GMUoVqpMJbILMHPcK0NGkc3Ek8BdgNdX\nntFsa2BLw15CZSplGX6vztgGlSVuXsm+1wHo2rXrIgvXXHPN+M/8RjcpGh5ORE0ALvaeXxXCzLZB\nZWPPANXaYARhtB3q0PgycFsNCKkNkC/aD8AltfEqCsJoE6Rc+hm4LJfNTKtmk1rBzLZDzQImo+6D\ndVoG7Mv1+qB5y0RULrnEFORBGHVF3fPWRZ/7Q7W0WLgGuA8RQs3Q9dRFvHkMMjRfpLkD5SraYqpu\n7pBiCcCWoN9ZimUAvmb6MXTTTUbyygeQYWFf1Ir3juED+rwAPA484Jx7GsAzzU855/6X2N/m6KFw\nQi6bqbBrRBBGNwLjc9lMjTJiQRhlgWa5bOaiml1lzWBm66GBdBxwVPN2q3Xf/sxbi4oaNclRHtht\ngjIAW1E+YD2fTnhTrOjw6oJtkPHo2qit9yPI12mZeYD481yLcrP09RHxPo5ys/Sxy9I5p0iRou4R\nhNF+yED4jFw2M9EvawbcDnyVy2auiNf1HeluRQbAtyWWG1IktQfOcM5VmIjyXZ5GoyTaCSjhd5tz\n7jL/elvgWpTcaorGoXPiciYzuxdo65zbH2Mt4KYudJk+mcldnHM7lx/DPlut23a7Tvvqw86lC+d/\n4Jzbtdu+Z+75w6iX7/lt0phWzWjaeAM2+OITPhmMVN5HOedmm1l/pJxohciuH4DAObe53/eWqLvf\nlkD7lVdemQMOOICOHcVBDRo0iNmzZ0P5xHCCc25tr/q4DnX9a4kSmRc456r1AfXv2Y5+n+Z/t0bJ\nz2Odc08m1t0X+RathsoPv0XPojMRwTYOOC2pCDGzjYFBiISchUrBz3bOFdTNOcXi8Mqn/wNucc5V\n2g3Pl8H+C33Pr6rOKykIo62AC4F3gGt9UqxaeDJpAEp8D8xlM4V09Mvfx87oe/QZ8O/a7KM6+HHk\nEKQeegu4oa5L6cysFSKEtkUky73JzqH1CZ8AOBBd4xTgpqVh+RDDKz7XoeomDSmWUaRKqYaHecjw\nrYTyzz9uudkOSWBXcs45M/sJKaViTGXxbFksD++CvBsqwjg0QawpRgHHB2HUrD5Njf3ANRbAzO6Y\n89uPt3w29IaR3Q/qFwAzc9nMfSjoHO1Lh/ZCiowDfanTM0uqY1mKFEsansR5Lwij99HE5VAkl/8q\nCKP/AiOXBaLHn8M3/ufRIIzaoknLluie7Qv8njBLH1UfQWiKFCmWHvx93xd4ISakPA5BxMxdeZuc\ngAilB/OWByhpd2FlhFQCRyGCZmukLr3PzN7yBM3jqAwlQAmtk4GXzWw959xvefvZACidytTfyVcH\nmB1T3KT51C7b7r3/hLcen2Bm1qRV+zsbN2tZsoqtstOD7oFrDuXQNVCS8GpPSB0MXIIUAe+h2O9M\nFlWft+5Dn3cMu+hZnr1u+vTpf7/vvvs48cQT+f7771m4cGEJUhEcjfxp4nixFRChcq75/j14xsw2\ncM59V837tT/qsnwb/vPw5/sIIhOfTKx7DOrwNssTiCDC6SxEhJ0LPGtmazrnfvUk4MvIG+YsVGp2\nFSpr3K2a80pRAcysO/rePlsNIdUJEUVjgesKIKQ2Rd+fEcD1NSCktkBE1hfAv2o6P/AJrJgoehm4\npT5K/s2sKfAPZIfwEPoe17Wh+YbIdL4FUmC9V5f7rwpBGK2L7rEuaJx7dGlVkZhZh6Li4kWbNDRq\nNKy0pCS/SUOKZRgpKdXA4M3JZ6HAonHey3EJXwf//zQWJaWmIE+pJH5BAV1nlBmpCGOB3YIwaprL\nZmqSIRiFvqObVLHvOoVzbrKZPTv10zeCNbff/5E2a6zbNwijmXEXEF86dHsQRg8hj4Y+wK5BGH2G\nSoo+KPTBmiLF8gRP+nzoSZ3N0cTvUmBsEEaPAB8uC+RUDG8E/CryySpGXi2xWfquQEkQRmMo96L6\nblk6/xQpUtQKRyBCZ0i8wBvv7osmTWVlR2a2BbA9cI1zblZieQdEhrxYYFvw0c650P893sxOB3Y1\ns7lozFk1oVzoZ2b7IXVBPkG2ITBhAQsWiyGatmr328b7/eNl4KVv33zMNW+36t7zZvzScZMDzj1+\nxP0XzQFmbMRG17zDO7cjNRRowvgkMj0f4pz7zMx2Q4otABzuQ1Sm8oZhV5SWlt4/b968VW655RYA\nioqKXkSE2u/Jki2v9EqaV19iZvsjRdh/qnqzPHlUAszMKwO7C3jbzFZzzv1oZqugDl675O3iZufc\nUwBm9n9oIno8Ks05HRjpnMvGK5vZCcAkM1vXOVcTG4kGDzPrCPRHn/XdVazXHhGivyFypEpyIgij\nvyJ/pdHAoEJJoSCM/gb0A0YCV9WUBPHKntMQQTkEjQl1/tz3BOrFqBzsSufcO3W8f0Pk7lHIB6m/\nc65eSg/zEYRRE5Sc3B95QJ29tBPzRcXFQ5q1aNHrxAFX8tctt+GLEe9z58ALes2dPTu/SUOKZRgp\nKdUwMQPV6jZHmbO4bWZsdp4kpdZKbDcVZQ7L4EmuSYgprwxj/THWptyrqhD8APyEfKWWCCnl8V9g\np/du+8dqvQc+9whwdBBGs3LZTJkBqldYDA3C6BlU2rQvqkv/MQijZ4EXa9BtIkWK5QY+gPsoCKOR\nQHcUnGSBbzw59d6yRu54E/fP/c/9QRitQjlBdTjKzv8UhNGHKGs7OvWNS5Fi+UIQRmshAuWuXDbz\nh19mqKPXdBIKHDNrgnxvRgP5ZsAnotjo3gIPnd9ZbAoy0t0UlaVN1xyyDM3wHk55+BJNMHststSK\nitp0Wn8B8HI8trZcpfOepSUL56y0zmZDEck+933eb43U8E38lhuhSeMPaOwDeBfYKd71UIb+7X7u\n7x4R3Ym8NItR0vJW4KaSkpKxZrYYSWZmLREJsSdS0Dfy11VVLFglnHMfmtkXSJU1CHVvm+Cceytv\n1fcS25SY2Qh/raD3fBczy/cXcviyntqeX0ODmbVAz/aZwCDnXEkl6zVDCqnGqISzSm+nIIzWQwmt\nr4ArfDOTauHL7f4BvA1cV1N1UxBGLRHBtrHf/tWabF8ozGwDNB8oAfo55+qUsPFqwHNQcvBxRDgv\nkeYuQRhthMju1RCp9+TSbiwTN2k4ccCV9NxrfwB67rU/zrnim/qdsbtXpaalfMsBUlKqYWImCh7a\nIDl5UxSAtUOB2yZ+vWmIcIkxBVjJzJrkZUEmI6VUZZgILEAGngWTUp7wGoVIqSUGLxO/HzjzxUv3\n6dfr0qdbAv/nialFglc/2X0HeMc/aPdGE9zDgzAaDjyXy2amLsnzT5FiScBPjj4BPgnCaGNETl2I\nGgI8Cry9rJFTMbyZ6QvACz7rtwnlXlQZYH4QRp/gvajqy/w0RYoUdQNPPp0IfI86eMXYGk3eLs8j\nmg9CHkWXJUtqzGxrVG5zdXWT6wTyJ9UOJeJaIUJoRxbvIBWX7pWWveYYppNgz+SKjZu3atuoSTOH\nlJ8AtFip0/q/f//13Fw28xsD2HAa074toWS7Cs5lfeDflZUNnc3Z1zahSctSSo9DbdyfAAYCY6uZ\nyF2LyLBzUTngHL9tkyq2KQR3oU6Ig5Ba7Z4abt8KGS33Y/H3fIkZPy/vMLMi4DxgJdQAoMJ7wXfk\n64/Mo8+vTq3jieOBaF4QFpr8CcJod/S9eBm4uaYVCT4RdQm65wfUoitcQTCzndF9NA64ooIS3T+7\n/03Q51KMzMxH1uX+K4P35DsKVYd8jcomJy+JYxeAdQD+uuU2iyzsttW28Z/rsmiDrhTLKIqqXyXF\nCogZ6GHdEpFSbVCAVFH5XlufUQQppUAMeRKTgC4+KFwMnkX/Bg0MNcUo4C/+gbIk8RIw1pWWnPLJ\no1fehYLBc7wpY4XIZTNjc9nMtahbxLNIcn5HEEYXBWG0cWXvT4oUyzty2cxnviHB+ciX7nxgcBBG\nOwZhtEw/Z3LZzPxcNvNRLpu5DfnLnIoygM2QwuKeIIxuCcLo6CCMuvlSwBQpUixb+Bsil++KM/ee\ncD4R+IhEFz7vfXMg8GTS/8jMmiMz54+AN+vgnEYiy4MS59w3eT/T/TrTWNyrc7PkP42bt26/YO7M\nabls5md/XV3bd9mo+cI5M9s0t+adgI2u53pDaveWlKuipqJ4Lmk+vm1y31OZusG+7PtSKaUzkRXD\nO2jinsQCNAlOYjvgPufcM865z5Gqfc1q35FyzK9gnyDvna5mdgZSPz1QwTpl12BmxcAWlLdvH4kU\n/RMreM/n1OD8GjqORGriQZV5hPkSstPR9/UK59y3Ve0wCKPOyI9yKnBpoV5QQRjtg0ruImSkXVNC\nah1U2tkc+Gd9EFImHI0vhQUuqktCysyKzOxQZCL/HXDmEiSkNkWd6QJEEvdbVgipIIyab3rIBRsD\nfDHi/UVe+/zDMkFlqo5cTpAqpRomZlIeDMwB2qKJZHsUzLT2wVyc8VgZZfviLFNHpI6KMRlN4FZO\nbJOPceQFWgViNMo6bga8WIvtawVv9H47cM2Pn7/dG7gJBXv9gzC6JJfNfFbZtrlsZjrwoFeL7IS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GE0FZXwLRVSyjk31cyGAgeY2UvxwzmXzXwVhNHlaGJ1bhBGV9eF0sHXTQ8LwiiHJq57o3r7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\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zW89tEscnvVDy7Xv/f1cUQ71aaiuGIZJvRCX76obisfiZ3hWNI8VqJ38M3VGH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\nY94PrLMvsKCw7nPp1esMWTV7Ype6zY96eO28Ka+j6qjOqDrpaPQYnALko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vVXoaPeWShZ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RW/8XqYp3I3Z9GYxdTx/DMvkar25AdYAjpG7AFLozscgKVHW5iHTDip28io2ZZ2D9g7WKmvij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jj2NmRls39+E/RQGl9Fovv5FBlG9n6HaeeTllSuiuPQwiSkck5QOrydMa8eg6wo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Jd/849vl97r56zn6fcvdfgql+iZQqodmITGg7ItUU1JTz1VJKBUJkPvnL91pRm6zqjCZW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imRTSV/cILsBDTg9ltk6zushHEYb5lZ2sw+MrMHkbW6lz9vdgMOM7M3/Pvz0bVXb+yHmU0zs3uR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qZhv+OyTWzajPW16Tyt+mNj8xzc4PyGGWcVTbxw5S4VmgLjIqXx5v6dxnrRkig2T3jVg9RB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\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NHjyYa665hsGDB9O8efN+JSUl9Y7MmtnpQX6+Mi5Fj5bl2PV6ZPz5EcrLzoamTMFrMIJf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\nUvLGq7BmkIIMKZVBfUOqpxToIS7H9oc0o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fgC4JMPy2f6fDy+tKjW51vgmPUOBXm53yBv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RVF+i/KPdqQo474uOWURCDkDH/5XYuhAURmHbBwFPxwio01BlwwlhmWZh2iuR2i5UqIxUUvER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\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fVF2AqYKmiYV3n4eRWbPyCmIRzJoxieJsp1Mw1dfzKcqkrtj9/O0KHJaTsMHIi0E7eQWx\n/TCS7PUUmyAYebWClHBzJ5CuxVRi6UHjZ2JqtCc1pQJcSrW9tWSotocdt8OwHKlg+5f4vh2FfSZH\nY0q0taSFdh8QvWYnQNYsX/wdRiQGuBNTQRyLKe8GYwOtP/s22wPXp7blxNptQB3gHlVd44O+N4EX\nMaKgte97LexzW7Bw4cJkq1atOP/88xERhg8fjogM0ZLVAe/AKii2wFSAb2IZMfdg32MBnko7Nvti\neWVRjBQ9DBugl4Z/YIq7q7Hv0aPAayJygs+/2/chz3//FcuoCbERoKrzsfNpHvBvVylms95YrBJd\nLcyKd1A5q2Rq4yMsOy0Hy5lqU9E2Nheo6iDse9ISy93KNIbZ0LaHYp9RQ+w4bfZRIH7tfgq7R3X3\n61ZF8RPA9OnTS0ycNm1a8OfUDe9hiOpESEqFqMlYDmyVQclSXqbUttVQFn2D4XL9Htib6Xs8YDZE\n9ePnEfdfdNK3bxZ0r64N+pvmR8pZ5hcRuaG6+hRiy4Pblx7HFB03O3lQWVz525g4kUjOisKVS1/Z\ngPUvwBQ/qqqRmaMHadHqFUKxSmpwPD9aFTa46sQa4NNybX7loyVQ/6AzbliChcDPB7b/afibE7HM\nqqHY4HxYg933awcs/Pjhy2dgBMGHGHmxZJeDWo0CTgc+GdyjYxFGbPXD1MMnYaogwciqoT4Q7Yzd\ni4a49awN8K7b5TpiL3mCqnfnYgPHgPxph5E7L8bzo+oWnouB4YG1T6xKVyvgv9lmkLkq6BJglFr1\npYAwugqYAQwKli0t3JxiMuM/qcSTWHD6hVgAe/pgJtW2VyK43m1NV2AZXKmZZ+NVtQDYDhss/oiR\nhmDHOuhnrV0OPPZGgF9ym3RnAAAgAElEQVQ+fve9FIuhAv9U1S9UdRxGAu0BXODTPgXe876l4irf\nv3+r6u8+rRFuyVTVGZ4Z9BxGCh4AdEwmk4OHDBlCr169gkFdkaq+mNb2y6r6vh+fB7DP+HVVHeqf\n6+PYeZKKOsDFqjpBVUdhJNr5YvlkJeBk5+3AFd7mNFV9FTvP/uKL7Ql8q6rf+r4MU9VYelshqg6q\nuhRT3k3FCJWWWa4XWPFmYCqeCgd+q+p0LD/pc+BmEbm2qpRG1Q1V/RIjdhtTxdXz/PvXDcuOvE9q\nQB6X55A9gFmWL9mA9X+MRCKDYrFYYty4cSxZsoRx48YxYMCARCQSGZRGqIfYjBGSUiFqMoKHwvQ3\nDcuA+qUQT0uxh7IK+durG/7Aewf25vqevIJYuT7+EFWLeH40edSVDzx1SKebZlfjZs/C8gFChNio\n8GvMw9gA+bzKtJVXEGu4etnChktm/kikVm4/LbsKWKb1d8DUHjmALJ/zS3LBT+OSoERy6+ieLU9b\nsNmopCoC5V2UZ6qgpZOBKY2at26B2YqPAKb+NPzNQIklQIPtGx8yEiMDBq1e8vtpPu8bvPreoeff\nfiSW29QHI6oSmN3vTIxAG4SRNfWB9/2+05pildSF2GBnsBNM5wCDVXW2W/A6Ah+o6uK8gthWmNJl\nZDw/GgwKzsfIiV6wTs0ThI+PrMDxOBMjw3qlTGuNEXTPx/OjCSgz3Hw7LFNtqKpOTJkuGFkyH1P/\nrEOKbW9EPD/6Zeo8sSDnm3y9/6b1dbxvrxtmsZyMfQbpuDSSk9ME0NVLfk+vPDjBt3MKppRa5cRO\ngLmpbYrIqZiC6llVTbWOjgM+AibK/7N33vFRVO0X/z5J6E2wgQgiKiAqFsSKigissNgQu8irYu/l\nxfJzUYldFAu2V7FjpwgEXEDAgoAUAREURBFFpAgSCC3JPr8/njtkWHaTTQiQ4JzPhw/JlDt3JrOz\nc8895zwiH4lIDyzj5jSMSPolFov9QUGhjxzs3oq3An0fd2ywa+xfVjlOBbLIb5HEyIV0rOJlPA7E\nyNfRIrLG+4cRmo3dNi8BFzlb3+MicnyCdgKUMtQKGzyI3cv/l6pqySkHI5gq83YRucx93opz7A2Y\nYu557J7t40jkcgdHpvfEFKl9pBSrDKrqSozUHY/lcV1dQgXSDoMjjt4EzkmV7PQjFotdnJubO3rw\n4MH07duXwYMHk5ubOzoWi11c6p0NsN0QkFIByjO8gNF4VdQa7N6ummCf1e7/Mmvh8xCNhLMxYioH\nI6bq7eQu/etQdfd9vq1QuVqTHZUrpar/qK8keYAA2xPRSHg2Zpm6OJSZtS0lpe//fcqINI3lxzas\nXtGrBPt3wlQcAPrHtFGx3HXZALEadffP37v5icOjkfC/UoLvCI2jq+/daCrQArNdttqUkx0fcD67\n1ZWPNQEq/Dlj7JcYEfUZrpphesUqIzDSe9aoXp3/xGxUn2GkQwizluViNr7xjkC4AFiJkQP7Y+Hk\nHzhl0TkYweRZ7i7FvqsGu9/PxSaM3nbnUR8jwj7WgopzZ2JV8l4pRrh5HYwMG+qRHI4Auxz4Ji5z\nLFm4+ZVY7lQ8gdQBq0TYT1U3egt9tr1cElTbwxRiBwJP+4LbPeRiQeNg2TiKvZ/EvFNy2W5nr1u5\n9MMkp50rFrx+HUYIxR/DaxOx0vDXYoqt6BYbqcZUtQNWCfEHzOrzCkYsjsf+Vi3c/q3czysxG3v8\nOfmPnWxZSccYHpnVCbMIev+aY9fas0E1BJ7G/sZjROSJEh4vQDHgJh0exwimO0Skc4r75WGE0hvY\nZ/juRFloRbShqjoKU15VAp4Rqy5Z7uAUZP/FJssfT9USmWLbudi1fgn7HD1YWIZbGcFQYApwW3HV\nY6q6Kj8/vyPQBDvfJvn5+R1VddV26GeA7YSAlApQnpFMKZXt/k/0AP6nkHVlDtFI+B9MLr0RI6YS\nzbD+K1BIQCsi0sMFrq53/1/n26+CiPQTkT/d+l9F5C7f+gdE5DcR2SAif4jIM9660Q+c9ez8MW83\nwwUlikgDEfnUzdyudmGt/hlqL9D1Unecf0TkfUmx8ky8fU9E9hQLlF0nIgtEJJj1CbD5Piul5j7E\nMn/uDGVmJbM9FwqNxS5aPmciFarU+DWWn7fAv05E9pO4QGc/3ID/Umzgq+tWLtFlP04CjXkqqWXp\nFSu/k2jf4qCofpRhtAFiR1x0XxVgPaby3TTxxRtz3c+zgcOQNC/gfOLsQU8fhQXGRzEi6IvT7vu4\nHvbCPgQjoSpTUIkvDRsQnIaFlH/kVFJtsIp7uViltyXAOEeUnQUMU9WVjrA6FasEt8HllHUBhkQj\n4WXuPK7EbIBDYHOVuouALFeFKVV0w74PP/ItOw+bnHrdW+ALNx8aF25+hDuv/s6O5C2vgxFbo1U1\nPky/DUbS9Etg2zsQU4B9pAXVBv1ojCnbnnGh8R6WA1Tfu1EzjLSa/O1rdy6FhFbP6pjyYSGmfkgI\np1a7B1NjJcq8AkBVJ2Jk4izsnkp3q07AAtGjTsmRC6QyOEyFUGwoWwYZH48p9RJdsznY33g/Vf0l\n7t9i33n8rarvqOplmBLt6hT6EaAUoFZR7jmMhL5GRC5MRfnkSKVBWK7SUZjFbPcSHP9X7G8+FbhL\nRK6VclJ1zg+fqmkBkCnbUIUuQduqFjbvWQX7ilXjLJNwExN9sc/+nU6BWtw25qvqyMCyVz4RkFIB\nyjM8RUki+x4kzpXyXkLLvFLKQzQSXokRU/nAI6UYTFxuIMkDWkVELsGqFt7j1t0L9BaRbm73WzBb\nSVdsUHYJ9nKPiHTFBgRXYcTT2fisCRrLz1ON5QKHuheuoVg2yEmYEqExW4fzHoAN2Dphg8RTsBnp\nkuAtwLPQdMXCbvcsYVsBtgNEZB8ReccRpetEZKZYuXZv/TkiEnXrS5MU2dacIgCc1akPRlLcXNy8\nvVBmVsPl86bU2pjzD3m56x9NsllhfW3h/gmgf84YG9u4dhUUqKQGRyPhhcXpUyFI3A/hYIRzEYp1\n7tsb7pnTDpHJVevUbY1VmTsV+HrjmpVtsYDzlsDqU+58cx1QP5af6wWcf4NZo/bEnlvnAH9MfOmW\n77Dn3JeY2vgMjLzKwcidr93A36+SOggL6H7fqR3Ox76PBrqudgf+xAK4wYij9VjWESLSEiN1+vus\nnVdggw8vjyqV69EYI84GeIrSUGbW3u7cBkcj4aW+zROFm1fE1EazsUB3P67FSJjX/Qudbe8aEtv2\nKmKKjYUYuRuPypg9dqiqTvWvcIqqSbH83D6rfptT8au+PaZi2VNbnTZmKawCPIZd90QQbPC5EXjM\nn5Pl6+8xYhXt2gGPYmRUJQqqQ84HuolIMxE5FqtgmErOV6LPTfyyjcBbItJCLKz8Wazq4bL4HVV1\nLfZM6utsXo1F5EgRudH7XheRB0XkTLGqf4dg93xpVLkMkCIcifAGprC7BLgqFWLK7TsZq+hXCwtA\nT6miX1wb64AnMTVQCHhCSl7BbafBPcvux57Zd4nIGaXc/myMwFuDVUE8qYhddhqczfNJzIp90U7u\nToAdjICUClCe4dn3iqOUWoMNTMoNKQUQjYRXYGSLYMRUsWeWyjm2CmhV1ZfdS8kDwB2q+qmq/qaq\nQzCbhD8Qdb6qfqOqv7v/P/StWwJ8rqp/qOpUVe3vP3DuujV/YZaOdtgA4yJVnaGqU7BQxjZu0OVB\ngO6qOlcthPYdbCBVLIhVTjkd6KGqU1T1O0xtkMiWGmAnwClGJmADrhD2InUHVp3MQzUsz6YnpUQk\nlTbc8+UZ4DigYzF3f2rxtKhkVKyyaePqFW8l2aawgcrF2ASCbspZrUtmjRdi+ZpeoRINWnX8K71i\n5XcLO7iIpKU6ECqkHycCnUohkLy00RjYr8Ex4UWYYmURsPfCCYNmYffaZgtfpRp1QsBvn2eeWwmz\nxA3D7HGzO/QevgEjlYasWbLgJNfWIOz5UgVTO5yC5RL5VVIf+1RSfwBfOGVoRyw7ao0jWVsCb6tq\nXigz6wDXpwHRSHidWJbJVRjZPxFARA7DKvq9kapd2f2Nr3T98NvSrsC+8z/2FvjCzV93FW09dHXn\n+KLfLigiJ2DKnZcdIeK141XoS2bb646Flz8VTwI5wqoB9p6S8HNx+AX3DE9Ly6g6pf9dp69f9dfD\n2ORTwk2BJxMROD7shU1gPKSqq5Nsk42RmkOxe6MZcLuzQ4Fdy9pYXtBbGHEUf8xEn5FUls3H7rkR\nmG10BnZtE0JVI0AmNqEzB8s+6wT86jbZBDyC5WSNB/IIBrE7HE6N8zHwIkYM3iYp5hep6i/Y9+Xf\nGKF0QgmPPwKzwVXH7HzlLl/MPT/6YErSq0WkezG+11JpfzlGAk7Eqtx1F5EyyQGo5eANAM4XkcN3\ndn8C7DiUyRsyQIBUEI2EN2EvJokypUiwnGgkHHPryxUpBRCNhJdjxFQFzMpXeyd3aUdiq4BWEdlN\nRKpiyqT+smUg6v9REIj6JnCkiPwkIs+KhcV6+BgjeX4Vkf+JyNnxkuFNa1f9CRwiaWkHA7+r6p/e\nOmdx+AcbIHpYqFtWkVpC4mDbotAMyFVfJSdnD/kn+S4BdjDuxgJ8e6jqNEeKjnHWAgBU9V1VfQi7\nf1N+yRSR+s76+beIrBWRbyUuAFQKsYmKSEhEvhKRVU6lNcwv3ffZ2c4RkbGjenUeO/7xS45YPm/K\nf0OZWY3cNt3d/h3EbLFrRGSkiOzttbN+9YpOqxbOZkP2io3AGomzzxaGUGZWTUypkw7oz+MGpK9f\nuaQ2kKGqe/ww+NmWo3p1/sQpIbx+e306Q0R+wPJ1Goihl4j8LmbF/U5EQgkOe7CITBCz8n4vIidj\niqIfXfuHisgId65/icjb4tlLhNYIpRZImwJOA1Y1DV25L/C76+cf86JvHIjlI1YEqu534jlTMNIp\nS2OxMzArSD72XBqCKTezc/7+cxxmq5sGLMYURuOxQeF5wGRnpbsAI1ZHi8jBGOk0QFVjGImYAwx1\ng6bLMQvWREfiXOn66hEdYYwke1VV1Q1Yr8Wud7xaqTAcgynqXnfWIUKZWS0w8unNaCS8wS3zh5t/\n6e0slml1Hkam/e5bXt31ZzKmVPCjjTtuomp7h2PEzlv+9ny40rV5pk8dhqqeo6pXhDKzWu19yInH\nn3DjCz1UY9VUtaWqfq6q6arq9XsdlvX1ppuUQFXfUtX44PEfsED7vv5nTwL87Po0FGikqk1VdXMQ\nv6rOVNVjgSMxZcX3qtpYVZ/zbZOuqkN9v//mls3yLfvCLdtsj3TLX1HVfVW1mqpe6CfPVPVyVe0S\nt/3zqtpcVSural1V7aQu4F1VH1bVQ1W1uqruqapd1Cq0BdgJUNWRmMLlZOAeSbEynpp97W7gW7ff\neSUhY9QqQd6KvSve694Ry3S4dzwcwfY65gjoSjEIvhTb34gVN3kdy/zrJSlGS+wEfIz9Le90k38B\n/gUISKkA5R1riFNKObJqI8lzo1YXsq5Mw9kT7sVmtx8OZWaVO3KtJNCtA1pvwgY1XjBkD7YMRD0U\nm/nGvcw3wqwNlYGPROQjt+4PzNJ3HTYAeAH40k9MrVv51xKgctXd903VNpkb9/vmENoAuxzOAKY6\nonSpiEwXq2i1TXAvil9iCsHOwGGY3cZ/Hx1I4TbRatgL6FGYciWfghBqPx7CyjEfvmndmsmzB/U9\nSmP5PUOZWZXc+qrYbPYlmG21ITajSygzq9mPw1+smrdpPRqL3UFi+2xhOB0jLDRv43pdMc9zOEmN\n+i1Pn79ns2NPw7J3hsaRxVUx5dmVmHpxGTYguQ2rgnYYpqYZmsAW8gQ2eDoCmzUetoQlzYCfRKQW\nRh5Oc9cthBHKHzpr300Y+bPdIZaP0qZClRoT0zIqHIep7U7IXbdmLKgXcB4CpjcNXdkSWD/pldt+\nwggkTyX1V+tbX52LqTyzJjx79WHYs3Agppip7X5ujalsPgxlZu1DgUpqE5b3tRCYICINsHvpQzX7\n2UnYffiGUx4dg137/tFION9dz4uAqI8sCWMKopf8aqUirkUGpuKZgf1tCGVmpWMZQnPZsnLfWdjn\n5mUv3NwNcq/H7qV4m93lmIVti/74qu19EY2EJ8X1pxp2v83CCJ74/h6LfS77JyKsnAX/NmwgPiTJ\nOdfFPnff4lOBJdiuFabY/cApc5NtJxhZdxjwiPvui9+mTnpGxkiMZBwBzEvPyBgpIv+mCbAAJYSq\nfoWp247AgrVTUnU70vYJLArhMqxiXLHzoZzq8jFM1RjG8qrKXQ6rqn6KXY+TMOKoSim2rao6GLML\nNsWskw1Kq/3SgnsWe/mqd5SmaixA2UUwUApQ3rGWre17YGRVstDe1ZRDpZSHaCS8BBv41QAeKmk4\ncXmEqk5U1QexmdxczHazGDhAtw5E/c2331pV/VhVr8FUAOd6sy+qulFVs1T1Vmygdjz24g7Aur8X\nrwA27NXs2BimyKjvrROR5ljG1A/b4XR/BDLEZw0UkabueAHKBhpjhOZPWOWul4DnUiRkCsMlwO7A\nWe6e/1VVB6vlcHgo1CaqqoNUdYjbdxZG3B7m7lk/nlTVz1T1ZzQWyV2XXT17yYLGmOUKIAO4RlW/\nU9UZQD/vOLH8/FdX/DydKrXrrtFY/qu6pX322sJO0KlquuMqey2bM5GN2SsBqFKn7uqD2nd7eemc\nb75029TFVD0eMoDrVHWSWrDpBmwA/5j7nM9X1bsxEuNWtsTz7rr8BFyXQUbO0zzdGPsb3ghMV9WI\na2Omu25tb+KmkzAy7MfCzgsAoT5CsapKJUAroMYhZ9/sD6Jm8qt3eGHn84GDMipXj2Lk1OfZi+e3\nwyxaP2BE07Cqdeqd7nYdgamk5rv15wKTMDvc+cA0tXBYTyU1Ssxm1wJTSSlGUC0HPnNEUTfgW1X9\nwVUovRy75p668xL3/7sAjty4GBipZt1JFR0xoqm/jzg6HSNIX/XIJxdufiEWbu5XzbRx5/Gy+lRL\nYtbDDhip5lUE9O7N6zFL2CsJ+nMNdi88E0+siQWm34IpkkbG7+iuU09s4uyZuKqAXhsVsYzEbKyi\nX0Lyzg0m/4sRV++JFeJYIyLZ4lMOi6mHc7AssRd06yB3ANLS0wdUrlq1/S1P9uOVcVO45cl+VK5a\ntX1aevp7ibYPECAeqjoNmwDcH3jEEdOp7KeqOgCb8DgJeDjVfRO0MwyzqtUGno1XGJcHOILPI44e\nLW1i2E3W3o49455yRHqZglrlvKewieauO7k7AXYAAlIqQHnHVkoph2ySk1LZlGNSCiAaCS/GiKna\nGDGV6BrsMpCCgNaW7kX8XCwXZQ4u5FxEbhKRg5z95j8icqvb9zaxyjBNxXKazgeWqOo/zgp0hYgc\nIlZBqhummCogtGL5MeDHg9p3V8wSMkAsdPUYLHdjnPuCL1Wo6jxM7fE/d/4tsYpKqQTPBtgxSMMG\n8xE168ur2N+oUELGDxF5yTd49OwuhwPfafJsGCjCJioiB4rIe2JVG1djWSyKDeT9+D6uDVn6wzef\nAaHdD2x5ELBOt6yOtvk4f83+6jjNz2P9yiUVZWv77P5FnHpTTNWTFsvLZdG3w9FYngLUb9lhYUbF\nKu/D5hfTn9jSIrtJLbzVO9camOIq3n41IW4/MCIG13Z+feov/JEfqwG/YNe9bdy5zAU0Rqw1dv3m\nFXFeYAOiba0Edhowf6+Djz8CK5PdGpi07u8/T8ZsDUcDK07p+XZloNbfP383FlNEfYYRLZv2an7C\neExpN3ZUr857YcTMQMzytg+mwDkWq8z0YSgzqx5G4HwyqlfnXIyE+hmYLBZ2fgLwnlq58Y5YntKb\nrr8dXZv9o5Gwuufp6Vg4uncfX44p9grNCfPD/W0vBkZ596GbiLkUGBONhP1Vlq5k63DzGm75V+qz\nQjvi50bsme7PqAJTHR5LYtveCdjkxctqOS3+dYIN9HKxKnaJyKRLsHv/ifi2fW1cD+wLPKoJMrfE\nLLt3YoP/5VimlWJh84djShW/cvgy7LMxQFVHJ2jvFBGJxfLzT7+q16PpJ5/RhT3q1efkM7rQI/JI\neiw//3T39y8Urp18iSs9r6oPqupRyfYLsGtBLdbgbmxi5XGxqpCp7vsF9m67D0aWxH9fpdrOPGxC\nYg6mNrq8HNr5ZlFArj3pnxAtpfaXAHdiEwn3SYoVFHck3ETYx8ClYlbyYiPZcylA2UNASgUo71hL\nYvJpDYXb98o1KQUQjYR/x15K9wR6hzKzyqo3vDSQjWUVZGED1N5YQGtULZi8BzbgmYVlpHSnIBB1\nDTYzPQWbvW6IWSvA8pmuAr7GBnptgc5uIAwFYa3fA80rVqt1NqYi+ALLTPkZm5kvLcQPYv6DKcHG\nY5WsXmHr4NkAOw9LMNLCj7lsTfwUhggFg8cj3LL1KexXlE10OPYy2wOzVR2Dqavisz787SjAwgmD\npgNf1W50SDuQ+CpeCkgoM+ukP6eP9l7yLyeJfbYQXIoLOF/x83TNWbZIvePXrHfgQBe+ngypXJ+U\nUIMaNXLIWYOSi01wDMXIG//5HPQgD24CfkXZUGiDQlXMIhd/X6QMp+I8unajQ2djmXk/AQ1//3aE\nF3A+HiNOPkvPqNgJmDnt7cjBmA3tc4wMGnXEhfceg90Dn2IqqSWYZfE87Hn3M6aM+t4NJC/AnolR\n7F5sToFK6jIsK2qcs+VcCIxR1d/dpMhFGEm00A1srsKeXVnunJpjZM6bahWWUsUFmDLOX6XvEkw9\n9ra3IJSZdQSmnI0PN++O5TC+FtfuRdjERr84215tTAn1ZQLbXh2MyPoG+xvE4xzs3nla4/KUXNtH\nYzP+b0Uj4WT3RwgjJPtp8nyoVphitiYWbL4ejGSNVwxjn/lLsPsiWSECcJ+95kdvKZg4pNVx3o8H\nFrKvhwlAvUTnHuDfBUcg98Q+u0+IyL7F2PdHjNxdj5ExLYvYJVk7azB7+uuYSvARESlX1avddfwv\nlp/7hFPLl2b767FogHex58S9pWkXLCW8hymUe7pJhuJii+eSm4xeVcQ+AXYCAlIqQHlHSe17uwRj\n7kql34fNKj0Yyswqa18mpQJV/VFVO6qFnVZV1YN1y4DWD1T1KFWtoqp7qOqpar58VPU1t66mqtZW\n1Q6efUGtYt/xbnlNVT1RVcf72vVCXr8Hqra5a0AltaDamqq6m6pe5J8tTzQjrKrPqmpjUoCqtlXV\n232/L1PVM90576+qAzQueDbATsUETPXgR1N8Srs4bKWcUNUVcYNIMHL1CClhwKcbPDfBBqzj1Kxq\niSp2Js700RjACxrL35hWoWJlZznaAutW/vXG2uWLSEuvsAloHD8Y1i1Dh7c4TigzqyqmdkzXWIzf\nJw8nP3eDSnoFBZgz9PklvnOp7c4labl3N/j4EyMl/DgxwX6bR9kikr6EJY1qU9sjCKZjGVW/xZ/P\nHuxxIKlY9+zvL4X1NwW0AWKHdrm9GkaC7wMsmzv8pX2x769qQHqL83rOA5rF8vOysAyVbzBSpHpa\nRsVh2EBsyqhenfOxazEYsz43xmafj8LIBk8ldSpbqqR+BKY5m9sRwDtqYefnYvl8HlF0Pkb8eAoo\nzwL9mqrmieWBXYtZB7dS6iSDiOzjzutjb6LAhfB3At6PRsL/uGUVXPvx4eYHYyTPW2qByt7yAzCS\n7gNVXewt91XbyyfOtueItpvcuhfiVVAiciCmtB2kZvvcAi5H6nZgKomz3XBqpGuAEao6rpBLcyb2\nd37cqR0Swg3Ae2FVG5PaAP2YM3XyFr//MGUzL/dzUfuqap4WXiEwwL8I7t7siam7H3efkVT3Xeb2\n/QG4X0Q6l7APqpahdDc2gftsSUmunQV3Le7CSP6HS9uO6K7Rh1ge2OGYQq1eaR5jW6BW2OJJbNLl\n1uKquRI8l4QyWgn5346AlApQ3pGMfCrSvudeQMs9opHwL5jaogHwQCgza1uzTAJsjfnApiUzx7cX\nkY6pWBkC/CvQFzjOWUsPEJGLMWVSP28DEaktVqnrEOxlqJmIHC6+CnYJ8D6wFBgiIieIyP4i0qUY\nuQ+rsIpqV7t+tcWyGeJfxJI+A6ORcM7yHyePcITCxfHrf/82qzEiKBqhEPtskuO0x+xJrFo0J7Z6\n8bwYoFV32ysP0A3/LLtdRNqKyKGYPWw5pvYpDE8Cd4nI+SLSREQew16wn43b7gaxKptNBXlpDWsy\nruZqj+B+AagDfCAiR4tIYxEJVZbKb8eI1Sc1Uqo59h3zZ1EbJoJ74W4naenfVtltr+OxgPPWuevX\njgU9jYKA84l1Dzv5JGDFuEcuzMOCyodihMWkdr0G1cdseYMxciobU8t0xZ5nszAV0k++nz2VVCuM\nCPRIpu6YbXGSIzzPBj5V1b9DmVl1scD/gdFIeKWzxV0JTFXLlwGz9jWiGOHmDv/B7uUhsJk0ugq7\ntsN82yUKN8/ACKZ5mKXRu77pwM0YUTMo7ngnU2Dbi1f7hDDL5HPxSiARqYypGRaSwJroQtk9tUPf\nJDlSNTHb0gLgAhF53v37R0SWi0hvt92p2PNlqarOcNaUjSJyoq+tniLyF/AIRqJlAreLyC8isk6s\nMuW58X2otW+TFa/2vjf2xdCBrFiymC+GDuS1zHvz09LTP1PLG0NEGorIUBFZKVYV9HsROd2tO0Ws\nomdN9/s493vM2We8nxu69bVE5DURWSYiq0VkjCNAA+wi0ILqekswpdJhRezi33c9pnT6FLhGRK4r\nqQXPKUFvwZ59D4hIN4mrtFyW4SZe7gO+w6x27YvYpSTH+BbLZkwH+opImbDcisiv2DtIX0zxfaZ7\nhvVy62MicqWIDBKRHBGZJyJn+Pbf/FwSkVMw5Vwt33Op1844rwBbIyClApR3JFNKZVO4fa8CbHMQ\nbZmBy9XoheW49PJVzgpQChjVq3PNiS/edPj3A/u8QAmrEkkhIbRuWcry9gBlA6o6FbPsXISp6f4P\nuEVVP/Btdib2Ittdm9oAACAASURBVDkMI4XexxQ51xTSbi5G3CzD7E9etkR+iv1SjGRo6fr1FJYd\nsdWmhS3L/vPnv2L5eRuBrqHMrMN928jyed9Kjbr7b4zl5T5B4fbZRMfpAVRUVX6fPJy8jetIq1CJ\nOgce9afb9m6MTJqCzW6foarxNsJ4PIdV6+nj+tHB7bcgrh93u38zFD1+E5tCIQ2Ng80z+ydi70ZR\n187TDWiQlmavS6mQUgcDc9ESz8Q2BvZrdFLXZdjESg5Qaeob96zFFFK/AQ1q1N3/C8zCNzI/d0MY\ny8Sqgk1ODMXuywVjHz5/EZY1NQyzAh6KqaQOc339sEPv4XUxldRAp5K6BFMdzcJImibA2+6+uhgL\n6R7o+tsd+0711D9nY6q818CIB0x1NcojNlKBG7wej9n9vHDy4zGF0GvRSDgPNiuQEoWbn4XZaF9w\n6i7/8v0xcmnzPRVn25sY15d6GNEWVdUpCbp7tTvnPknu00uwypRPJCC7EJE0jLSqgFUP8+ySuRhB\neDNGKt2DqbXW47Lg1DJ4+gLvikgNETkSs7ePxix+vbGMqktdP5u77d8RkZMA6h568v6IpDU5vccr\nG9bljHqu501cc2ornut5ExvWrRsdy8/3k9IvYhbg1ti9dBf2HubBf9+fgxUpqIuRhoMwW+tSt/4T\nd91CmGpvOjBGghLwuxR8hMpPWFW+lEO11Sov98eI2BCmmipRVIUjkx/EbL/nAQ85kr1cwD0HH8VI\n9ptlO2RAqVULvR37nD7gJsPKxAS+e/YOwSYr4sc4vbDqjYdh7+gD4p4j3nPpGyxrLBvLRKyHqyYc\nYOcjIKUClHesBaonUD0VlSkFu0CulB/RSPgnLPT7IOC+UGZWfHZMgBIiLT19QH7O3/tvY1WiZCG0\n3rISKSsC7Fyo6ghVbeEsloeo6utx699S1TRVTY/717uIdn9X1fOdtbSGqh7rSLCUbKKqOlZVD3X9\nOlJVv3LHHerW/+Z+n+XbZ7Vb9qXX9/b3D6mJ5Q/dEcrMqgXMbXj8Wes25aym2h77Pue2K8w+u8Vx\nQplZjTGig7VLF+rKX2cpqlptz4YbKlatMdx15WtVPcy1d4L6Qs3d9dxqIOEsCJmq2lBVK7v+jPat\n9/rxoaoe59o+zDtX33YLVLWrqu6uqtVV9ZD5zH8JU9z8VdjfDCEds++lQl4lw2nAygNOubAhNjA4\nCpi+5q9fT8D+Dq2Axcdd+0w9IG3WJ31mYeSjp5L65bReg9Ziz5TBeRvXdcZeyEdgA7HfsbD3CzAi\naypmv1uNDXaOx4ixdzGF22XATFWdKVZkogPwoarmhDKzDsbIibejkfBGEdndHWOYFtjiurvjb85/\nKgpuENQDG8R+BeC+z64EpkUj4am+zXtg9iB/uPleGHk2VH1V/hy5dAmm8tpMkPlsezG2tu2lAbdh\nKrL4XCpEpDVGIL/iO+fNCGVmHYVdk3eikXAyS+cl2PfAE6rqZan9rqq3q1WBfB8roNAT+5vFE1sR\nYKXb5h3s71sLeBz7XrkHuEJVx6jqQlV9G7NeXhPKzGq0V/MTuqHoTyNfeyo/L68jRkJ2Aprk5+V1\n1IKMRTDSc4KqznFtjVDVrxOdlKr+o2ZBX+bO8VTgTFXd6K7b0cD5apU9F6hqT+w+DCpt7WJQq5Da\nG6sUea9T7xZn/yhGPBwI9JES2svc98THFISpPyemZC4XcAT7y9jn/BLg+tJWfKkVV8jESOPLgTtF\npKxMdL+FTXjthZH4Ht5Q1Y/c8/5eTKxwTPzOahN+q+1HXe6eT0HxoDKCgJQKUN6xFpOaxque1gAV\nkxAzuyQpBeBeentjs6H3uqyNANsAEWliVYkeSStpVSJIHEIb9y9WdCsBAuxYOKtR3w3ZKypPev66\nqcBPiyZ+Wi1v/VoWT/z0sOKoBR28gHMWfZtF7vq1pGVU1AatTp+3+LsxX1KIpXCnQZmAckcK6qdG\n2HdRifKkRKQC0KZyzT2mpGVUOBJTKjVd/N2YGdgz/WvgBERGSlp6R+Drv2aNPxkjKX7FyKkh6RkV\nzwZWzPjgkalYJtMoTJHSClM4NcMUR55Kqi2WJZWHDXRmqOoPmBKrAQWEUnfMSjnCETlXYnazcb71\nG7EZa8RCedtjWVTFCb9uixFj/VU32/3OcefwqreRL9y8vxdu7gita9012Wylc8tvxOyA/tB0sBL0\nxwIvJlAydcGu19NuYL0ZYlXFbsT+LmPiTyKUmbU7ZoeZRoGybAs41cj5mBJtlm/VJN82FTArZk3M\nkrcF3EDrUizrqzamrntZzT55IFAVGC1bVpXsJmkZTYAHYnmbVoFq9uJ5+a69+ao6UhMr254DIiLy\ntYg8kIodS0Q6YgqP87VAudgCew6sjOtXI0zRF2AXg7tPn8A+K7eJyJnF3H8WpvhNw3KPDt2GvszG\nFIi/ApkicrEjoMs8HLH2EaYm7oDZ50uVNFJTqL2NEdvHYiHrexWx23aHmhL1CWzcd6xPxfW9b5t1\n2PN/p/c3QPFQLj6AAQIUAq+KT7yFz3uxTKSWKmxduUc0Ev4em+U4DLgnUUhxgGLhANjmqkQBApRb\nRCPhld++cOO+suKPA97FwnjeBapD+wyrjJMS0tLTX/k889z7P3+oa+XPM8+tuHjqZ5XRWLVYfm7N\n3ycP37Thn2XrKd8BpA0xy1WRodBJ0Aqo0fzsm2NY/lAtYPWcof32pqBqbOzYq/qsBOplL1kwBrPm\nfYZV3Ft1zFV9PDJp6LI537TFLH9DMPXJcqxy6PmYYsqrxOeppFq7c3jXZbdcAkxU1XlioeHHYuRJ\nLkbkNMUIIXUE1KkYAZXjBnjXYsqezZlORUEsn+kyTC03FzZb9M7DLHqL3bKE4eaY0qsVplzyk0jt\nMCKkn3+5s+1dC3wVjYS/ietLY3cNBnp98a1Lo6BC2FbB5y5H6k4gj+Q5UvVcGxNJTloJZr+ri9l3\nk1WN8jKl9gTGq+oI97v3btQJnzq3dqNDWx1//bNzgfyFEwa+maTNraBmpdofIyoPBaaKyA3Jther\nuvg+0FNVP/etqo6puOIrXTbF8uEC7IJwk2/9MBXOVSJySXHsYU6NeCcFZFK7bejLauB+7DvsQqB3\nebKOquoYbBL6CMyKWJLKdEUd42vMWlwdy5lKOROsFBHDN1mlqn9hz8GGmKUTiq5GHKAcIPiDBSjv\n8LIM4h/Ga5IshwJSapdTSnmIRsIzsBnVI4GeATG1TVgA21aVKECA8gwRabJh/drjX1CVSzDpzCVA\nP0jPg5TVgkdf8djY42/ot+H465/PrXv4qZuQtA2SXmFt45MvmFKp5u6Xq+oXzmJXPkvKK+OAS1A2\nFbltYpwGzNvjwKOOxIiK1rkbcsZpfl4bLKS8A/BVrX2bngr8MunlWxtg2Rpfun1H7Nag2elA7j+/\n/zQGy3f6CnvXOxnLfWqE2aY+7NB7+N5uv4GuQt/FwBS1ao0hbKb5HTdovAJ7Fn7pFMjdgcnRSPh7\nt/4qjIDyLJMdMML+pWKqQM/BJoze9C37D7AB+NC3LFG4eRUsF2qyqvqVRnUwVdfnqjrDW+7UXtdj\ng56X/Z0QC2y/HfiDxMRrV6x4wVOqujbB+ovc+iejkfDq+JVO2XAvZgt8Np7Uwllcgc4YobYQmJdg\nO6+aYF8sk2khRlB6mIOp1/bzVLkdeg//o9UVj11afa/9KgC91i79bU18m4VBVRer6v9UtSuWV3dV\nou2cnXMoVj0xvmLsdBzRlkA1vHKrxgLsMnBKn7ewz/iFWIh5cYipNRiZ9Dlwi1hhjRIpbJ0i6APM\nAtsIs/OVWIG1o+HUkPdgz8Int4eaSVV/xSzMCzHyq/MOzplajp0fsLkoxN5YaH3CZ08R2IQprQKU\nMQSkVIDyDu9lMF4plZSUcgGpOezCpBRANBKehhFTrbA8mOAhXAKo6ry09PTPXu19T35hVYkCBNiF\ncQAYq+HHKQU/pqQWrN2w+UVV69SrkFGpCn/Pn65oLFZ9r/3W7XfiOX2W/zTlj1Lr7c6Esr4kuzkb\n5NF7Nj3mZ2ywvhyo/t27D2ZToCrZa+9DT5oMHB2L5Q9HtTMW3NoKkL0PaT0Wq3Q36ttX7zgSI5UG\nYRa0bMzGdz5WCetr93M2MBJog1Xwe9eplS4ExqoF3x6HWdjedKTIGZiV7g3X/TaYwuVVVY25GfvL\nMBIo5XwtR2Kci2U+LQVwuVWnAG9FI+Ect8wLNx8WF25+KaYM+19c01djiqX+cctPcueWyLZ3qbse\nTzllmL+fTTFe9iP15Z15cLbC84F3o5HwVuvdgO4GbKD1iMtwiUdDEXkLqxj2J3bNn0nQVhqmRFqO\nWf7aA4eJyJ0AjjDrg6kcLsuoVOWAv2Z//dT8MW+HJr1y23ee8owUbbMi0ldEOohII7HqXKeypV3V\n384g7F2rt4js7fsnTuUxEasw2l5E9hOrNPqQlJGqXwG2L1R1IPA8puK7Q4pRWc/ZuF7Act66AP/n\nnlsl7ctMzM73B1Yl8PyyEvBdFNw76H8xoqWPU3iW9jGysUyvYRjxf5OzFe8IjAW6iUhrp9R6E3ue\nT8eejcKW+VKJ4P9bLgSqi1X43d1NZgQoAwhIqQDlHclIqaIsep4VYpdGNBKegnnCjwduC2VmBZ/5\nEiCWn3/xhnXrRhdRlShAgF0VC2BLjxSYD8yhSLVgKDOrPmYPk8XTP9eNa/4mLaOC7nt0hx8qVK42\ntBT7Wl7RBog1P/PGWhhp1BSY/c+iOUdjAefHAr+06PrfZkDOV09dno2RJiMwNc34wy+4+xigat6m\nDUMxcuc7zObQDlOs1MW+Cz7q0Hv4nhRkScUwZc83Lij2DOw79T0Xotsd+E5VZ7iw+/OBEdFIeLEb\nCP4Hs9t5BMxl2Pvlm8W8Bt0wVc/HsFnJdDV2//mtX164+WYFk1MLnQEMcMHa3vLjMGvbK05hgWt7\nN8y293UC296hmMrsHVVdGLeuKjYAnI/LzvIjlJlVB7MXzfDOIwE6YmTOc6r6W5JtPsH+Vq2xv2Vf\nVfWC1pUCm2svrIriZCDTtXcNZm06DEBVI5il/+783E0/zhna76o/pn6Wk714vr/KYKq22XTMfjUH\nu/d+xAi2RO2chFn8FmKDxyXu/wZufSfssfI6Fmr/HmbJWUqAfwVUdRT2jnoiFoCecjaSU1x9it3b\nhwOPi8ge29CXlZhi6iOMlL7fqXLKPNQqx/4X+Bt4bHuEt7tc1NcwVWYb4FHZMdULH8VeN4a5f4Ox\n74Q87N6BLdWhsPXzbPPvqjoRU8Z+iFU4/m/pdzlASRAMUAOUd+RgD5t4UmodJslP5rH+V5BSANFI\neBI2U3oScHOCSoUBioCqrkqhKlGAALskVHVeBnx2A+S/i4URvQvcCPkZkKpasDtQM2/jOhZPH4XG\n8rXqHg3W1T305OeikfDG7XoCiSA0R6i6w4+bAG5G/rT0ipWnVapRpxUwBWix5PsvvYDzScDRGZWq\njpK0tPbAmI1rVp6O2eVqA7unV6wyDLO0TRj7UNd9sKDwgVhFvjwgCyOTlgPj3c9rsLyndpiq6j0R\nqY6RICMdudMeq1L1puvuxdh3rkfInId9/77hzuUgzPo3QFX/KcY1OAAjyQb4lEPtMBXeK9FIOAZb\nhJu/7gs3T8OIkd+wQYvXZjXgOnc9N1eIK8K2VxWzqszBsrjicS022dXHqTU2w0363IllPz2VJEeq\nKWY5GaZxlR99SMNC68cDe6hVtOzlrVTVxqr6vLtvNgBRIKKucp+qDlarLukP/32+Q+/hD3R4cOhn\nbe/94MxNOatPdHkxxNtmRaSJiHRMZMtV1ZtVtYlaVc+6qnq59z0Y345uXXXU+32RW5+jqreqagO1\nipmNVPUyTVDFMMCuC1WdADyI5aD2dp/b4uw/BSMWagBPp2onT9JWvqq+S0El6+dcnl6Zh3ve3oNV\nbX1AROLFzaV1nLHAXcAemAKz6fY4ju94a1T1YrVKxI1U9R216rqZqvoHZkGvKyKn+vapoxbUvtVz\nyS27QVX31BQqIQfYcQhIqQDlGu5FdR1x5JN7GVxDcqVUNv8SUgogGgl/DTyNvfTfGBBTJYMWXpUo\nQIBdFnlwcQ6M7oZJGboBOTA6z0iKQuEy7S4D0v6a/TXr/1lGWnqF2L4tO8yqUKX6iKL2L3UIVYDH\nKAiH3tk4ANiv8ckX/IPZECoAOT8MebYONoGyO7D+hBtfzAdqzBv1xjQsF2oYRjrNPO2+j+thSqjB\nGKm0AFOwhTFFy27YxMQnHXoP3x37LhjoVFIXAF85lc25mBrmI6eCuhgLzv4llJnVAJuR/jAaCWeL\nSF0sA2qQqi5zJMk1GDmU8t/V7XclZp2JAoQys6phROYX0UjYCzzPoCDc3CfUoxNGXvWLI4r+A1QB\nXnS2Qw8nYSqklxLkPfXA3hv6alwWloi0wRROL6qF7cbjIkwZ1CdJjlQtbNA4H1MHJbsWDVy/MzVx\nXpWHy4ATgCdVtVC1Yigz6zTsY/teNBIeleTYddLT00diqqURwLz09PSRUvwKmwECFAtqWW/3YV8v\njxQ3cNwpGm/HlC+PiUjrbezPdMw6u9S116U82PnUijhkYgrE/4rIOdvpOPMx8t67Pu23x3FS7MtY\nTEl7vbP4JSTUA5R9BKRUgF0Ba9haKQVGPBWmlCoXstzSQjQS/gLLpGgPXBsQUwECBEgVqroqV3UL\ntWCuaqpqwVOAhrG8XBZNHqaan0fVPeqvr9eiTd9oJFzSUPBtwUFYxkTheUdCTYRizdqXEKcBK/c7\n8Zz9sZyM4/I25HwVy914Mpan0Q4YV7nWHh2AaQu/HtgK+95bitn8PsXsZj+4wPIjMJVUGMhw67ti\nVr4xmEpqLZYlFcJIr/ecFeNMYKibdT8b+w591/XzckxpNdz3ezYFlePauf68rKr5xTj/YzCVRH/f\nfhcAldnSAng2W4eb18HImahaQDtu+aEYgfampyCCrWx7E/ydEJFjse/H/3mZVr51dTF11ThVHR9/\nAqHMrMNdn99zFXC3gLNB9sQIv8fiVVY+XIRd82lqeV4J4QaBXYHXVXVysu1c31pieTlRElgOPaSl\npQ0AQhkZGVSoUIGMjAxisdjpwHIRyRaRuws7ToAA2wL3+b0bI9CfKG5ot3tm3YspS+8SkQu2hUhy\nz43/w4j+y4GIbIcKd6UN92x5BrMhXiEiPbYHoea+++/FvlNuFpFri5MLVsr40D2/vyIg1MstAlIq\nwK6AtSQmpQpTSv1r7Ht+RCPhsRQES14VEFMBAgQoDkqoFrwBqLjsp29Zt2Ixkp4eq39Uh+kVqlSP\nbq9+FoFmmMK2qHD1c7Aw3e0GFxZ7SrU9G8xMS89o4vpUe+ZHj6/Cvtf+BnY7sF33ucBBOSsWj8HI\nn8+w5/if7XoNzsZyhTyV1DJgKkYwjcGUV6cCgzr0Hr4bBRX3wAiqsc4ydQFWmWiQU/WcCwxX1WWO\ndGkFvBmNhHNFpAWm0nlTVTc4299/MFXVD8U4/wysst93GCHn5Y+dCXwcjYRXuGXJws2vcn1+y9dm\nReAmzMYy0lvuvu+uw+yH8ba9Wm6fye6a+delY7a87Pj9XLu13fpZ2EAwEbphKqrHNUl1ORE5ASOl\nblDVpApEd+1vwO6BT5Nt5/p2EKbOmoIpwxJmR4lIk1gsdnooFJLrr7+e6667juuvv54OHTqAEWln\nk+DcAwQoTTi1Zk9s0uAJEWlQxC7x+2/C4ioGYLlQd7jnQUn7k6eqbwK9sWfss9vbrlYacHlb72Cf\n2TMx1VSpB5O76/MC9j0ZwrLsdvjYKi0t7fWKFSvu06VLF2677Ta6dOlChQoV2qelpSWqnBqgjCIg\npQLsCiiMlPrXZ0rFIxoJjwZexEJhLw+IqQABAmwvhDKz9gTaaCwmv30zhFh+LlV3r5+zz+Gn9nGV\nUHcGmgLz0CLDnZthVqbCIalVLkuCVkCNgztfJxjpUR/4+e+fpx+OBZwfA/zQ+OTzjgKWfdPv+t0w\nBdFkjBQampZR4WzgzzG9uyzEgrEHY8RTTfdzVyx/McqWKqlObpsPnBIoBHziMp0uxLKRPnJZSVdi\nJM8ER9JchSnNPBvdJRj55VXkSxWdMPXT6z6LXQ+MjBvs2+5Ktg43b+nO99U4m9sFWEbW83G2vdbY\nNdvCtudUBDe5X/vF7QN2LQ7CcqTW+Vf4cqQUs+3F4vb1yKZzMQJvq2p8bptGmB3ma5IHpCMi+2Lq\nhO+x8Pak93AoM6secD/wK/BkNBIuTL12AECzZs2oU6fO5n+HHHKIt74SkF0eLEwByjecSvEu7B3+\ncRFpUsz9VVU/oKDIz8PFtQMmaHMKpjZcidnVzioPnwVVzcKs6sdhOVPbRfmrqp9hqrJ9gWdcRuAO\ngUeoh8Ph9BYtWlCrVi1atGhBp06d0mOx2OmBla/8ICClAuwKSEY+FWbfywYqhTKzUq70sSshGgmP\nxMpmnwN0C4ipAAECbCdcAdRYuXC2rv3rF5W09Fj9o9pPrVC1xudF7rk9YARSU4oim4QMzKpYuMXP\ncAFCnxL2qB2SNr/O/i2OBL4FWi6bO2k6FnA+DWhRtU69L4CTNJY/QmP5YWAiNtha37L7Q99j2Vif\nxvI2nYWRT+OwMulfYSqi9sDgDr2H18RUVp5KqiswxuUjXYxN1gwXkXpYhbhP1CrWtQX2B/o7pU0H\noBFmc1NXgjwMvJdMBZQIzgpzEWa9WwgQysw6GsvL6u9ZO124eWu2DDevhKmeZuArDCki+2ME0Id+\n+5urGngdZtvbHHrucBpW3bCfxoWzOxvgBe7cEt0L52PWwz7RSHirYHcRqQ/cCkwgcXA6rsJXBKtM\n92wyosltdz9uYKyqeSLSVURmicg6EVkhIqNEpErb//tot9mDnx029tELzx7Vq/NNo3p1niQiIV9b\np4hIzFdd7HeAvn378s8/dhozZsygX79+3i7PYaHqDdz+V4jIbBHZICKLReQ5X9u1ROQ1EVkmIqtF\nZIxTdwUIkBLcc+QeYDFGKhW7mpxakP89wN5YAHqjbezTcsxemIUR5/dsL5KnNKGq32DPlwMwQm27\nVMxT1TkYsb4KU7mdsj2OkwAHAOy3335bLGzUqJH344E7qB8BthEBKRVgV0BJ7XvwL1VLAUQj4WFA\nf6x60kU7uTsBAgTYxeBUJJeratqvX30i+XmbqFqnXs4+R7R9vAjVxvbEXthzvygFVCOgIqmRUs2x\niY5iweVdtKx7aOvfXZ/ygNzZg/vWxL6j9gRWH3vtMzUBJr1861JsJjqK5SWN2v2AI0LA2hnvP/wt\npnQajhEse2KKm3OAjVjOxnkUqKTOAKpiWRyNsBLfH6jqRiyjaRUwNJSZVRmznn0ZjYR/cja9bsDn\nqjrfqQWuxWyHXtZUqrgAy7waAJuDzHtgNriJvmWJws0vAOoAL3kkjlNw3eT68kncsZLZ9vYCrnbn\nMyluXXXgDqwS31bqpVBmVguMzHs/GgnPil/vguLvxVRfCckmZ1+8C1O/PeyCireCs97chwWgP6Cq\nOU7d9h7wGqbqOwUY1PC4MyvPH/3WkKWzvzysYtWat2CkWRQYGqdg8K5bRewdYAXA3LlzWb16NYsW\nLSI3NxfsXugGHAIsE5HrgH7uWh6CEZLzfO1+guWUhYCjMFvmmG1VqwT4d8GpHyPY5+8BETm+BG3M\nwwLQ1wJPikirbexTnqq+BjwMtMDsfGWe9HCW6p7YWKlPcW2RxTjOCoy4mwDc6cjr7c01LAD47bff\ntli4cOFC78dCi0AEKDsISKkAuwKSKaWKsu/Bv5iUAohGwkOwLI6LQplZ5+/s/gQIEGCXwgnA/muW\nLGD173NVJF3rH9lucsWqNcfvxD55eSBFkVLNMJJoQaFbCWlu27kl6EsbINa041V1sIpsR+RtXPdN\n3oac1sB4oC2SNqZC5WodgC/X/PVrW8yKVQ+oumez48ZiqqURy+ZObOfazMIUUFMwMqEjMLRD7+HV\nMcXUoFG9OqdjSqqom/2/FPgLGO2sDq2BAS6fpQv2PeplNl2E2fTe9p3DwVi4ecp2TKcg6gx85FMn\nnQHsA7zqyz5KFG7e0PXrI1X909fsmdis+PP+voQys1pjarJEtr3bsHeF/8X1T7DcpirAU/GV+Fxg\n+p2Yje7DBOfnWQL3Ah5R1fVJLsUVGLHzqKouS7SBa+tmd26Zvu3qYXlPg1V1kar+0KH38Neadbr6\n1qWzvzqmYvXdnslZsbi/y4G7G1OV3RrXvBfA3gwj4IhGo/Tt25fp06d723RW1UmunQ2YTedJVe2n\nqgtUdYaq9nN9PRFTup2vqt+59T2xd66uSa5BgAAJ4asmNxFTJhW7ypsjSnpiduhIaVjvHIF9CzYZ\n8aSIhMu6nU9VFwH/xWzQT4jIwdvpOJuAvhhZfhZGKG63gHhVnZeWlvZZVlZW/syZM1m9ejUzZ85k\nxIgR+WlpaZ8VM/8ywE5EQEoF2BWwFhJWSMoGqoUys9ITrPNeTP9VFfgSIRoJf4LNVHcLZWZ12dn9\nCRAgwC6D24CMX78eSH7uBqlce++cfY5s90iysOUdhLrAYrRIZdPBwAKUoqoD7ocRF8UipdwA5rQK\nVWrMrFS9dguM/Ko7e1DfFdhsdjZQ9fDz71oK7LVo0tBvscH+MIx8+ebIi+9rCWT8vWDGKIzQGe36\n3QBT9pwNxNw+52HWvhFu/4rARyLSDFNWDcAypC4HfgPGhjKz6mDkz9BoJLzMza6HMWvcSmdduQL4\nSlW3UgoVgf9gNrRPYTPJcyEwMhoJL3TLtgo395FFf1FQ9c+rjncpMMxfhc9n25uQwLZ3NkYI9Y3P\nisIsfa0xgmu5f4VTAN6BvUMnzJHCCLeTMYVUwip6boB9BpYNlTBryuFCjPzr6z83bJD9OTBbRD4S\nSeuxbuVf/920Lvuo3PVrKq9ftTReuTYBuz/8uA67rx517cUwxVUnTMG1wdl/vD7viRGHY5P09XCM\nxFwpImu8L1yX8gAAIABJREFUf5jycIflzATYdeAI5j6Y2u9mETmnBG1sAB7Bcup6ANfLNlaK82Vf\njcTUnD1FpOq2tLm94Qi6u4CFwEMictx2Oo6q6qdAL4xMf0pE9ititxIjFotdnJubO3rw4MH07duX\nwYMHk5ubOzoWiyUtGBGg7CEgpQLsCliLkU/x93M2VsEjkbXPG5D8q5VSHqKR8AfYbO/locyss3Z2\nfwIECFC+4UiGdutWLpEV86eJSFqs/pHtJlSsVmvCTu2Y8hFwYwpbNiM1697BGJlT3NnYA4D9Gre5\nMAdTZNUC/lg2d2JzjBw4Fpi+9yEnHg/M/3HE/5pj33VrgPoVqtQYjhEa46a9dd/RGBEwBCOffsAs\nbJ2B4R16D69CQZZUBYyMGYEpqS7DBihfAi0xq9dbThnUDbP+fezIoB7AcmCoO4eLMNvZ68U5cRE5\nDAvefdPNquP6EQPe9W26Vbi5O4/mwIuqmuva84iqf4B34g53HfYe8FJcH/ZzxxwSTwg5Fdc1wGhV\nTXS/noeRL32ikfCqBOfX3PV9iMu1SXQNDgauBz5T1ZGJtnHbtcEsgu+o6lf+daoaU9UOmJXzhwpV\nq/ea9PKt9/8x9bOBCZqKRwy7Lq2xAPepmAIOYKHr01IgXuGVTPHloTqWjdUCu0bev6bAkyn0K0CA\nreCeRy9i1S2vEJFuxVUmuc/LG8Cz2HPkQWfR3ZZ+5arq/7BQ9ZZAX5drV2bhClncj2UY3isinbbj\nsWZi9smNmG3whO10nFX5+fkdsRzITkCT/Pz8jqq61fM5QNlFQEoF2BXgVd2JV0utcf9vJRt1Aarr\nCUgpPwZgWRA9QplZ4Z3dmQABApRrXAlU+/WrT8jftEEr1dorp/5R7TJ3skrKoBRuMxNqYplMqeZJ\nLUDZWMxenAasbHBM+EAs0LzV8nlTp7n2ZgFNdj/wqKnAkRtWrxiFWe+imFJp/il3vbsnsHvu+rWf\nYrlRX2NWsSaYSuoM7B3PI6rWYUTUOW75J8ARGAn1NkZQ/AfLbpoaysxq7Po4IBoJ52BqmqOA/qq6\nyZE6Z2CqqRWpnrSP3PoJC2InlJl1IDZIfDcaCa9xyxKFm9fClFxj45RZbd25vOjPZCrEtpeBKZ3+\nZEsSzFt3J6bi2sLS59o8FKs0+GE0Ep6R4PxqY0qEHymwPMZvsweWNfUT8Eqibdx2B2MWoc8ppCKf\nqk7s0Hv4tDY9350Zy9u09ucxb9fGAqJPjNv0RCyfx/tZsDB7jzg7MtkxfMdai5GYpyXZZDqmRsxX\n1V/i/qUcgh8gQDyc+uYdjAQ/H1M7FXscq6pjsKyq/TGiZJ9S6NvX2Gd1A6YKOr0s2/ncZMATWA7g\ndSUh+YpxrL8w2+BUzIJ5yXY81nxVHRlY9sonAlIqwK6AZORTdpLlHlYT2Pc2ww0W38bsFNeGMrNO\n38ldChAgQDmEq+Z57YY1q9KWzvkGEdH6R7b9olL12t/u7L6lBLP2XYTNJBeFgym+da8CcErN+gf9\nmJaesQ/uO2z2oKerYt9L9YAVR1x8Xz1gzYR+11XEFEmzgCOQtE/T0tLPBqaNe/TCBhgJMAgjn35x\n/TkTGNmh9/CKGOEzaFSvzpUwImk49v14GUaeTAVOxayIb3ToPRyMVFwMRB1R0wNTcE32hZsvIUlF\nuULQFmiMkVvq7pWrgUXAZ1BouPnlGJGyWZnlwrN7AONUdZq33Gfb+wYj7Py4GLM4PuVTanm4FLOa\nPRkfOu7a/C+mRHs//sTcderpfn08UcaWCxX/PyAXy5FKSJCKVUC8D/v79EsSkn6MiNzT+JQLrshZ\n/sfNP33W/49Y3qZqGPHUB7hbRM4XkSYi8himWHpWRLpihN9yoIOIHCgiYUzRkAoeAO4QkZvcvkeJ\nyI2wecA/ERgiIu1FZD8ROUFEHhKRo1JsP0CApFDVwVg1yBAWpl1sG55TR96Bhf0/JaVQHVJVl2DP\nh88x5eYdrthBmYR7prwKvIGRfDdvq6WxkGNtwEiwt7EiFfeVdatjgB2PgJQKsCvAU0rFk08eWVVY\nBb5AKeWDI6b6Y4OWG0KZWe2K2CVAgAAB4tEK2O+3iZ+StyGHSjV2z9m3ZejBMqGSShVKTpF5UsLu\nmDppTqHbbY1WQI2mHa+qACwDmuZtXD81d1328ZiN7qT0SlXHpmdUPE1jsWj+xvUdgUkYkbCyTc93\nsoHGsfy8IcC5GFkkmFroE8y+UAnLT/FUUlluW8UIrBOwrI+3MNvWpcDXrlrV0Zj96nVXJfEMjCh7\n1Q1kTgIOxbKQihNuXhkjwr5WVY/IOxkj9l71VWT0ws1f8YWbH4apc95Q1dW+Zq/GrGivxR3uWndN\nXvLfd0591BV4X1V/ievf4e4avaOqW1RscuTZHVgw+JNJcqS6u3N5PJFtxBdY3hB4KO48/NtVx+w1\na7GQ9GTXODujcrVOv3+b9eI3L9zQZtGkoW2A21U1ig3an8LIqVlYIP4ZmI2uO2aJPAuzqc7EBtP/\nl+Q4W0BV38YC06/DiMOhbFl2vRN2H7+OqcHec+e8NJX2AwQoCqo6GngMOB4jOIpN/jgS6U6sOltv\nEelQCv3apKovYFbVYzE733bLUtpWOPXZIOxZcSolvJbFONbHWHD9oRgZWH97HCtA+URASgXYFeCR\nUvHe8GRklYdsAlJqK7gX+P9hs9Y3hzKzTt3JXQoQIED5wj15G9dl/PndGBDReke0HTf+iW7Ti96t\n3GE1cA82qC8O2kl6xoLaDZsfhg3q95s7/MXl2HfYBqDC0d0z1wNVp73TaxGwLzAOGzRkVaxW60xg\n4eeZ58YwMmAQRrQswVRP5wCjO/QeLpjtb/CoXp2rYta/TzGSqhsw3SkGzgBqA287ldIV7pymOsvc\nhcBIVf1NRKpgKqpvVPW7Yp73Odj38RsAocysypj6aWI0Ep7plu2BzaQP8wLPnbLsBkwBNtprTESO\nwQiy/6nq5uB6Z9trjRFS//i2r4yF7/+ELyTdrauJKYVmYmRePLpipN9T0Uh4KxuaiLTGyLTXVTUZ\nSXkOFiL+TDwh5msnA7unagIPquqaRNsBdOg9fH3bez9c3PbeD59q/8Cn1VT1YFV9CTYPADNVtaGq\nVlbVo7Dssuuwe+B9VZ2oqkeoajVVbaOqg1Q1Xa1KF6r6lqrWSXRsVX1VVZu7tvdV1Vt963JU9VZV\nbeDWN1LVy1R1cbJzCRCguFAL4H8AK1bQuyT5UC5f6UHMGn2TiFxREktggna/xJ41+cDTIlKmJ3hV\ndTwF1/IR99zfXseaQoEq8ykROXp7HStA+UJASgXYFZCQlIpGwnnYy3dh9r2AlEoAR0y9CIwBbgtl\nZp20k7sUIECAcoBQZlZ1oP2ib7Mkd102larXzmlw9Om9dna/tguUPJTZKDmp7uIyh1ruc3jbpZia\nqQqwbMnMcQdgipbjgEm19m16MjBl5YIZJ2EZPg0BPfzCe2dhSqbBGsvv4tYtwxQDAzFFTHVMMXUe\nlp04HCNVcjG7XVugPvC2K9V9Hha4vQSzxNQH+rvvgW5sGUB+oWu/f3EulYjsjqmQPlXVZW7xeRj5\n4m/rStdnvz2uC2ZRfMGzsTnrx/VYHteX3obOYnctiW17V2Lk29Oq6qmy/AqmCm7dFoq+UGbWIZiS\n7ONoJLwVEeeqEt7i+jEsyfm3xDK7PtK4wPK4flyP5Yo9oqp/JtrO9WkPbDC9DHg4GgnnJtvWtX0c\npm4ag7NOFrJtExHpKCIHFdZmgAA7Gy5I+/8w4v5REUlIohbRRh7wMjYZezamFqpSCn37A1NXfgHc\nIiK3ikilbW13e0FVZ2B5eHsCTzoL8fY61mJMpfYD0EtEupblDK4AOwYBKRVgV8BGbAYw0SzJGgq3\n7wWZUkngBiT9gPHAnaHMrO1SNSNAgAC7FK6K5eVWWTRpuALUPeyU0V/06T6rqJ3+RWgDxA5qf9me\n2Av5kX///N10jIiYCzRocEynucD+S2aOm4wRUMMxldPYvZuf0B5YOf6Jbr9h1Z4GYoTTKiw4vAsw\nrkPv4TGMoBo0qlfn6kBHTFGVi2Uqfa2qCzBiKB14P5SZVc2t+zwaCf8qIo1dG++p6hpHvpyFESse\nsZQqumEqsE8AQplZe2PKocHRSHipW+YPN8+BzdlKFwCDVfU3X3vdseImL8QRLNdi77bxtr2jsSp1\n/R355sfpmNXm2fgw7lBmVk3M2jaXLasAeu1WwULLlwPPJ8l+qk9B0O+78et96IIp257XuIqAcX2q\nDvTGVBgPeEHwyeBsiXdhWU8J++i2q5Oenj4SU5KNAOalp6ePdERqgABlEs5yfBc2Af2YiOxdgjZU\nVYdhRO+hwBMislcp9G2jqj4HPIOpOp92z9EyCafgvBObiHiytIlpERknIk+7Y+UAD2EVFbsDPcty\nBheAiNwvIsVVCAdIEQEpFaDcw714riWxIio7yXIIlFJFwuVmPIPNOPcMZWYdu5O7FCBAgDIKl7tz\n858zPk/btHaVVKxWa13DY8P37ex+ASA7/33HzQSfVqnm7nMqVtvtIGAFUGn2kGcqYN9H9YE/m3W6\n9iBgyfcDn26IfbfFgDp7NT9xPGbhG7Zp7aqzMCLkR4zoGuL+r41VavNUUlkYqbMOy/7pCNQB3nWD\nrjOAgS7f6DxMvfWO6+vVwB/ASN/vy0hsbyvsvA/EVfJzAxEwi+Aa19eE4eY+5dAq4ANfe82x3KK3\nVXW5tzyUmXUiRmq9HGfbq4kpoaZhNh1/3xpgQekjVHWyf527n2/HFFRP+jKvvH0FU0jtDjzsD0YX\nkVNEJF9E6mKVvlYCff6fvfOOkqLauvjvzDBEkSAoKElyUAwIYkQltNKYMOfwKepTn/mpaI8wbUQx\nPX3mLIpgQKGBBhRFELMikgTJWck5zJzvj3OLqenpCQwNA1h7LRYzXdW3blX3VN277977FEIIHYsp\nqT5Q1S+S7eP6VBYLQK8KZCazEia029ztP8EdP1kWFgBpaWn9MjIyOnfv3p3bbruN7t27k5GR0Tkt\nLS0fGbcz4J+wut9nici/t+P9HUQkx33eAf5BUNV55BYZ6FPSHCe1Ygl3AhUxAqlZivr3OWbnE9fu\nbhuLoapLsGu5GLPytUlh82dj90PvWKqq7wKPYAswj3ukoiuSkJOKEPoUY8/JxtzDUOqDtAABUoQ1\nJFdKraZgNdRqoGIoGsvYab3aC+CIqSeB74B7QtFY4P8OECBAMhymOTl1Z339IYDWOuSE+Ji+V21X\nZbqdiMsQHi/lPjQC6jfscOFmYB1w0NbNGyZsWr3saGAc0L58lZpjJC3t2E1rlo8A7YSRKGHgl8Mv\nvPdwIPu3AY/9iGUTDcKq7G3AspbOBb7ukjVkE6Zw+mREZrcqmPrmQ2xCdD7wubNPXIqRXoOcculM\n4CNHdByH5Yu87Owtx2KZSq9o/op1BcIRN/8HzANGAISisdauvTfikbBH5OQLN8eUBYcDL6jqJtde\nWeBmjIyLecfxVdsbjynG/Mf/F1AGeNZPCrm2/oMFcG+r6OfDOZga7cl4JLwsyfYzsev0NEbyPenb\nNg44ELgOI5AeVNWkiiYRaYrZfMYA/ZLt484xze3XBMiKR8KFZjSJyAWYwmsehVT68/qQk5Nzajgc\nTm/dujVVqlShdevWdO3aNT0nJ+fUUrLyHYVZqrYHwYTxHwqn3vwPsBJTTJWIUHKZarcDCzFL4Ikp\n6p/X7njgdhG5yd2Ddju4jL77gIlAREQ6pqjdlb6FCf/r32Bq0vJYOHxr7HmVkr/nnVVVMEBqEZBS\nAfYWrKVg+15hSikILHxFwq0QP46tNPcMRWNHlHKXAgQIsPshunTKt+kbV/1FRoXKG+u1P/3u0u6Q\nD80wxU1poiPIioOO7NwIG+w3mTbs1SXYs2sroEdd9XAZIOfbF2/NwVbrZwCNylaqEsPUQSMX//51\nJ0z59C2WATUEy6KqiVkhziU3S+pCbAFmKEaiVADeE5GDMWXVe07hc4Xb7xM3Uboa+E5Vf3WWimuA\n711I7fbgaMwO85qqZoeisXRMcTUFp4gqINy8EnAtME5Vf/S1dz6WL/XfBNXPddiY9n8JVR5Pwoij\n/yVa89w5HwT08UgvD6ForAVmOfwwHgn/lHhSInIIFtL+kZtQ5YEjgE7FSK0+BeVDiUhNTDkwE7MP\nJp2EOdVWDyw7rE88Ep6abD9fuwdhn5kCjyeeXxI0AqhfP6/ApEGDBt6PjdnFUNVlfvVZgABFQVVX\nYnbaucCDInJ4CdtZhZEyY4G7ROSSVGQeue/zU8B/MdXrE7trBTp3z3gI+By4VUTO29Fr4FdDOiXk\nvSLymoisxp4HE4A/sQp9XjGIX51i6gtfO9eIyGQR2eD+v8G3zVNYnS8iX4rIeuAGEVkvIqGE/pwt\nIqs926CIPCoi00RknYj8KSJZIpK+I+ccoPgISKkAewsKI6UKy5SCwMJXLLjg+Mewh8b9brU7QIAA\nAQhFY+VVtdOML95BVTmg5XFDv37qmhml3S/As+41wbJyCtuvBsKrCClXhYhVkOtQ7eBDZ6Wll6mG\nkQWrFvw8si4WcH60SNrYitVrn6Q5OV9uWrO8E7aifiIwv8Ndb1cDKi+aOGYURkTFMDWUYuHa5wPj\nu2QNWee2DxqR2a06Fmo+ELPldcdsan9jVrGFwMhQNNYMUyW945RL3TEboKceOg97Tr6ynefsVfL7\n2dliwIiaesArPvIoWbj55a7P244pIg0wwm2gVyEOwOUdnkB+214NjKz6UlXzhJ47S8oZwBuqOtu/\nLRSNVcYUF9NIkgHlwpTvxqyG74jIG5hy7RY3GcoWkYeAN4H+qvqziFwhIitEJCwiU92k5yMsw6Ye\ndo0Xi8gz/omfiJQVkSdGRc/5e1TW2c+NfuSixiMyu5X3ba8nIp+JyHIRWSsiE51C6imgE/b9WOD6\n9Lp7T0hEvnb9+VtEBgMNAObMmcPKlSvp1asXkyZN4u233/YO9aiINBGRtiLyg4isEZGhYgH2Xl/e\nEJFPRCRTRJaKyCoReaGkKoVE+567tv8nIh+76/eHiJxeyPsriMgwd67B4uM/BE6Jk4n9fT4gIseV\nsJ0t2N/ROxi5f1cqlE3OsjYCUz2Ww5RBx+9ouzsDriDEc1ie3uXA9ZKC6oQ+3A78gCli/4dTnWIV\nQsdiaqku2EJEdwARuQSrFHgv0BwjIbNE5LKEth9x7bXAnoGDscxEPy7G8go98ns1dp4tMMv3NZjt\nMsAuQEBKBdhbUNJMKQiUUsWGq/DzCK5iRigaO6SUuxQgQIDdAzctnz2x3PplC8koX2lT/WPPvKu0\nO+RDPcwWUDgpZQPcA7Csp1SjLVC5aecrygFzgEOWz/ztZzSnJbYifEDT0NULgRq/f/LUTKAuVkHu\nGEQ+k7T0s4DxEwf2OQoLJh8FdAOGA0dg1rcBmOXMU0ldBCzDLIDnYgP8gWLB10cCb3fJGpKNDbxn\nAV84Iuc84DNVXSgiB2KTgY9UdfF2nnMYm0y8DtvInkuBUfFIeLp7zQs3f8MXbt4My756R1WXudfS\nMNveQlwOlXv/vpg971vy2/ZuddfiRX+nRKQqNtH4yV2nbXCKpNuwyWKfJDlSZYB7sJDxx92k7RaM\nQHwF+/4cg5FkmtB+RXcO57vzOxXLWFnpfr4UI9HO9b3n+YwKlbscdv7dUw674N47tmxY8yqW8dXI\nbf8fUNZdw0OwAPSLsQW5y90+TbDvxy3u90pAX+w7cAq5AdHTY7FY9pQp5rgdPnw4q1evzhGRrzG7\n6XvAo+4cjsfUU1nkRUfs76gDNpHvDjxA6pCJ5Ysdiqn/+rnPMw/ca6Owz6CTsyMF+IfAp/IZB9wt\nIl1K2I6q6gBs3Hs0ZudLSfC/I8NvxUiZu0XkBrd4sVvBXYP3MXLqNKyvqbIdxlT1RVWdqaqPYc/e\nDqr6OvA89sy6HMhxKjgwQuoOVf1UVeeo6iCMfLo+oe2nVHWQ22cxdv86y6eKqow9o7YtPKjqw6r6\nnarOVdUYdp88P0XnGqAIBKRUgL0FBWVKrQEqu4FmIrxBSqCU2g7EI+HNWMWMacADzuYQIECAPQSJ\nCoQdaCdHRM5wv972x/DXRVWp0bRdbOwzPWbtaPspRHMsLLwo5VZzYAlahM1PqINwD8J+he6XF53S\nM8rPrlKnWXMsPLzypM/+m0ZuwPnMeseccSgwZdGE0UcCs7FJ/7rjb3llDXDQ+uWLh2DqnlFYJlM5\nLFfqAuCnLllDVmDkxqARmd1qYCqrD7CFl25YQPlqzHY2FSNSjnPn/ZrLD7wSI3I+cMRODyykexsR\nVBy4Af+FQNxXNe8SjFB7G/KEm0/CqrzirBI3YhaOmK/J0zFy5VmnYPBQkG2vG3AY8LQ/w8RHVuG2\nJdrlzsIIxCfjkXAycvJq149HvUmSIzw2Y5bKLVi21WLy56F45zsRy+tain02F6rqVFUdCozGbD2I\nSD3gyqOvf2phzWbt+tds1u5ZVX0Sm2hf5dqsi1kcJ2MTuhMwkut+zMIE8JeqLlXVNa6/H7vJ2iws\nxH0dUFlVr9yyZcvIeNyy4NesWUN2dvYIVT0TeAYjsbJU9VtVnQC85vXVh03AVao6RVWHYSTSDt9r\nfHhDVQeoVQnriY372iXsUxv7Ps0HziiGdTHAXghnoe2LkZc3i8g5O9DWN5g6sgYWVH5wivq4AXgC\neAFTBD0uVhxht4OqxrGx/1FAVESSzbm2FxMTfl8MeFUPv8XuoftiarIWIlIRsxq/5tSaa0RkDWa1\nTPxMEm3XQzGbvDdmORd7/n7u7SAiF4jIWBFZ5Np9EFvUCrALEJBSAfYWFEZKlcFWyfPA2RQ2E5BS\n2w1HTEWxSV7vUDTWtJS7FCDAXg9JqE7le/0KEdmevKQ8AcIJ5JJ3nJxC/nnZDrWAYaFo7JDVi2bW\nXrtkFmXKVdh88PHdb2X3QjNgNkpR+TTNMbKmKByKqWHyBbYmg1tZb3NQmy7LsUH2fls3b5y8Yfmi\nNsD3wFFV6jb/QSSt9V/Tvh+PkSJxbJIyvGL1WmFg6tinrzkIG6APwciT0UBTjJjojw2yN7rtl2DV\n+UZh5NBGjMA6ARvUv9Ela0gZjIT6IR4JTxCRFpjC5S0Xyt0Oy0R6eXvCzR0uxAiofgChaKwBlon1\nvs9idyZGILzoI5TOwKxkz3uZUWJVAi/DVtW3fT7OtnciFo6+7fsvVlHvSmCwI0/8ON2d01O+lXev\nveZYztRH8Uj4x4T3IRZ4fDrwqr8fPqRhREk6ZvlJxHqnjujmrsVYYKabmHpYgpuUVW94WBegzLhn\nrz9pRGa3R0ZkdlvtJkon4jKggGexIOJx2HemERBR1UVJju+dR2MReU9E5mETP8/mt292dvZpWA6X\nAmdnZ2efpqorXL/ALFH5+urDhAQSaDywj/tMUoFtk1j3HV2d0AfBQv+nY2RfgeHuAfZ+ONL5Jez+\neKV7VpYoF0lVZ2B2s1VYhb+UVKN2SqShWNW/SsDTInJMKtpONVT1e+weVxe7BjV3sMktCb8r+bmJ\nPsAC4GHs/gum7j3M9+8Q7JnsR57ns1vM+JBcC99FWLVT7znTHlNNDcEUVIdjarvdMox+b0RASgXY\nW7COgqvvQeEWvoCUKgEcqZeFrehnhaKxRoW/I0CAADsRxa5SU4wA4bMxwqkWRkwoZvPxXuvu2lnq\nBnrPTo29LKo5VG905JBxz/1rXklPYiehGUWRTUJZbEJfHFKqBTCzGCSXh5OA7IYdLqiNqYKaTx/5\n5mLsmZUDbDziksyqwKoJ/R+pidnRM4Dyrc6+dTJwSPaWTYOwz2U80BKr6PYRppL6rUvWkL+wLKlP\nRmR2q4Upqd7H7GSdMWvfFswK8Z1T1nTDwtFf96miZgCjnD2jB7ba/H0xzxPYFrIdBgao6kqnVL4W\ns94Nhm3h5heSN9y8JjZhGOImgJ6y6UZsgWlbwJHPtvcdVrXOO3YZbOL4F/BWQr8OxhRGn/oyrrz2\nvBypP0ieI1UfU/yMxlbck6E1pqJ6iNyxhx9bRKStuxafYNc66aQsFI3Vrtm07eVIWk6FKjWPJO8E\nrAXOiqeqr2HE5AqgPvZZF5iz5DAEW/2fhdn/jsLIHG/yNdv9P9P3Hu/+siXhtV09jyjOJHYIRty1\n2iU9CrBbw5E+/YBXMeL+xpLmIjk78T3Az8B9YkHZOxyA7tr+E1NxTgB6isi1Jc1j25lQ1WlYpbxy\nmLKrwU46lLcQsgFTfo7ALM6rgCbO8uf/N8f33oLGQ/2AU0WkJTam8d/rjwVmq+qjqvqz+zwapPB8\nAhSBgJQKsLdgDVA2FI0lMtpr3P+FhZ0HmVIlRDwS3oD5u+cDD4aisZRImgMECFAy+MKG7xCRhWJB\nxs+Jr4KM374nIrOwAdwgp4KaqVa2ealaie2/sAnrcu81T2EiIjnpZcufvW7FkhNWzp8CqqxZ+Mdw\nERkjVunmeykiHNm1U1glnQzX/4Vu+ywRKX5VP6EStqpbVJ5UI0xVW1xSakqxDm8Tlo4Vqx84vWyl\nKrUxe9O6+T8OPxBTfbRLL1t+bNmK+564ed2qL3Kyt5yCKT1OA8YedESnk4DFXzx8AcCBmNqpO5Y3\nVRtoiFn0znFteyqphRiBcglmvxvq2twfeMuROhcAw+OR8HxsgN4YeMWpC84DqmMqqe0ty30VlmX1\nmfv9GIywedUVzAALN99I3nDz6zALnH+icBJmG3s+QVF0HaZIej7BtneBuyZ9/YodESmHTaTmkUBW\nOdLsFqwy4eO+PnrvrYSF6i5y/Uh2PfYlV+FV0HctDSO+vsNC0JNC0suUAXpXqdt8AZrD+uWLqiWZ\ngC11fUvHPuNN2Of7BEZ6Qe6kzv+3Xx0jsbZitpU7Sb4wV9JS7Ie5a+3hGGCtqu4qolox0uBt4HOn\n/gsQAFX9FAsu74yFlpcov8kt6DyKqW6uxqyBKSGPnNX4UUzJ3BV4zClFdyuo6gLsfroKy6M7dCcc\nZilmDoKGAAAgAElEQVRGSJ2KPYv6YVULZ2Hq0P+48cUhInKliPgV2kmJQlUdgyk8+2EqVb8idjpQ\nz1n4Grox0lmpP60ABSEgpQLsLVjr/k9US3mrlYWRUoFSagcQj4TXY0GmizFiqn4RbwkQIMDOxcnY\nxPwkTBlzpfuXDG2xAdwVmAqq7fYcqOGJ5581dcgLZcixPOgNK5bciikoj8AmvoWGI0vRlXRuwRQ9\n52KT6UvIVXIUB5uwwXNivkQimrt9C29bqIZdp8nFPH4joP7BHc7PwcihxivmTPpNs7c2xwiSaq3O\nvnU1UP6H1+9Zh4VhLwJq12ze/mvgeM3J/kyzt3bHrFM1MTJqIKY0mnLKfQPmk5slVQdTt72PKWdO\ncD9nuP1HOoLgIuxzf8/ldFwJjFHVyS7T5BzgY1VdWMzztMsj0hoLBH5LVTe7haL/A37yLHG+cPPX\nfeHmR7v3vexsWYhIFYxg+co/eQhFY8eQ3LbXFAul7a+q0xO6djWmGns8IZMKzDJ4NPBUPBL+K+F8\nvAyqqsDDyfKJ3ITMI1qnO9I1jbwTo0oY6TUfI8xykl6/tPT0ygcc3AIoX7Vu81uwv5+3nSKjgYi0\nE5F7ROQ017cvsMnrW9hnfDK53805GElzuojUcORaXUxtVBUjM0/AcncSSahkk7riKELKYnkvLUSk\nK/a3/d9ivC9VEABVvQubeH4hFpwfIACq+gVmAzsayBQXel2CdlRV38ZIrpOxjKWCHBklaXswlmFV\nFXhGRBJz00odqroce25Px57ZxakgqOTea5IR39teUysicTO2ALEAGKRWtfBizHZ8N7aw8yU2fpmV\nrJ0keB9bJMmjiHXX/CnsfvUL0J78hRwC7EQEpFSAvQWeIirxoVDQ6x5WE5BSOww3scjEVscfCkVj\nqcqPCBAgwPZjOXCTqv7hsipiWFWsfFBVL8x5lVNBLdueA5WtvN85y2dOIC2jXDY2EHxcVUc5tUhx\nwpF7kbySznVue11guqp+o6rz3P8fFLuDylaUqei2aqsFoTkwHaWoDBpPeVEspRTQUdLSVh542MkN\nsUFz9SmDn8/BFkTqAFNqtTq+nebkjF/317wO2GD7BGDaERff3xLYMPaZHgswQu4jjJz7BVuAaQZ8\nUKZcxXMxVYynkpqHWdouxwbzn2PqqnJAv1A0dhCmqhkQj4RXYaqoiuSqd651/dvecPM0jICaRm4l\nvLMwwuYV2BZufh15w83LYwHgP2IKMA893P+veC84m92NmNroK9+xy2G2vT8T++0Ir65YFlQexU4o\nGmuGKbs+iUfCyWyK52CTk6eS5TSJyAHYxCyGkYmTsRX+eriJkTu/M91bogVZZ0PRWJkqdZodmlYm\nowLQKx4JL8XIwrcxBdRU4GPMbjcXu4513bH6Y2q4qe764AjFBzBSeDE2CcvEyKgMzILUF1NLJaLQ\nCWMh+BybpI7BJn+DgN7FeF+y9ov6vdB9VPV2zLb6uYg0LmYfAuzlUNXvsL+LZsCDO0ImOZLrPuxv\nsK+I1ElNL0FV/8AI8cmYMuiq3c3O5xYQemPFF/4jIoVah1X1FFW9w/3cUFWfTdh+pKpm+X5/XVUb\nqGqGqp7iXpuKWdnfxO5556nqyU4JhxtHpKvqbwX04R63PR/h5Lbtr6pVVPViVX1WVav7tvdW1SOL\nc20CbD8CUirALoekqPJTAjylVOLDZRO2KphHKSW5gcGlppRK1XVwdp2PU9GnHUE8El6D+b5XYsTU\nQaXcpQAB/qmYlGAxWkT+QOKUYMFP8YqavZV99q/nEQT+ajqFhiNL4ZV0Grr93wSOEJFpIvKMiHTe\nGeeBWTHyZQklQUtgKUqR5J2zh3TYr3Gb+ZKWXhGokL1548y1S+cehim3Wtc65MQpQN0/4q9NxwiG\nn4HW5fatMQzLiBq2YcWSbpjqBazC0IeYTW3GKfcNmOX2GzQis1t9jATsh5Fnbdw5VcXIoUFudduz\n1w0Wkdpu24eq+pfLPGqHETjFzczy4Cn0XlVVdblR52O5UQvcPmdiNkR/uPnF2DP6Re976/pxImYn\n9BOKnm0vsdrelZiKrK/6wq2daukWjMQa7u9sKBrbB7PTzcCXV+V7b2uM2BvgJrKJ28tjz7x1wD2q\nepyqVnITnrdUNR0bm9yJLYA1d9cfyDvBcRbCm9td02d2u2v6hOOR8Ey3T7bbr5GqllfVOqp6LvY5\nh4EbVLWuqlZU1VqqepVaMLl3jIdU9UBMuZiDkYHXqGor954jVPVr12fPblkOUydu8LXzldtnte+1\nt/wTtoTzqukmdjckUaYlhZuw3u77Pc+kNaGP3mvVnWKloD7e4q5ZUZU3A/yDoKoTMVVubeARZ2st\naVuTgTswZfATInJ4anoJahUzHwRex+6dD4tIjVS1nwpobpXDT4AejjxLSc5WIcdchi0GfAXc7iIA\n0kWkqVORNtmZxw+wcxCQUgFKA3kqP6UIHilVyf+iG7SuYfcMOt+u6yAi9V3mS+uETf+mYGvOLkU8\nEl5N7iD9oVA0VruUuxQgwN6EgpSdVSGPEqg4YcApgMjqBdMlPaOcpmeU8yaTiUHIyV7z+uLZrQus\npKOqv2BZPfdjVVQHiMiAFJ8IKNNRJhVjz2LnSWHkTuXGp1xSCSM+WswY/d5C7LzTgDUtz7z5QGDe\nnPGfNsesg82Av4+/5aUqQNnfBvb5GbNUfowpmqZhk59DMZXUOdj1HYyFwM7C1EaXY0HV4zDSZxPw\ncSga8+x1b7oqqv+HLSR8LBZufi3wK3kVS0XCETSXA19rbmW6K7HcqP5QYLj5wdhk631VXeJeq4CF\nmP+MU1O597fHqgO+HI+Et5E7bhLYDXhDLevEe10w9dQW4Fk/UetIoFuxMUOfJDlSNTDCagKugmDC\ndgFuw6ycUTd5TIYrse9BH1WdVcA+YNUFT8EshIkVAxOPfQ5G9r2uVqa9UIjIIZgyZDLwoBZQSVFE\nqqenpw/DvmNDgT/S09OHiVWPDBBgr4IjKu/G3QMcQV/SthZjNvFpQG8ROS01vdxm5/sEy0qrCTwr\nIm1S1X4q4Pr4BqZqPRsjinaqqsvdx57F5lHdRWQawb1rj0ZASgXY5dCiKz+VBF7pz2Tk0+oCXgeb\nyO3jLAW7BF64Ygmug5BEvq6qa/wrg6UNV+77PmwS9FAoGtvtQhoDBNhDMQ1TSCSiDVY1rKTYgi8M\nOQny3XdC0Vg6KJqzlUq1Dh69YvbvK5PtVxjUwpoXAo20kEo6qrpWVQeq6nWYQugcEam6PcdKIUZh\nFqXioGOZCvvM2/fAxgdjz6Et874bsj+mHDuq3L77fVOmXIV2y2dN/AYjLkYDJ0l6maHpGeW6AWMW\nTxzTEfgbC5xviVnTzgfmnHLfgD/IzZJqhBFV/bDvQ0tM/VMHC/bt3yVryHpy7XVjHZlzNEbmbMIm\nE/tTsnDz7thz9k2AUDTWAiOQ3vJyo0gIN3d2vxuxnKVBvrYud21tCxVPsO196e0oIvtg5NKvmIUu\nsU+HAk8meUaeTm6O1FL/BveMvgf7u3hck+c/XYBVa3pCVecmuyAicip2TV9R1R+S7ePOLbxk8jfX\njcjs1nVEZrdfC9rPtXkaRnT1dxPVQiEirTBCaiqFEFIAaWlp/TIyMjp3796d2267je7du5ORkdE5\nLS3tvaKOU4x+1HVKyNV+VaTvtZTZngIEKC5UdT5GPm/FQsUb7EBb67AMohjwLxHpIb4CIzsKR/bf\ngj3re4nIZalsPxVwSsY+WGbgA26BYWceT1V1sIjsW7Zs2YY7494VYNchIKX+4RCRc0XkN7FKSX+L\nyAjvJiI7UBFJRHqJyBwR2Sgi80Xkad+2PLY1N1j51A1OVonIB+KrNiEiD4jILyJyqXvvShF5Xyy0\nEwC3yrmB/EHnbF6/ZsO3L912rWt/gYjc7tu8GmDZn79WF5EnXF/Xish4Eeng60M9EflMRJa77RPd\ngNPb3lJEBrv+rxaRr9wKsL8aVk8RWYCr7pTkOuSIyPVi1anWi8ifbkXUg1ee+Ve37xfufW+Kz74n\nImVF5FkRWeI+m69F5Cjf9g7u/aeIVcRaJyLjJIVyV7eKfR+QDTzsVsgDBAiwY3gBaCoiT4vIoWJS\n9duxCfITO9DubKCjiBxQANmTT4qfvXVzXwBJL0OD9qefU9B+BbzmxwPAvSJysySppCMit4nIhSLS\nTHKDrBerqwC4y6EMQ/mlqN3E7CBt6hx16lrs2VRn5dwpE3O2bm6KWRj3aX3efxTY/Ot70X2whZVK\nQHb7655aDdSc/+PwrzBi51OMYJmH5YW1AQaUKVexO7Bl87qVnkpqOvA9Rur8jimNrsAyjoZhSpyG\nwGsjMrulYaqoKcDX7pl7PvCpbmelNDGL3DnuvUudCqkHlu/0OSQPN8cItWbAc57lTqxaWhh4x5GW\nHq7DcpASbXs3YAq6Z/xEmnueXQZ8pJZltg2haKwJZmH8NB4J57PlYcq9RsAjyRZ8RKQ9lt3VL5mt\nz+1zuOvbELUA3cTto0XkyVA0dixwXY3GR74F1C5sgcmNSW7AVHFFTrbEyp73wiaxUU0S0u7bt2lO\nTs6pmzZtSm/atClVqlShdevWdO3aNT0nJ+fU4owPnHWwewGbF2IqyMPJq4r0XtuuQP0AAVIFVf0L\nU0wtxyrJlbhio7Pbvow9q8NYFlTF1PQU3P2hN1bY4FwsE6vE1sOdAVUdi2XXNcWu505VK4lIU1U9\nLhwOS+vWrUt07wqweyAgpf7BEKuw8x7wKhby2gGzCIjsQEUkETkXW7m8Fqu0dBZ5c0b8fRCsbHRV\nLNy1EzZo7p+wayNM4t8Vu9F3wFYy/VhLEkXUhP4Pn7h++aJG2MpoF3JLTIOzvPw24LFnsFXT87GV\n1YHAMBFp5Pb7H1ZV5njMWnK3Ox4iciAW6rnBtX0EJmH1q686uuvUCbtuBSHLHbs1tuLdX3Irx7TD\nJninYJYBb/CXuKL9OLY6e5nrywwgnmSy+SBmP2iDrRK9Xki/thvxSPhv7HsjGDG1XxFvCRAgQCFw\n9p8TsXvySCwU+1zgXFUduT1NJfx+B6ammYsRGUXtz/SR7/wLoHyVmjMmDHhsZUH7FfBa7kbV1zAS\n4CrgN/JX0lmDrWT/gKlk6mHPgd0dHYDsBsd1r42RRftPHfpSNvbMqSuS9mu1+q2O3rx+9Zitm9af\nhJE3IZDPK9c6OAT8Ovmz5w7HFKdTMbv3QIyAXHjinW9NwsLKP/3ysUubY7bCfthz9GBMJdUCe669\n3SVrSBr2TBgbj4SnYIRQXXJVUf+HPdMSn73FwWXY8+9D93sn7Nn/UjwSzikg3LwaRp6NUNUp7rUM\nrNrSdIx4AfLY9l5KsO2dgP09vKC5gf2elfBO7DuUx3oXisYqYWOHWeQGu+N778nY9+sltaDhxO31\nsb+Xb7DA8HwQkbrY2OkXbHyVFOWr1NzP9XNsetnyrySQcIlttsOsiF9gyqtC/67cxLo3di0LJaQc\nGrn35XmxQYMG3o87FBTuJuuJakj/v6TVCAME2BVQy63rid0XHpQdtMepFRh5AHtWPy5WECElcOqg\nD7GF3wMxO1/KcqxSAZfZ5VUPfEJEdmbGbCOA+vXzFv5O1b0rwK5DQEr9s1Ebs2x8oqpzVXWSqr6o\nVk2hFyWviFQXC9b9XFXnq+qPbuKRDJ2AVsBFqvqrk7hfDpyU8FAQ4ApVnaKq44B3yF9Nag0JSikR\nqbRizqQ2B59w3lhV/VJVJ2ETHo8wWrX2r3kVtmxYcy5WweEbVZ2lqk9iWRxX+c5pnKpOVtXZqjrU\nrQYA3IRlclykqr+o6p+q+q7mLUm9FgsXneINwAvAAFV9Q1VnqGomVo3oZrfNK1W9XK1KVj6lgFuR\nuR64U1VHOLnvtdiE4f98uyrQU1XHun0eBY4VyxRJGVx57Z7YCvdDoWgs8HcHCLADUNWfVPVUtVDj\n6qp6rF+JkUytoKq3qatc435PDBAeoqrNVLWcqjZMeG++Sjade3161IKfh2eklcngoDanHlXQflrM\ncGRV7a9WdaeCqtbQvJV0XnXb9lXVaqraJVH5srvBLbZ02ueABnPKVty3KpCRvXnjwtULZ7TEiLem\n9Y89az5Q7dd+0ZVY5bsVQJUWp98wDWiyZvHM4RhxNBRbUFmKkYZHAwPK77vf2ZhK6jNsUWgKln90\nKUbgTQWuxhYlvsYWKqoAb4lVm7oUGKWqM0TkCMyK9pqqbgu3Lua5Nsaexf1UdZ0jfa4AvnLkFyQP\nN78GU9K+6WvuPLfffz2Swmfb+568tr3qWO7UWGxRyI8eQHXMWrctK8opuP6NKdIeS5Ij1QB7nn8O\n5MtqctftfqyS3VPJiCG3+NML+7z6qJU1T9znDaDDxtV/XzYis9vZIzK7PTIis9vlTsG8r9vnChFZ\nISJhEfFywg7GFrwud0rr5WLh/+Jru6yIvI4F6Z+JLWId7dtekOp7M4Cq8uijj9K7d28GDRrE7Nmz\nvbdmuf78LaYKb+hr08u7PE9Exjil9/dO+djWKbLXOBX4fr73eSryTBFZKqY0f0F8WTRSiJo/QIBU\nws19HsCswPc70ntH2vsVy5kqi1XmK7ECq4D2f8fuZ7Owv8+LxSzRuwVUdTZGum/CiLlmhb+jxPgT\nYM6cOXle9N27giIHewh2my9vgFLBBGzw9buIDBCz61WVHa+INBAbZM8SkZdF5Cwp2PfcHJinVroY\nAEfarCS39DbAbPfA8JCsmtRa8tv3GqE56TWbHuUFoaNWmWaa+3X16gV/VMbIuT8SzvdEdx3AwvQi\nIjJWzJp4qO8Yh2HhrvkGnz5M9A+OC8G3Cb+PJ+91KAqNMMJtW0itO+73Sdrxq9e8Utcpz3+KR8JL\nMGKqAkZMlVawfIAAAXYQItJ04kdPfpW9aQP71mk2d/qI11cV/a5SgFAWoSdCw6J3TjkaA/UOPuFc\nwQiMJrO+HjgPez6VAZY17nR5Q9Wc31fOm9IeU4CdCPxYt23XY4G541+4pTZG5v+AqZ8+xixyS9tf\n/8wEclVShwBNsCp7nTAV7dtYUHwz4M0uWUOqufcOjkfCi7Hg83TgbUcAXIfZ/b7enpN0ZMj/YWTZ\nCPfyBZid7k3IE24+xBdufoQ739fUBYSLSD2MlBroJjMeerjr8LxHaLnj3oIRKf/zk0Micjym+ntJ\nfaHnDmGMfHvGPZf851IJe07NT2zTbU8nNxT5QU2SB+kWde53/c1KGLNsQ/Ou1/WuWKPOX/s1OmLS\n/i2PbYAtEM4jv6qwojvmdGwhrjbwEUZWnoYRi9dhakkP72Ik5keY6nsARau+N2FKtJUAnTt3pkeP\nHtSpU4ehQ4dmi8gvwEOYwvwUjExMlmfVC1N7H4Gpr9/DFrxudsdr7Lb70ZFcpf6FmAL8AXc9C1Tz\nJzl2gAA7DLXMtUewe+Fd4ovpKGF78zBl5Tysct7JO97LPO2vwv5e3sP+frKSuCJKDZprjZyPnX+7\nnXCMP9LS0obHYrHsCRMmsGrVKiZMmMDQoUOz09LShicIBALsxghIqX8wVDVHVbtgA5xJ2MBhKjZQ\ngRJWRFILDmyKZR+sB54HxhRCTBUHxakmlYyUAlCR9IKCztdv3bheQLKxAZf/fFtgA1/PYuJZIg4B\nfhSRG10bxVlZXlf0Lrscyapk7ZR7QjwSXoQN+CsDD7rV7wABAuwhEJHqGSLDgGlLfh9TEWDtnEl/\nyO5b3aYR7nlVCuiYlp6xutYhJ9TDKVznjP90P6z62RGVazX8KS29TMtZYwZOxeyIU4CGNZu3/wZo\nt2XDmsGonoFZtU7Bsg8nYRP7gfse2OhMclVSl2Lqq6nARZhqaD6mOP7Zqcouxe73HzjypytW7W4l\nZq+vDbyYTPlTBNpjz8PXVDU7FI0dBJwBDHT2bcgNN38PthE3N7g+j3avpWEr/osxEgWAUDR2NGaJ\nz2PbwwiZI7GKetuq3onlYt2EqafyhNGHorHGri+D45HweP82R3LdDuyL5UglCwO/GiN5HlFXJTBJ\nG7di44Som4zlQygaq1Sv/el3pqWl56ycO+XrJZPGzVGz7SVb1CqDEUW/YtfsQ+A44GpVnapmERoN\nnOz60AEjqD4ArlXVaUWpvjH1WQgb79wPMHLkSF566SWGDBnCli1bRqpqR1Ud5FTkv2Fjw0PFMqv8\neFxVR6nqNOAZ7DPKUtVv3ffwNa+vPmwCrnIq8mFYFo2XtVmYmj9AgJ0Ct5D7FDAEuNEpAEtMhDql\ncAT7W7tdLKA8ZcSqm8v1x/5+62N2vkOLeNsug7tH3485P+4XkS6pPkZOTs7FW7ZsGfnJJ5/w1FNP\n8cknn7Bly5aROTk5F6f6WAF2HgJSKgCqOl5Ve2OrW1uwQc8CdqAikqpuUtWYqt6KDUKOwQZ0iZgC\n1BWf39gNdKpCscpz+5EsU+pPkOzls387wKuw5yZRTQHikbBWqdN0Pmg6cECS892W8aCqC1T1ZVU9\nF+iL2eLABtcn7CDp5qF9kt89C4Q3UC7sOH+S+xkC4FbC27L91zOliEfCCzBiqhpGTCUjEAMECLAb\nogz0qwSd38VkMe8ClVRPLlOMwOVSQnPsnjmn0L2EcxGOT9VBxXKROtRsfvQSSUtPA2qsmj9tavbm\njY2xKnplDz3vrgrA8j9H96vv+tcSmHv4hT2bAKvG9L0a7Bn4BaZ++hQjj1a0vabPTxip9NmXj116\nBLY49C6mAqqCZSh1xmxwb4aisYNdG++PyOy2HntuLQEGi0gN7Nk92P9sL+Z5lsGIjp9U1cshuwZY\nhlPRhKKxw8gfbn4+Vtbcr0YKY6qu/6rqFvdez7b3A3ltewdiBNFQVf3J93oaRiytx1e1z7VVCVut\nnw28keR0zsMyG/uqlXZPPNdOGNn2slpWSjJciina+ha0Mh+Kxjwl1X7rly+alb15Q2HVd6sCOZg1\np7dTZi3BVOP+hbAlwP5iYb5ZmIrocuCvYqi+HwZexL5DEUwtl4ONBbsCTbOzs08D9hOR98SKr6xy\nfVKMUPXDf2084u73xL4mvGeC5s27Gg/sI5bLNQH7G8ij5i/kmgUIkBK4+8cr2P30cuCqHSSmtmJ/\ne29i95u7RaRcCrrqP8ZvGKE7H3hIRM5PJfm1I3BE/2NYwY2bReSiFBNzK9y9qim+e5dzxgTYQxCQ\nUv9giEg7EblXRNq4AcA5QA1sNbcX218RaZGqrhTLQrhaRFqJVaC7DBso5hv0quoobNDST0SOcNLO\nt4DRTo21PciXKaWq68pXrfnpn6PfbznuuX91FZFDsEHptlXJKnWaza9cq+EPmJXhbBFp4K7NPWLl\nlxGRp0Ski9t2JEa0TXZNPIetsH7grmVjsUqBJan4cJ6IXOWueW+MTHrObVuKqbJOFZH9xWVPJJzv\neqzqx+MiEnIE36uYdc4fZF6SKlk7jHgkPA8blNcEstxkIUCAALsxyu+7X8utcOrzkH4JJrW4BHgO\n0rfa/Wh3rG7TDPgDTapAMQiCkT0NUnjcdsA+DTucXwWbvNeeNvy1LZja6eD0jPI/7VOzbtuV86aO\n15ycozAVS7vyVfcfKWlpHTUne0j25g1nYZa+ozFi7UfsmfNRtXotzwC2rlu2cDBmw/sZ4wnPwyx0\nK9zrX3bJGjIbI3AWYpOBdlils1fdJOlqTMX0fgnOM4xZBV8HCEVjR2Fh7K/FI+HNbhHoeuw5+SWA\niNTBxhkfetY6EamJTfqGqupkX/vXYjaz53y2vXSMeFpOfnLpPIzc66uq2+z6LkfqZuwZ/Vg8Es6j\nunZWwkuB/mqZliRsb46RY3Es3ysfRKQjNgZ6U1W/SbZPKBrzSLOmQFbO1s2FVcKrgV2nbCBTrdQ8\nGBGUTDVeGYhiIfpbKJ7qe6Dr8yXAZLVsSQ8zVXWYj1wbgi0mXYN9h7yiK4kZlMnU14mvFXve4RQg\nnUlQ84uFzQcIsFOhhv7AS1gm3807svjs2vsIeBi7Vz4iKa6c50iY+zG15KVALxHZLSIz1HICX8Qc\nJxdjKrRULOb7jzE94d4VYA9CQEr9s7EaW0GLYRlLWcDtqhrXHauItBIbUI7FVrpOAbr5GOtEi8AZ\n2ED6K2xQPQPzRm8vktr3Wp9718P71m60fN3See+59r/GQkA9rDq6R99B2I3yCcwG8TH20Jjr9knH\nyKHJ2MB0KjZQRVWXu3OshF2nH7Frlzh4TEQyq8QD2Ll7losLvcGiWmbVzViGxAJgUAHt3oPlSbzt\n+tIQ6OK854Ude3utGyWCyxW5H1vJ7x2KxoLQ0gABdiOEorEKoWjsiFA0dmkoGnukSacrXgZ7WPjR\nIffH3bG6TTNyswMLQi1MXTS1iP1AOB2hTjGO27HsPtUWV67VcH8gO3vLpmUr505ujD076jbudNlK\nIGNC/4czMFt3VWDtMTc8Wwlg3HM3LgUOwkik07DnTVdgzeEX3f+t+/mzcc/0aIPxg/0wYq0cVjnv\nLOw5+C5WWfVw4I0Rmd28/KdfgB9EpDWm7HndR3oUC2KB3xcBw1V1riOgrsHGCp417gzsHv9CPBJW\ntyp+I2ZnHOja8V5bhy1GAdtseycDLyfY9rxqv33Vl+nkiKOLgQ/Uipn4cRqmHH7G5Wn5z2N/LIj4\nZ5IQc2Kh3D2xTKek9ka30HUTNrb4ONn1csTYNVieVR8XAL+Z5KrnfbHKuApsSHhuJ0NljIybjz1X\ni1R9Y5a5Fhgh+j9yK/nmU2O7SXNTLEdrtLPmJaukW9Lxw2EJipFjgLVqWTzWcH41/9klPFaAANsN\nVR2CuSM6YgqnHSoIpKrfYvOnasCTkpv3lhI4MrcfNp9oDDyTxGpbKnDE3ECscFZnoGeqFWMB9lyU\nKXqXAHsrHNlxWiHb+1NAeWhVfZUCSh2rVU36tJB2E6s7zaeQQYYbjPROeO0ZLLPAj7XAPqFoTHwV\nfqhar8XSIy/r9StwbzwS9qTkfX3vW5VWJmM/Vb038Ti+4/072eu+7b9TwLVU1asKeD1ZAO9CVf/M\n6KIAACAASURBVA0VcpzXyat4yte+k8Lf6v4la+MrEgbDankPKV2xKAzxSHhmKBqLYIPvXqFo7IF4\nJFyYlSFAgAA7Ca74QEusEmpLzOqThpdllJbWDzhuDCar8PBV7o+7V3UbYT9M9ftHEXs2d/8XTl4J\nVbDA7cexyX/y3WwC36bOUafOxq5d/dnjPp6CTabLAovqtT+95ZYNa3/YtGb5cdgiRse0jHKxjAr7\nnAaMWv/3/NMwAqsp9hl8jT2v3t2/RftuwNZVC6YPxhZQvsMsUWcBgzFlzTnA4C5ZQ5ZhiueJWKGL\n7sABmKImHVMxTcFnjdsOXOT61s/9fjpGQD0aj4TVhZtfhC/cHFu4OQSIaG5m04kYcRZ1Kt9E295o\n37Vt5Noc6IgR7/VKGLH0BwnjlVA01hBbIIvFI+E8CiY3sbwHUx/3dav4idvvw67pw5qkUImLHbgP\n+7xeSEZaOZzjrtHz8Uj4O/fabOBop/pZi11Pce1VJDeovECIVcA7ElO7PaCq60TkPUz1fSdGQO6P\nXfsJqjpMRF7GFhFXYRlPvclVfc/ByKXTRWSouzYrMEtmDxFZjGXWPEJ+Eqqk6uuyWFGdhzAFVy/g\nv+782mFEwAhMKd6eXDV/gAC7DKr6pYisw+4ZD4jIg7qdlUoT2pspIndgRPJjItJXVccX9b7tPMYv\nIvJvjAB7RETeBj4u5D61y6Cqn4vISux6PiQiWeqr0hvgn4lAKRVgb8IabBBUMeF170aXz+4GsHTq\nt+Xn/TDs0N3UgrLXIh4JT8dCTQ8GMkPRWLBaEiDALkAoGts/FI2dHIrGbgxFY//DVDU9MSXHfMwC\n/C/g0ngk/PDED594oQwMvxGy38XKCL0L3ATZZUwts7tJ5b3S00UpoJoD81HWFLGfV7l0SqF7QQdE\ncuq3P+NAzDJXbs43g6pgpFfrGk3aTBFJO+j3j5/8G3tOrQcyjrryodXAvr99+MRkd6zBmNJoFJYH\ntbHVWf8ei1nmPvvupduOxkKg+2EWrGyMxLjI/TwQ6ALUAV4bkdmtKqbAjTkFSje3rTAiJSkcEdMV\nGKCqq0LRmNf2MB8B5dkCvXDzyu61r9TKpOPs5z2wyrXf+w7h2fb81fbKYhWs5pBf0XQ9phZ6Qn0V\ncEPRWEVswjOHhIUc33EaYMHleT5/p+C6CSNgHlILhE+8DpUxJcJK10bS6rqhaOxkTGXePx4JD/dt\negL7rCZjhIunlqiBPRcLVUi5aIQHse/QZJ/a7UoKUH27mIYTMHLndLefX/W90J3To1jo/H/d9+NC\njDyciBGkdybpUknV159jSrQx2Gc7iNzFwYLU/COStBMgwE6Fs/d66qOH3D1gR9pbDtyLEfA9ReTc\nVGdAqeoy7Nn+MXZviOxov1MFtUzAnphiuY+IHFDKXQpQygiUUgH2aLhB1mRAEUlPS88ol7N18xLJ\nRLEBUcsuWUMWkpu74H9v9bT09H452dleyddwepkyw3Oysy8upXC8Ul+92NWIR8LTQtFYL2wQen8o\nGovGI+FklY8CBAhQAjjrUB1MBeX9q+k2z8OyWgYAk+KRcNKKYQBb4eJ18N5llu8CQBkYudVsU7sb\nmgF/oywvYr/mFMe6Z+qxv1EKvD5uMtGpyoFNFmVUrFwXqLxqwfQZWzeua4IpmrTVWbdUU82Z89e0\n71tj6qUOwNdV6zbvBHy/+LcvT8A+k+qYHXwkFg478KAju4SBrSvmTIphxMA4zPbWFZvMV8Y+m3e6\nZA3JxkRtX8Qj4T8lk39jtqf3nZrrYoyg8uz424OrMOXMZ+73y7Fw7HdhW7j5CcCTvnDzqzB1ll9d\nfQ22MPqy90IoGmuH2faejkfCy3z7Xo5NXG7xkz9i5dVPwgipJb52PFKpKvBA4jNFLLj8VKx6XzKV\n31muH48n2y4WZn8f9hnd4c+w8iMUjR2JZTmNJKEggCNyj/O1l4kRi/epVcWbjc/S6N7TG+gtIg2A\nhzCVXHv/8R0xl09d7lRVj2Ik0P3JiDb3/odc2/7XPie3KrOHdN/2OeRXXydTZL+VeE7+80ryeqFq\n/gABdjVU9XcR6Yl9Xx8TkUxV/buo9xXS3iYR6YMtBl2BFX56Tl3Bh1TA3RPeEpHJwG2Yne8xv+K0\ntKCq00XkLux6Pi4ivVR1Zmn3K0DpICClAuzpWIgFedLguO51a7c+KXPx718/OGvMAC9UfWE8Es4J\nRWP5KvOlpaf3K1+xYudrMx+h5VFHM/nH73gl697OG9evf49SGAip6i6zz+1OiEfCk0PRWBYm2+8Z\nisYeSgyjDRAgQPEQisbSsRw5j4BqialEc7DqnOMwImpyPBIutlzeEfWnOUVpY2DGlt1PIeVhMhRM\nIAEgVMBUmrFitNeColVSjYF69Y/vvgjL/Dto+og3f8fUHg3K7lP1l3KVq7edM/7TYRiRNB44umno\n6s+Ak+Z+N+QjzHL9X0zx9BVWuS67aZerxmCVmwb98Nrdx2CkYm+33zqMILoFs1oNdq9XAN5xn1cn\nLBNpjbOMbCbXeldsuByqo4E+qro5FI01dm2/HI+E1xQQbt4Kyw75n0eEiEgbHPnkveaqsXq2vS8S\njnkmFs4+z/d6LeAGrCiKz0kKQAgjxh6LR8KLEs6hEaYCHKGqI5Oc45EYifahqo5Jst0jvJpiBFK+\nan3ufBpjKoif8am+krSXjtkPWwG9VLVQy6mPkFqKWSGTEmIJ72mOPV8XYja/QpWBYsVrGgEzdkMV\nZIAApQpV/VNE7sas0I+JSMSpDEvanmLFnhZg1fNqichDqbazqeoPInILVon0MRF5A/istO18qrrI\nEVMPAI+KyMOeojYVEJEO2DOlWmAR3L0RkFIB9mi4FYCZAI54Wl+51sErZn71QSLTvhqffc8Nuk69\nNvMRTjzdMj5PPL07qpr+7H9uPlVEmgSDsV2HeCQ8MRSNRbGy1PeEorFH4pFwUjtEgAABcuHKzDfF\nlAytMPVPeYx4+AMLyp4ETE1Fbpu7L+7e90blu6J3oglm9y5cKSWUxQinfARFAjqmZ5Rbd0CLY2oB\nM7K3bFqzfPZvDTDbUZvmXa+bDmyYPvLN/bECGq2AyQ2O694WmD419mIrrKqcYBauYZhdaXCD488J\nATlLJn8zFHjS9UWxvJ1XsIyg44Gnu2QNqYqROB+NyOy2HJuAzAXiLpT7JEwhVCSZkecyiKRhQenT\ngLFOjdTDtT3M7eaFmz/mws3LYETTNGC4a6e8e+1XfOQTZqcrR17bXiVsZX8iucosXLt3Yha3F/39\ndDlSPYCh8Uh4bMI5VMbsInOwilqJ53gglr/yE/BOAZfiPCyj6XFVTUpUhqKx2hgJNBcLNk9aAdIR\nXDdj1eweVivpXiBc/tRDwN8Un5BqjT1XZwK9veyuAvatnpae3g+fGrKU1eMBAuyWUNUFIvIfjJjq\n4xRTO6TwcblVi7GcqSdFpLefiE8FVPUvEbkHU2VdA7QSkWd0O4tdpBqqusop0O7BKgY+rapfpqj5\ncUBtj5ASkSuwBZFqKWo/QIoQkFIB9iZ4A7R8FfiwvCl/plQjgJZHHZ1np1Zt23s/NmZ3n3jtZYhH\nwr+GorGHsQfyf0LRWJ+AmAoQIC9C0VglTLnjKaGaYM/ydZia5wOMhJoRKA4LxXrMVlXUoL8xdn0L\nDFd29qsO+7c8dpmkpWcAB8399rNZqLYCKiBpcw9oddyhqxf9+X3O1i0dgE+A7jWbt38LuGLFnEkv\nYhOEfljRj++wAGs5uMMFo4GngE8n9H/4OMza9z5mafsLI3uyMLvXaOB27Fn4EaYWaoHdU8Eqt07D\nsqq2F6dgCrw7VVVD0VgHr+14JJxdQLj52VglwVt8q/GXYc/int5roWisrWs/0bbXA8veejphNf9C\n7Hv/Hz/J4iq53o19pq/5O+8IoDswBdm9vrB1b3tFjLxZidkB8wSfu31OcP3vl0xF5fpQBVOxrQOy\nCiKCXX+udef9REKuVrL962GE1DLMfldUDhoichSm1pqMZWMVSkrvavW4FlAEJkCAPQGq+rdTTPXC\ngsSzNH/1z+1tc6qI3I7ZeZ9wNrufU9Bd/zG2YsUFJmHqXM/OV6pzHlXdKCIPYkrUO5zV/JMdVXK5\n8/VXHxX+gXEpewICUirA3oQNmEUlWYjfmoTX/wSY/ON325RSAJN++Nb7cfeqJvUPQTwS/skRUz2B\nO0LR2BMFrTIHCPBPQCgaq0bePKgG2KBqBUY+jXH/z4lHwvkm0gEKgDIDs8QVhRZYaPfsQvZpB+zT\n4PhzFLPuHTznm0GVsIWNFgcd0WmcSNrxvw14LAcjw2oCSw87/+76wF8/vtGzJpb5tBwjcV7EVoyH\nNel4WUcgZ9GE0UOxMtqfY0TNse73wzGVXO8uWUMaYzlVz47I7AZmQxuvqhNE5HQsuPuOEoSbl8fI\nmDGqOi0UjZX32o5HwhPcbonh5rUw8uhTl5GEiDTDArZf92xvzrZ3E/AjeW17x+KIKlVd6nv9ECzc\n/V1/JoovR6o6cEuSbMILMaKvl78912Yapryq5q5PPtWAs8DdhhF/HyS7Tu66PIARX3fGI+HCwsov\ncdfi+YIILt+x6wIPY3/zxSWkjnPn9BPwWFEZNYF6PECA7YeqrhaR+zDiP0tEHnWB6DvS5lKnwroT\nUw29rKpDUtHfhON867Pz9RGRV4GhpWnnU9WtIvIMRr5fBeznFFRPqeq257WI/IIRVlkikoMR/GHM\nur0Au48Pdvt2wO7bVbFKuK8D6t6nmII0a5edZIACEZBSAfYauFLUa0mulFqN2QoAUNU/0suUGf5K\n1r2dVTW9Vdv2TPrhW16N9sxOS08fmb11azD4KiXEI+EfQtHYY9ik7LZQNPZkMNkO8E+Am1jXwnKg\nPDtebbd5EaZ4+AwjoRYXlFMTIKXYCIxBKYwc71i+6v7LKh/QYD9gzeqFM+ZsXreqAfALsKlp6Ora\nWzetn7h+2cJ2mJXglArVan2cVibjnA2r/npPc7LPwSxw3TCrWlOgbL32Z4zCQs0/nfhR3w7Ywkp/\njHyZh+U2PQNMbHjSRT9hoeizMeLqQmwQ/rqIVAUuBeIlJBbOccf2QqrPw9ROr0H+cHOnAroes9d5\nJFUZzKo2A8u98nANZtt7zmfbq+bOcTx5iap9MLXTJODDhD52wSq1PR6PhPPku7gMq4uA9wpQHVyC\nVajrraoLEje6qlD3YyTjf5NN2lye1j1AXeDueCS8JHEfX3tnAxcAb6jq8IL2c/vWIZeQuq84mSgi\ncgqmgPgam8wVR3FclHq8KYF6PECAfFDVDSLSG7P+3iciTyXJudveNtc71dDVwHXuPvCK+iqMpgKq\nusSpva7C7tmHiMh/C7P57my4++s7IrLM9akKCUUTkiATy+a7E8vl6ici9TS3oIN3z/4Guzf2xu5p\nQq7LJkApIyClAuxtyBdo7pBo3yMnO/vijevXv/fsf27elp+Qlp4+Mic7e3esJvWPQjwS/jYUjT2B\nPWS2hqKxZ4IJeIC9DY6Eqo+RT4dgZFR1bAA1BwtJ/h0LJS+qklyAnQEtPAjdWQza1Dnq1CWY9evA\n6aPemYo9cxpUqll3YkaFfdpO/KjvKOwz3gpsbXv1o+WBTd++cIsAZbHMn+7Ag7iKbc279jgJ0Lnf\nDRmOkU8jgQMwddQjWFh4feD2xqdccgym6oqMyOy2H0YkDVLVxSJyK5ANvL29py8iNVy/PlXVpaFo\n7ADMlvdJPBJe4siY6/CFm2NV5doAD/osY+diVSBv8yZWzrbXEXjGs+35cpayMRWR+l6/CVMh9fXb\n60LRWAPM6jc8HgnnUR05QulOTImVT+HkLHnnYwTRT0m2V8LUT+sxC1w+xZFPpXU40CseCReYLSMi\np2ITzQGq+nFB+7l9D8IIqVWYQqo4hFRXLAB+BHb9irWgU+eoU6vP/3E4b/WJcsdTFtM19ecfiFx2\njrfLA25iPHhHQp0DBNgboaqbReQR7N51h4jso6rFKaJRWJs5wKsiMh8jZw50NruU5j+5e9rLYtX5\n/g087RRfpVoFT1WHisgKzG5+mlOMFXTub6jqAACnrPo3pmAekdDmFhFZZT9q4cVQAuxyBKRUgL0N\nayg4UyoPWaVJqkkFCqndB/FIeKyrJHYHkB2Kxp4LiKkAezLcBL4xeSvjVcKIihmYxHwSMCUeCQer\nd3sGOkhaOnXbnrY/MDd7y6Zyy//8pS5mEW/dotu/0lRz/l7025dNMSvV8ekZ5UeXr1KjY/bmjSO3\nrF99GkbmdHHvORCoeOARnUcAjwKfTY29eDJGxnyAqXGmYyTLS8DYLllDZmME/o/xSPhXyeQ/WKbR\nAGc764gRFEXavpLgMswaP9D9fjX2PPV+PwOXG+XCzSthVopvVfU72GY/uwD4SFVnQR7b3k+YsstD\nZ6AtkKWqfvtbJ4zselR9JdidZe4erLLcK/6Oi0hZLFNpLfBkosJJRBpiq+ZfYjlfJGz31E/VMTtI\nQaTQpdg17huPhAusGiUiJ2KV/4YA7xa0n9vXI6TWYgqpwqyA3nvOxj6fz7BqhcV6XoaisRNbnnHT\nuX/P+GnhN8M+O7Bek+Ycc2qYPjf/H2lpomj69Jyc7DKYWuxfIvKlO8a4onKqAgT4p0BVs531bC1w\nvSus8EEKMpGGi8gi7F72uIhEVXVRUe8rwXHGisif2D3vCRF5GVPXlqadb7wjpvbDKvP1UtVlSXad\n6HvPehFZDey/q/oZIDUISKkAexsKs+9VDkVjkkhs6J5QTeofingk/JWbyN+CKaZeDIipAHsK3IS5\nObkEVHNMFbMRq/o2CFOYTItHwptKq58BSgan3ulUtV6LvzIqVN4fqDnv+6HzVXOaAJXSMsrNqH7w\noYfO/3H4eFQ7AL8BbQ67qOc6oML3r961HBts/4KRSk9gFe6+OOTsW44HmDVm4AhMJTUMs1g1wwK5\nz8AykN7GsjQOAKIi0gqz0j0NbMJUMzNIWDEu5vk1wXKdnlfV9aForDWWZdU3Hglv9IWbx3zh5pdi\nmVcv+a7RzcAS8iqVrsGqRPpte7UwQmuEP5fFETTXASNVdZz3ulMo/ctdw1v9OVLuuDdgdrq7NKFS\nnYhUwa7jXJJY8nwWxEOBzGS2PteHrjilVTwS/rKAS4mItMVC6EcDLxc20ROrAvgwRiz2LIqQcn29\nyP0bgOVtFZeQOhP7LEaXKVfpWuTvH/s/26d+/2f7WNtpaSM0J+cijDg/E7gSq87XEZglInFMwfdH\naU5eAwTYHaCqKiKvYXOOy4DKIlJsgriQdieIyB2YTa2viDy0o6HqBRxnkYjchd0TbsTsfM+VMvm8\nCSPBG2BkWSaQkbBPooJVgbSd37UAqURASgXY27AWW9VMxGrMO1yJwD+8RyEeCX8eisbSMDnu1lA0\n9mpATAXYHRGKxipj5JOnhGqMDYzWYOTTu5gSamZQWXInQDgUUJTfd9ERGwP16h9z5kos8+vAOd8M\nqoBZ8RrVP+bM74EGf8Rfr4xlQB2KyI81Gh95gubkjF2zeFZH4HuMRFqAqXmrHtDq+GEYKTF4+qi3\nOmED8I+wKnu/YYqqe4BhXbKGrMXyo+IjMrstwKxq07EsptPIrZi3Xbl8jui4GiNtRjrVag+swqOX\nl+KFm/dz72mCEWSv+dRMp2G2wm0V73y2vWfjkfDf7r1pGGmzCnjV148yGGH3N/ByQjc7YRbGvvFI\nOJE06uK2P51oQ3Ft3ouNgR/ShEp8DmdhobnPqOpvya5RKBo7BiOuPiOJ0sp3vEOxz+t74NkiCKna\n2Ge/HlNIrSxoX7e/YHkwZwNvq+rAwvb39d3/vg+Bt9csnqVOWTcNy7I7Iyc725959a6IfIhdl4uw\nTJarMHvnVBEZCXxRHFVXgAB7K9zf9wARWYvdH/YRkWd3NA9KVReIyJ3YveRBRxZ9XtT7SnCczcD/\nROR3bEGhsbPzzU71sYqJv3DFI7BKh09hz7WSYjNFZ1QFKAUEpFSAvQ1rsYyNRHi2hX0JSKk9DvFI\neKRTTP0Ls/K9ERBTAUobTinir4xXz236GyOfRrn/5wXf112Cc7Esol1FSnUsU77SpprN2lUF1q9Z\nNHPJpjXL6mCf+ZqGHS6ov2bJ7F+3blrfBhgOnNbo5Eu+B9pO/KhvDAvm/gir6vYcRi59ddgF9xwL\n8Ofo90ZhiqcY0Br7fj2LKXPSsdDzCzHisx9G9DTESJzK2Er9SPVVqdsOtMcysB5Q1exQNBZ2x7/D\nFRVpTd5w83RsZX0WZk/z8qiuAoar6u8AoWisErm2vVG+43XHlIT3quoG3+uXYc/0u/yr9aForD42\n4RuRqFBy5Nj1wLACJm3XYYqznn4roO/97V2/B6rqqMTt7vgtses8DihwocRVtcvESOnHC5uY+gip\njRghtaKgfd3+nhrsNEx9Nbiw/X1999THHYBX4pHwZ77NjbHqkJBk4uY+g09FJIYRgudgpGMz7PO7\nQkS+x9RTP6c6mDlAgD0FLhNpLUa2VxKRPgUQ4NvT5hoReQD7u7/V5by9vTNUiqo6xmfn6ysiLxR0\nP9zJ+AK4AnuuvIOpgzMwFWxxIb6fZ2NE4SnABGB9wjMnQCkhIKUC7G0oLFMKkoegB9gDEI+Eh7nB\ndA9MMfVOMNEPsKvglAUHkZeE8jIL5pNbEWwS8Ffw3dzFEASbGBeoWHH71cZUIL+ilLiqp4hkAB0O\naHXcSklLrwLUnjG630xMjVu/Wv1Wf6RnlDty0ifP/ImpXmoBsxt2OL818PviiV+1wyych2HlrwFq\n1GjadiimiBry5+j3OmOD6UFAH+BbrApbN+CDLllD9sGUSe+OyOy2FRu4f6mqU0XkJvder2Le9pxb\nGYyU+UlVf3YKwEuB/2fvvMOkqNIu/nt7GHKQIIqgoCAIJsw5g622q6uru+bs6rfmnGhQGsWcXXMO\nq66KqzTSYA6YFQMGQAFBoiA5z7zfH+c209P0BGBQGes8zzwz03W7blV1dVXdc88576uZZGJUuA6f\nTvlw8wRlqqySQJj8K+z7IzmrP5XlbXsdUAW8F3ItKWbWHZFVD7n76OzrwRZ7CVKnlVNPmVlTpIL6\nkbyMqbB8f2Q/u93dvy2wvBOakR+GBkDLIZ5Kr4+Ipu8QKVcRIdUeVXkaSwUh6Tlt10WE1GJEllVa\n2CCQgOcAe4Z9GVpZ+5xtbwBcjgjHGzLJxDs56yxG+/w0Uks9aGabFSLuXBX9hprZa4jAPBx9/0Bl\n13cCZoTlr0bh6BH+jAjEznx0TeoTbHerVNnO3Zea2Z1IfXsS0M7MblodFrscddZpwDlmthlwz29s\n5+uPrHsvIyXtlcDVwG6hsEOh62/+a8v+DzlV9yA7eQt0je5b41sdYYURkVIRahsqy5SCvAp8EdYs\nZJKJl4ON5GSUcfHU77xJEWopgmV0Q8qq4m2KShM7GvC+jwblIzLJRGRX+f3RFhFCVamC9kDZOKta\nZXV7sCbtdz6kHjC1ZMmi1r+M/LQNqprYtcsBpzVcumjBuNkTR20BfAzsuXaXHQaYxQ4Z8+7zjyIC\n6d/oYf9RpDgZtvUxfbYD+H7wg68jm8L/0AC/NXpwPgbd515ERSBmIPvYMYjseTQohfZF6pmVOTcT\niETrF/4/GqlmstX7/kL5cPNWSNH0iruPDG12RYHl/bIVk+Kp9LYsb9srDvsxgWADDK83RQqy4WFf\nc3E6UvOcl5vFFiyAFwL1UCB6ORIoDKhOAwYWInHCfiTRZ7hcMHrYh1boc5gGXJ1JJgoSTUH1lArt\nrqxsEGdmrREhtYTqEVJZS+MOSH31TmXtc7Z9LTSgWw/ok0km8m2J16BnpLMQmXgA8DD6vAsi2EKH\nmdn7iGA9LPyeg6pRJoDDgxXoVaJw9Ah/Mrj7J2aWRET21SGse5WeGcK16UUzm4iuBdeFAPTlCORV\nhbsvAm4P3+F/AZ3NrL+7j6/pvirofw5592szexSNA/4P5dy9nPeeFjl/v0We6tPdz0DK3gh/IESk\nVITahrlA/XgqXScvsyVSStUSZJKJF8NM/fHxVHppJpl49vfepghrPuKpdF1gY8pUUF1RjsESYCSQ\nQSqo7zLJxCrNdEZYLeiCCMOqilYoM8cLzq6WwWgHzMapqOLaPg1btZ3VeO31mwLNJnySmeilS9sD\nTYobNh3VtM1GXb4dePcwZHkrAmZtftiF6wE/jxry8MYoQ2oDNPifB7Rp3mGzO9DAZeC4YQPiyIr4\nCiKn3kDPbHsCd+/bd2AnpFC5cUjvA9dGxMHTSHV1OVLnvFLFsVh+t1Ux6khkufspnkp3IJATmWRi\nZiBljqJ8uPmpqELfYznrOA0REB9COdveZ5S37R0NtAPOy5JIQWV1dtjfW3LJoXgqvQ8itm7OJBMT\n8jb/KKA7kPS8ct+B+LkMfYcfLLDfDdCxXwqkCtlswj5cic6zKzPJRMHy5IHc6oc+26RXUsI9bFf/\n0O/lFVSWym1fF32+WwL9s8e3KsRT6TaITKsHXJpJJvJztvZAx3zP7Paa2XHAcDM7zd3vrWz94TMa\nHtp3RuTUTkjZ9yWaLDwXOM3M3iYKR4/wJ4K7f2Nml6Hv4LVmlqwJAsndPwrB5NkA9H6heFONw91f\nN7NR6Dp6i5nd5e5vrI6+qrEtDjxgZtORWqxlUI9thAqCjF5dxyHC6kNESkWobciST43RLB0AmWRi\nSTyVXkhEStUKZJKJ5wIxdWwgpl74vbcpwpqFeCrdEBFPWRKqM7onLkAKqP+iAezo3KpeEf6w6AJM\nwKmQAAgWv02oyuInnIUG1NcutxqzFsA27bbdb1Zo03zc+/+bgxQ27TvuecSX7qXzJnwyeH00UN++\nYcu2b9Sp1yA+7fuPngH+gRQoxyDL5yHAx9uddG13gO8G3fcmcHNYthe6nz2JSJ2JTdp0HArcgAi4\nt5G6Z0bYr56IXL14JfN8jkS2vyeDZfVUZJPLzkTnh5tvhyry3ZBDvpyMvku5RMYpiOS9DCV14gAA\nIABJREFUI8e2tymy5z2aF6K7P1IB9ctVDcVT6Q3QTP2rmWSi3GAobMc/UL7KF3nL6gO9wnZfF6xn\nuctjSG2wLsquWi5cPJDWvVClv4szyURB8ihU9UuhY9irMkWEma2NCKlSKsi3ymvfAH3WnYGr3H14\nZe1ztn1joA+atLswk0xMzW8T1AT18l4bhyo8rhCCWu4aM1sfKQD3RNfVQcieuCsKSx9vZkOAN6Jw\n9Ai1He4+xswuRoT1DWbWyyuo6rmC6x0bKvNdgQivmz2nSmlNwt3Hm9n56Dp8flCf3ruqWVmrsD0D\nzGwGcJGZneHunbLLioqKBpeWlh5VVTZfhD8OIlIqQm1DNsS8HCkVMIfIvldrkEkmng7E1InxVLok\nk0z87/fepgh/XATrSjdkx9sUWfMMZRSMAB4Kv8dmkomVzhqK8LuhC8r4qQztkMWv8nZGMSJ2Kspj\n2iNWpzjWduueLYFJc6eMm7lw5pQ2wGgsNrPddgdsNPnLt7/10pLtgNFA0VZHJ+sCc754pn9LdM41\nQ2TEL0C7Zu263I9moNM/ffDS/mjw/hoKNh+MLFdbAf13+r/bdkOB1JcM6X3gVsgmdy0iFU5Ag/zl\n8pKqgpm1Raqox919VjyV3hkFrPfNJBNLc8LNbwnh5vWRle5z4J2wju4Ei152MBBPpbdBlfBybXsN\nkD3vW3JIQjPbAJFag3JVQCFH6lJgMnBP3na3QRbADxGRl7vMUPZSG0Q4FVK+nQJsg4iecfkLAzl3\nHiKDemWSiYK2FTNrhJQQjYFLKiOZgpqqP1JdVYeQaoxUWusDvd39m8ra52z71ui8Goc+x4qUf7l9\ndaYG1AbB3nOrmT2BiNd4WJRB34vtkY31BDP7ECnoonD0CLUW7j4pEFMpZLnr4+4/1MB6fzWzy9G1\n7tLwnXt2NQWgLzSzW4Cv0PW/c6jOt8oE20puz1uxWOyaunXrdkwkErRv355x48aRTqd7Llmy5Ck0\nyRFhDUBESkWobajMpjengtcjrLl4ElljTgmKqfTvvUERfn+EQWRrRD5lM6HahsVTEPk0ECmiJkah\n5Gs4jPqIZBxURctNEAkwsop2HVF1n0JB2Ab0aN5h81+L6zdqBrT+4Y2nxof266/TdaeRsaI6m3+f\nebA+yknavE69Rh80atVul7nTxmdKly7ZH1Xc+wsim/4CDN/hnzdtCtjXA257B7gRXdv2R89pz6Aw\n1u92O+/BTxEpM2xI7wNHItLqaxTMfTq6Hj5cxf5VhJOQ/e/loAw6Gfg0k0x8nBdunlUpHQGshRRB\nHkiqs5Bd61VYZnk7CxFXuba9UxEx1yvkEmWtaReh72i+xe409J3Oz5Gqh0iX2eRZ/QIOR8qc/l6g\npLmZHYg+g7vd/bP85TlqsV2AazLJREGyL2xHb2Ad4NLKgr1zCClD1QanVdQ2tG+GyK610fGqFlEU\nT6X3QoPUz4HrMslEpVlOZtYiFos9iYLggZpRGwTC7X4zewYd6wMR+fkmIho7owy03pSFow9190kr\n22eECH9UuPt0M7sEkcz9zayvh+qkq7jexWZ2IwpAPwYFoN+xOlRM4To7NNj5LkXk8+3VzberSQQS\nfedEIsEWW2wBwBZbbIG7Fw0YMGA/M9s4svKtGYhIqQi1DVn7QEVh5xEpVYsQSpNny8OeHhRTg3/v\n7Yrw2yIMHDegfGW8lmHxOFT29ykUSl5pZkuENRLNUYZSVSHnXYGxOFWVf+6KlEo/FljWCdhggx3/\nsgj4pWTJopbTRn7UGhFQG3WOn9R87rTx3y2e++tmyFq3x6aHnPspEPvk4csM5UQZUjWNA/7apE3H\nFAroTk/8fOgB6D72HnAnCvneEmVlXNKg+ToHIyLoEURatUMk1obh/wdXhkAwsy2RcuU6d18cT6X/\njr5DvUOTv4S+suHmHYC/Ak/lkAdHk0NShddOBhpS3ra3A7IZ3uHuk3M24wREHp+fO5CKp9J7I6XV\nrbkqpUAQnhHec0F+dlPo51jgP+4+rMA+b4uquf7P3SsiNA8N+/7vTDLxQaEGIXj8cvQZ9SpEfuW0\nbYkCxWOIkFrOSlegfT/0THNZISVXPsL18BBUQfFV4K68jM2CiMViTxYXF/dcXWqDoFJ70sxeQKqp\nQ5Cq7n1Erjo6Lw6gLBx9KDAsCkePUJvg7nPM7ApkCb7KzK5z949qYL0OPG1mP6MMt3VCxb/VYo8N\n1sHzkLX84mDne/A3tvN1BGjfvn25Fzt06JD9sxNVZ01G+AMgIqUi1Dbk2vfyMRs9MEeoRQjE1INI\nIXBGUEy9WtX7Iqy5CKqNjpRVxeuGCOcSZAt5G6mhvskkE3MqWk+EWgJnEgpprgqbIFVRVegKjMQp\nNJDvUbdRs5JWnbauBzSc+PlrU0qXLlkPaNagRZsfGzRfp9MnD1/+KQq5boPFRqzTbaftl8yf887i\nuTP3RoPsOPA6UqR8s+Npt3QGYl/+94b3UFbUw4jwWYwq690MfLhv34GTkGJq4JDeB85DJFAGGANc\nj2bIV1gtGjKVTka2xvdCmPnfgZczycTP8VS6JQoRH5hJJsYEMuhfwETghbCOjVFVw0eyJFWw7fVE\nhNS00K4ZUk59FI5Fdhu2ReTPfbmkTjyVXj/09VommXgtb9P3R5lbN+UTQSHP6AJEePynwD53AC5B\nlREfKnRcgtLoBOCZTDJRMDTezIoQobgFqrJXITGaQ0jVoXqE1Dqo9HkRsgNWqL7K2WZDn+XBwLPA\nE9VRgga1wX6/hdrA3RegymFp9Pn9DZ3jX6AsvwdRSPq+yDZ5upm9hQi2KBw9Qq1AsMFdha4fV5jZ\nrTUVHO7u75jZVER63RzUWFUS2ivZ14Kg0PoakfxdAsn2WykdfwAYN27csmsXwNixY7N/jv6NtiPC\nKiIipSLUKmSSicXxVHoxhUmpOUhNEaGWIRBT96Fr2tlBMfW7VAWJUPOIp9L1UGZQVgW1CVKaLEYD\n6YGIhPq+KotKhD8pjDqowlnlWTwKQ++GyJ7yi2Qv232dTXeda7Gi+kDjce+/uABV0mvbae9jfi1Z\nsmjajDFfdkYWtp022v3wwcCmnz6WnA3UR5MjzdB5u2/j1u2vs1jsbCA9+au3EigL8VPgDuAJFBK9\nNrJ6HI2qQT6DFECENnuj78Rl+SHe1cQ+SGl1obt7PJU+AYWCPx2WnwQsIoSbI7Kga7a/oBQ6GynL\n/gflqu0NJ5BPOcomQyqprHJqLTSr/wn6LhPWUQ8RR1NZPkeqC7LVDXT3N/OWNUGB4FMpYOkLQfV9\nEKl2Q9Y+mIt4Kr0Vsr4Nzdnvcgj7cyYiUK7JD1gv0OfVQF103KZU1Da0bxvaL0aZU5USWGGbixGJ\nsytwdyaZqMrOmotO8NuqDVzVFoeY2asoLP9wpAobhbLBeiHLZo/wsx/wk5kNJQpHj1AL4O5LzOx6\ndF0838wau/vLVb2vmuv+PoSSJ1Gw+vXu/klNrLtAXw68YmYjKbPz3VZIoboa+h5ZVFQ0OJ1O93T3\nog4dOjB27FgGDRpUEovFhpaUlEQqqTUEESkVoTaiouyoKFOqFiMQU/9Gs8rnBcXUb+5vj7DqiKfS\nTShfGa8T+lznIlLhKURC/VAdW0ptg5m9AXzu7uf/Tv2PQYP921dxPQ8Dzdz90JrZskog1VN11FTr\nItKoUHbQ9lis6QY7/MWBaXOn/rR0/vSJawPjYnXq/rLu5rttNGroo18AWyPSdHLHvY7apGTJ4s9m\nTxy9K1Lw9UDWvL2BUTv96472QGz4f675ALgOuA8NzmehoPO7gKH79h0YQ2TQA0N6H9iKYNVDRNuJ\nwNsrk0sScqCODe//Pp5KdwX2QKHk80K4+e6UhZs3Q+qh13L6OxRN+JyXE1J9MgqVvz1HqbM3ZQTO\nzNC/IULKgVvzCKR/ooDy83PJ5rANl6IZ8HLZU0G5dDGamDo/qHJyl9dDZEcMSBWyhcVT6Y7Ijvc5\nsu0tp8wJ230KIvRuzg1lL9C2BVJI1UME0+SK2ob2HRA5MxvZAWdU1j5sc0NUfasrcG0mmaj2YNDM\nGiICjjFjxtC9e/dly55+OstLrj61QSAF3zWz94DuwGEoJ+xnRE49g9Ru3ZHyLgpHj1Br4O4lZnYH\nGqP8M5Dq/6kJRaC7TwvB6hcCvc3sAeDl1aU2dPcfzOxcdK+9zMxeAh5eycmSaqO0tPSoJUuWPDVg\nwIBleXixWGxoaWnpUauz3wg1i4iUilAbMZcoU+pPiUBM3YmubRcGxdRqn6mJsGoI9qAsAdUN6BAW\nTUfk0+uIjBoXhZL/IbAtZfl9VcLM2iOLWXd3/zJn0dlINfNHwvqI6ClUoW+fxq03mNdo7XYNgZY/\nvv3MJLT97dbbap9RQNOfPnh5XWRj2LJV5+3esFhRjxHP3TQcEVUTkV3pOeCMhq3a3Wyx2OnAoKnf\nDjsQne/fIjLmHmRnq4eUOucAk2f9PGoQsvBNRFa9k0Kbgha0auBv6H75aLB+/RPZIV7LCTf/lrJw\n85MRgfQQLFP0HAG84O4/wrKKbz2BO3Nse61RWPlr7v5+Tv8Hocp3V+YqX+Kp9J6IhLs9k0wss53k\nkE7FwLUFBjsnICtd73zyJxBJ5yMC7WIvUPEunkqvi47vTygcvKLB1FFh2+/OV2rl9dkcKZ7qI4VU\npZaWYKO7Cqm8kl64WmD+NrdASrrWQO9MMlFtcjJ8Lr3R89HSgQMHxsws1qFDB77//nsmTZqEmX1Y\nWlq62tUGYaD8OfB5UMIdjs77o1G2WsbdPwuD9j2JwtEj1BKEc/9hM5uDSNfGZnZ/DRFTC83sGnRt\nPBVY38zuXV1EkbvPM7NrUUGDk4BNgp2vSrXnKvT5K7B/sJF3AkZHCqk1DxEpFaE2Yg4V2/fqxlPp\nernVeyLULmSSidJ4Kn0rUtZcHE+l+2eSiQpnsSP8tggD3zaUDyVfNyyeiEioF8PvKREJ9ceBmRW7\n+xJ3X9GweENERjm4+x8v78v5COMfOOWCWoPaZZt228YXAjNLlixqNvXbD1qhc7Zdx72OXmfqtx+M\nKl26eFMUer54s0PPa+1e+uPkr9/ujqxpuyJr3s7A2F3O/Pd6QJ3Pn+z7CVLG3AUciarPfQLcDby4\nb9+BGyJS6+oP7z1vO0S6XIWCxw9EOU4rHOAfqsAdCrzo7lPjqXRP9EB/cbiOHkz5cPMtEKl2m7vP\nDiTPWcAvhNymnGp7w4EhoZ+sGmoucH9O/xuhgdL/3P3T7OvxVLotsrO8QfmKfaCqUpshBVG5fTaz\nvVEW130VWOmOQ0qtq7MEWi7iqXS2yt08oG9FVmAz+ysi4h6tJCA9a0u8GgW9V4eQ2gyRLGOBq/KD\n2wshHKu+6H53aSaZGFvVe3L62wSpxhYgsm7W0qVLDxowYMDaOc3mu/tvXlI9ZHP1C9lghyE14D/M\n7GVk2XzZzAaibMEoHD1CrYC7P2dmc1GOXuNQ0W6VyaOgRnzIzMaja2sbM7vW3edW8daV7c+Bl83s\ne2TBvt3MbqlMUVpD/Y4iCjVfYxGRUhFqI+ZRsX2PsCwipWoxwoDqZnSNuzSeSl+dSSZWi5c+QuWI\np9IxpHzKJaHWQiTFGBQ0nA0lX+my47UVwVpzD6pUNRu4KW95XWQNOgId169QSfq3wvINUBW3XVGe\nzRjgIncfHJZ3Q7ax3RF59DlwgruPCfa6tdBndAbKGeqYb98zs1L0EH0QUjBMQkqU58Nm/og+7+Hi\nJ3jT3fc2s0eApln7XtiXG4F/AE0RMXNeNgfDzPZAREWPsM3dEPlxQk2FMAPkE1IBexbVrV+nzZZ7\nNwZmT/rijV9KlyxqBTRv2nbjn+o1XmujkUMemoosR90atWr3Sd2GTXf74Y2nBiLiaBhSmL0CnN6g\n+Tq3Wyx2CpCe9v1HByIiajzKKLoJfZ6Lmq638YvAtcDX79x66mfAvxGx9SnQP/T30kru6XGIkHgu\nkEnHA29lkolvC4SbF6PPeASyFYIC2zcFrsiptnQSy9v2DgY2D+3mwTIb3UVhnx/NblA8la6LrHnT\nybPOmdmOiKB42N2/yt2RoKw5ExESA8mDme0b3vtAoYFRPJWuj3KmGgAXZZKJgnlFYT0nA8+5+3OF\n2oR2zdD3shGy7FUaUm5mWyP73XdUYCsssM1dwjbPBPpkVWnVQfgunYMGcFcHkvFOdE7sgiysNwOP\n+0pUc6wpuPt44BYzexIRjocBh5rZYERmjgZGm1kUjh6hVsDdBwdi6gJETF3rNVTNzt2HmtlkZI+9\nMQSgV1lAYRX6G2lm56BJiV5mNgB4bHXb+SKsmYhIqQi1EXPQ7G4+sjL4pmhmN0ItRiaZKImn0jeg\nAc7l8VQ6lUkmPv+9t6u2I4TtdkJqhk1RxklDZIkahQaNI4DvMslEtS1gf2LcCOyGrFzTEBGxNSKP\nQOqaTVC1tEmIvHrFzDZ39x8QiVEHkVLzEZEzF8DM1kM5R68jMmk2GtjlPhvsg/KNelSxnX3RjOjZ\naGD7tJltFhQP26Nqa3sjG2b2ATt/oHhD2P5jkX3qEiBjZh2zGUQB/dDA8xfgXmQl262K7VtpBKVP\njxYbbjm7uH6jRkDjce+/tBhZrFp32ufY2fOnTxy/YMbkzojAW2+Lwy+uC0z/4c2n26Pzfmtkg9sa\n+HmXs+9dB6jz6WO9PwNSwK3IpjQW2efOBx7Y8fRbdkF2s/MXzJh0MNAKWbX2QN+v5Mo84Aebw17A\nXe4+P55Kn4QsZo+EJvnh5ocB6yACw02V5E4EhmQtmSEcfF/grhzb3gbofPhfnnXzZGQ3OzcEXmdx\nKrAecEFejlRb9JkPAwbk7UsLlAH1A7LT5Qebb4kItUEUIPCCTfESZN28NJNMFMx8MrNdEfE1CHis\nUJvQrhlSSDVGhNTPFbUN7XcM/X+OLIlVDkDjqfR24T0/AqnqVhkN5/JRiPR8Hbgze/zdfbiZfYm+\nS0PRdfzRitb1WyJYf+4zs2fQtfBA4MCQr/d8OMZvAW+ZqhZG4egR1li4+7tmNh9d164ys37VUU5W\nc91fmdkFiNC+ycyuySf5axLuPtfMrkak8vHIznd9Ift0hD83IlIqQm3EXAorpbKkVJQr9SdBJplY\nGk+lr0M39l7xVPqqTDLxZVXvi1B9xFPpBogU2QwRHl1Q3stCNAh/HhERIzPJRI3M9v1ZYGaNEDlw\nVDa3xsyOR/awbNn7E4D1c/Jzbjaz/RFh0AsNtJ9z92zVubE5XZyJVBZH5gQF/5C3GXOBU6pBfDzr\n7g+Hv3ubWU9k4zoTkWkAMyrKlQiKsNOB49w9a/s6FVlzTqZMIeZooP8uRtHGbHznaEY/bWZ1a2o2\nuQA6Aeuvv/0BADPnThvfaN608S2AicUNmkxr2bH7+sOf6jcCqY7a1anfeHiTNhttM/mrt1/DS+Mo\nqPkfwAPAKfWatrw7VlTnOGDQ9NGfHYTUTr8iW14KfaZTNzv0/DeQhe+NIb0PnI6Ix4HADHRevOfu\nw1d0ZwIxcTIwDhgaLGAHAf/JJBO/FAg3bxv6fsHdx4f3/x8irR6CZba9s5FyLRP6qYNm+yeTQ+IE\nEmZ/RIiNz74eT6V3RyTCnbk2NFMY+2XhGN2WSzoFdd3l6Lzon0dwZb8jl6FqiPflE1bBTvwvYCvg\nykwykX/+Z9ezLQoLfhO4pyLljZk1RaRpM3SeTijULqf9HoiAHAbcVB2CMZ5K90DfrY+B66t7XQ3H\n6lxEOj2KyJz8/XggtGkHvFoVofZbI5BKT5jZC0ip91egh5kNQ9e50a7Khk+aWX44+vFm9hEi3D73\nKBw9wh8YIT+tF5qEuMbMetcUqeruk8zsQjRpmzKzu9x9aE2su4L+HBhgZt9SZue7Kde2HSFCREpF\nqI2oLFMKpJSK8CdBJplYEk+l+6MBeu94Kn3ligTBRiiPkLvSjTIrXkdk+5qNFFCPht9jMslE9NC/\nauiICL6Psi+4+68hpwFkiSoCRgaiIIu6lKlBbwfuNrM4srI8nzMruiXwThWDs6+qqcT5IO//98P6\nq4uO6JlkWWECd18aBpFd87cp/N7ofu4/cy/2AqluKiUAVgE96jVtaS07bgXQdOw7z00HbwKsu/72\niTGlS5c0mDbykw7A98BWmxzwz7HA0hH/u30tpF7bGJGBmwBTdj3n/uZA8SeP9voSDapvQFlJ3yH7\n+fbADet13/uvyE72GFIbLUbZTUcg9WG5ynMrgJ3Qd7e3u5fEU+lTkF1uQH64eQ4B9Qsi10D2rh0Q\nCZSdvT8R3XfvyLHcHQm0R1XwFgMEhdXZ6HzJZDcoEGNnIbXLkOzrof8zkUrrAnefn7fsX8BGwCWe\nV6UuKJb6hH27roLz/GhEWtycSSYKEnwh6+kyZCe9rRJCqglSSDVHGVLjC7XLaR9HttjXgdtD7kuF\nCATa4UhJOBi4p7rXWFPgei9kpe7vFZdqfwqpM08J/fwhEc6DAWaWRoq/vyGb33Dgv+i6VQp8BnwW\nyMI9kJKvDwpHfxURb1E4eoQ/JNz9OzO7FCmRrwvEVI0EhgcF05WouMXZgcB/pKrr0Cr2+V2w850P\nXGlm/wWejAjiCBCRUhFqJ+YCjeOptOWFJC8ASoiUUn86ZJKJxfFUuh96GO0TT6V7Z5KJQiXfI+Qh\nnkq3pnweVNYaOxWRT4PD75+jUPLfHI2RLXJrIP9Bci6Auz8Y8lcSaEB2mZmd7+53oWtiVfgjWiyz\napguaP8BYhW2Npriy5SyK4SgLtl93U13W2CxGCVLFjeY8u2w5sBUs1ir9rscst7Yd58fg5duAjS0\nojrj2my55+YzJ3z/Ycnihbuj0P5DEFl7XL0mLR4oKq57FPDKjB+GH4RsiksRcXUZIndG733Ff79B\nmT8vDul9YAtko7wLaIFUTU+5e7UzhHL2pxgpsT5198/jqfS2KOuqf7hOHkJuuHlv9kTk4pXuvjgQ\nL6cD72eJjWDbiyPb3tTQzyaIQHnCQ6i4mcXQYGQJImE8vL8umj2fHtaRex05EJEJ17v7T3m7c1A4\nLjfnZ4qFz+0KZEm8vJD1JZ5K748UbI9kkok38peH9WyMwse/DdtQcPAUjks/REhdXg1C6mBE/KSB\ne6vKPArZfP9E3+OngKere701sw7o3hdD5N3oitqGbKnnUXD4/6qz/t8TgezMBHveLshmejUi6p8D\nPnBhNgpezg1HTwB/t7Jw9PfcPcobjfCHgruPNbOLkYo2S0xVen1ZgXUvNbO7UbbfqUBbM7uhOpl2\nq9DnbDO7ChHJxwJdQ58zqnhrhFqOiJSKUBsxF6kH6iELEQCZZMLjqfQcIqXUnxJhwJVCD+dXxVPp\nXplkYuTKrs/M+gB/dfetwv8PA808hDaviQgz8e0Q+ZTNhGoVFo9Hpe6fAUasSKhuhJXGD4iw2IEy\ny15zoDOyEX2O7uPruPt7Fa0kWHDuQ5ks16CHz7uQpek4MyuqgZnKHYEn8v7/LPydtRcVVfL+HxBZ\nsQvwNCyzf22HApcLocs85lWujjKaAk9i9MepSB1SGba3ojprtdtuPwNmTf7qrVklixY0BVq06Nh9\nUp16DTYYN+zF5sBIoEv7HQ96zyy2wZdP948h9eC6yL7WHpi+y1n3NAWKP3rwkm9QAPh16MH8M3Rv\n6gL0qlOvwXHA/IWzpz+HBiNjkYIohULRy+UqrQASSHWUCqqoU9B58H6BcPPGYfm7OTaLE9E5dw9A\nPJVuiJRPX1Bm26uPyKeRyL6bxaFI3dfLy1dePBlddy7IJBPLiFIz6xqW/c/d38ndCTPrHpYNcPc3\n8pYZIvQ6IoJoOWVBPJXeESnAXgZeKHSgQh7WVYg47FeRPTSHkGoV+ssnz/K3Lat2eh5V8KuKkKqL\nbJA7IdJucGXt8/rbDrgYVYlMVTPHZWPgXaSqWiMqWQV1xztm9i4i6Q9Dts7xgWR7y92XhmOdG46+\nMyKocsPRhwKjqvpcIkT4reDuk83sEsoUU33yifhVWHe2Ut5ENDlwgykAfbU944U+nwt2vouRne/G\nlbGjrw4EW/XrQPNAaEf4DRCRUhFqI7IlTpuQQ0oFzCFSSv1pkUkmFsZT6b7AVfN/nXxdvcbNZy+e\nN3NXoC0a6H0B3Orur1dzlWv0Q2s8lS5C1pcsCdUNfT9KEUnwLmWV8aIb828Md58XBk43mNkMlM3U\nDyk+cfdRpqpUj4V8iM+RjW1v4At3f8XMbkEV30Yilc1eKOMLVJXvTOAZM+uPAs13BD5ciQfew83s\nU3TOHIPIpJPCsqlIlbWfmf0MLMx/0HP3+WHG9gYz+xWRoBcj+9pDOU1zbYpdZjBjbN5r+egSfhfM\nCspZaxFQii/3nd6nyTodFjZq1a4e0OSnD16aiTKdWnTa++jGv4z8ZNzSRfM7oM/m1457H9Nxwcyp\nny6c/csOaHB7ACLZ/lG30VqP16nf8DAvLX1l5rgRf0Eh1fURIXMLIh4+27fvwPmEEPK3bzx+x7AP\nl6MB9BZItVQuO6k6CBamI4DB7j4+qKLWA64Nkzb54ebHI/vo/eH9W6IB/J05s9pZ215utb2T0Ll2\nZZbsDIqjY5B9dFmuXzyV3jUco7syycSYnG1dC+WdfE9Z+Hp2WRs0ePosf1nAkSgT6zpX0H45xFPp\nrqjy33vA/YUUR2a2LiIAp4f9KKgcCMRdClgbEVLjCrULbQ3ZMA9DBO6z1SCkGiHbXWfg6kwyUa2S\n6qGvg9Fn8SHKq6pU/WBmHUJW01bhpb8WFRUNLi0tPcp/xwp8K4JwPD8FPs1R650LHBP2bWj2OASS\n8U3gzfB570P5cPQhqFJoFI4e4XeHu88IVr4+KGMq5eWLR6zq+j81s4uQMvRmU7j6ctfPmoS7jzCz\ns9G9r6+pkMF/VqeFsJp4D2gTEVK/LSJSKkJtRHYGtjFlAbtZzCYipf7UyCQTC9Zaf5MH500b/0md\n+o1KmrXrcvGsCd+/jgZf+6GBerffdytXD8KMexfKrHiboEHxYjT4S1NWGW+1ybfxKq7iAAAgAElE\nQVQjrBAuQmXlX0LXtpsor/Y8AQ1ab0Tk6i8or+flsLwIndPt0PXvFaRiyT7k7o0yjd5EZNdwRCxV\nhkID6T6I8LgL5Sgd4e7fhX5KzOws9LDbF3gHEWf5uBQRTI+h6/QnwL55g0L1bTQD2vzET+9XsD1Z\nbILC3KvK4TgQSGCcliWmTFXdtmm7TdyA2XOnjW8wZ8q4ZsAv9Zut/Uuzdl1aDbvrzNmI0O7SqvN2\nnxcV193hy2ev/T5sU+PQd2tgzi5n31MPKP74oUtHIsLgamTJeheFqbexojrXAqcB4z555Iq3UdD5\ne0ixcg8iDFc2HPYIdHyfiqfSa4X/X8kkE2Nzws1vDeHmXdH18J5wntRDBObXhMyneCrdPbT5d45t\nbxsUYn63h1LjQTl1ESLhsoQX8VS6DVJZvUNOvpSZFSHSyRCxtDRnWQMgic7lG/MHL2a2FyKlHnP3\n5c7jeCq9PjoPR6Ig90KEVEtE/i5E1Q3n5rcJ7RohQqo1cIW7jy3ULrQ19FkfCDzg7lVa44Jy7Sqg\nJdCrupbzoDA8HVkqn0PHojoTKN+4e4PNN9+cHj16MG7cONLpdM8lS5Y8hT7TNQrh+pMys/bIKnQK\ncISZvQwMzP1cXYUi8sPRTwBOsLJw9M/+AIPlCH9ihByoJJqkuNJUxS4/z3FV1j/OzM5H1uf+Znar\nu79dU+uvoM9ZwXnwd5Tx1y2oplYbEW5mdbySrMywrEayuyJUHxEpFaE2IlcplY/IvheBWRO+vwVs\n5u4XPPJinfoN9wAymWRiNPBtUKZkQ3JvQrkl9VClo/OrOzNlZoehwU8nYD6a1T/Y3auT41MjCLPs\n3SgLJt8YXffnIbXMM4iEGpVJJla4rHyE1Y+QhXN8+MnippzlJWjgelUF7z+7ivV/TQUDTnc/Mf81\nM+uMwpnzc2kmunu8kn4eorziabn1hzyXc8NPoXW8RdYCaGwHcAVXDLrCr6jMFtgV+LaAAiof3YBf\n89rtWad+o3rrbr57CdBo3LABM/HSRkDL9jsfMmHBr1NmzJ0ytj0ialp0O+jMlksXzhs5a8LIrRHR\ntAciEw8qbtjs2eIGjQ/20tJXZv70zUGIBG6NCIf/os/vzZ59XlwXfVf7zPjxi0PRfewhlH3UhKBa\nWlGYWTtk3XvM3WfFU+mzkSLyibxw89cDqfEvRIS9ElZxVNjWPu7uOba9L1GuXNbGdjZSqrxCGU5D\nWUt9sgOBQJBfiki7O/PIoePR53F5bs5IIHYuCNtxQT5ZZGabhv5fQ2RMOQSSpy8ibvsVqloX1GQp\ndJ5d5u4zKzieWUJqHWRHHFOoXWgbQyHu+6CKg1Xa7wJ51jf8e3EmmahWhkxQbl2Gjt+t7v5aNd/X\nGWhw6KGHssUWWwCwxRZb4O5FAwYM2M/MNi6kngyEzxige02qNmoSQb12s5k9gSykhwN/M7NXgBdz\nzzFfPhx9T0RQ9QGmm9lrROHoEX5HuPtCM+uLroWXm9lt1f2eV3P9s0xV/84ELjJVX326ImI7XJcv\nQrEA6yO7+r3u3t/MNgduRdbj+ciyfH54rsnGXqyF7pcXIGV0Z2ADM7sB3ff2cfcd8/r8Avivu/cL\n/5+CJts2RNejO9z97rAse406At3XtkdW3TfRJNouqDjMGOAidx8c7HtvAGtl1VJm9jd0n+6EJt7u\ncPdl0QJmNgbFJHRC15hfke17pe7Zf0ZEpFSE2ojsg2pFFfja/4bbEuEPhpDJEwe/rE79hncjtcLV\n8VT60kwyMSFHrvscOpfiaFb+NOBVM+tc0UAlp491URjthSjouAkqw12ZzWiVEU+lW1C+Ml6H0Oev\niHx6O/wel0kmohnfCNWGmbWIxWJPImUMAFlrz++0SZsgu2HFs5my5HVG38WKYRgir5Y92IcH7R4t\nO3afX1y/UZ2SJYttyohhTYHpsTp1m7bbNr7uiBdvG4MeojdotPb6I+o3bdn9i2evews9lIKscI2A\nBTufeVcdoPijBy78kTKV1Jmhzx2Axg1atPkPeuj9bEjvAycgBdwApOL8K7J7Tan+ISqHExEZ83I8\nle6EbEr3ZZKJOQXCzQ9C98nz3L3UzDqhsPbHsuqnsL4mwKWZZMLD8fpX2NZlIeZmtlvo69a8gfxJ\nwAYoRyq3ot7Ooa8H3H1E3j4chQYUKXcvlyUWLH1XIGLtzvwBVCDorwz/XplJJpYLPg9E01Vo4uqS\nijJVQru+QBukkPqxULvQtg4aLO2CAtnfrKhtzrZ2RRMa08O2VicHCjNbL7yvKVJ4rUiV2Y4A7duX\nfzzq0KFD9s9OFM6XMqphYzez4pWxnNYkXNli9wQ11EGIpP2Lmb2ObKUT89rPBl4KyqrsdyY3HH0I\nMMyjcPQIvzFcAeU3oGfUc82scXXUlyuw/sXB+j8B5d+1C+RXoVy9a1G+37lI1dsaqZ0aogmL94Bt\nEIH/IHAHZdZ+kFV9IiKAOwHPokmvfkjBvZ2ZbZgl/sPkw2bonoiZHY2u7WcgpfdWwP1mNtfdH8/p\npz8ivj5H9+b70f1qV0SYdaNs/Ag517WgAH4GXV+fRVb6u83sF3d/LOc95yMl79WImLrbzN5ciTiE\nPyUiUipCbcQ8yqwT+ZhFZN/7s6MTepD+PgzIegHXIGLqskwyMdHMdkEVqVrnPEhfbGaHoDyQB6ro\now2aaR/gZVVS8gdYq4QQSp5VVWR/2oTFk0J/L4Xfk6PKeBFWBbFY7Mni4uKeiUSC9u3bl7P2lJaW\n/h7n1sbAd1UooNojleN3VayrNVLy5NqjOmGx9u223a8OMHvKiHdYunBuA6B56647TQFaT/lmWFs0\nu9qt20FnFpeWLJ085et3ugIfIRLiVSBe3LDJi/Uar5Xw0tLBsyaM/AtSKXYAGgIDUdj5y7ude/92\n6Dt9NXpon4NUVJcjgiI3NLzaCFlQ2wPX7dt34BJkI/sJeCUQ2bnh5q3D/y+5+w+BVDkr7OeLUM62\nd3fWtoesf7siu92M0G9rNFB4B4XGEt6/Cxrc351JJpYROkHNdR6aNX8pbx92RTPdj7r7x3nLGiMl\ny2ygf74tI55KFyPCqhVSHU0vcIzqocFEG6TQ+rmCY9kQEVdtqZqQylYV3Bq41t3fr6htzrbugLLU\nRiE111wziyOCcjNksX0fOMfdf8xRAZyHzpMWSIVX7vkn3NP6ofNgEcqZOiKoIrLh69x+++2svfba\n7L777nTr1o2xY8dmV/F/ZvZoWO944Bp3fxRZMh0YrtXwprvvnaOA+BidAwvN7BHg7+6+ed62DUdh\n9n2qOj41gWAHftwUgL4/Gtz2NLP3kPrix7z2jj6PUVY+HP18pLh4mygcPcJvjDBh8G9EpJwSlH1P\n1NQ5GNbzrCkH8nxgHTO7OtdWF669ZwP/cvdsoZMxwIdmdiq6/x7nynH71szORKHquaT/DODM0N9I\nM0uj61waKaWmokmQ3qH90cjGnlWnXomUs1lSblwgrk4HckmpW9z9xZxt3wB4zt2zGZtjKzkc5yGF\n5DXh/9Ghj4tQ3EAWaXe/J/x9nZmdh0i3iJSqBiJSKkKtQyaZKI2n0vOpWCkV2ff+3CinVsokE7MD\nMdUfuCaeSl+GSqA3AWaEB+0s6hNmlKvAF0gB8bWZZdCM6nNVKawqQyChOlBGQHVDAxAHxiHLTDaU\nPCqtG2GVEWxH9dC5tl8ikSho7QE6/w4zgf0ofI3PRVdUvTDfapiPbIZcLinVo0Gzteu02HBLB5r8\n9MHAWchq1myjPY9o8dMHL//sJUvbA02LGzQZ1bz9pt1GvfrYu0gR+SUQQ89YS3Y8/XYD6n543/nj\nkEIjhWZsByElZslGe/zjFVRlMDOk94FNCcoaNOu7FVIHFaz+VhnCZ3hy2Lf3EHnUFWUUlcRT6ZMJ\n4eaBnDgd3Sez2U9/RZaI8919aTyVbkCZbe+V0EcrVMnuLQ85TqZcqAvQDPRd2YFSTo7Uu+RY/Ey5\nU5ejHMjbcgdWZrYhmoV/mzxiLpBml6P7+gVevqpf9rp5PsrSSxaywYV1XIYmLJIVEU05hFQ7ZNmr\nMDw/7E8vdKz7eTVywOKpdBwROO8DN+XYCxshy+4X6L7UFynotsx5ewoRnNeGfp8ys05h4NodEaQP\noGO/GA2UisJn/ghSp00qKipq3bZt26IXXniBSZMm8dFHH5UAPyMSLo7I0U5IIQgiuT5CGXHfUFZp\nE2RXnIUURiDSsLeZbZM9Hma2FSLbDq7q+NQ03H0+8HxQQu2NcqduM7PPkFL66/wBvlcejj7OzIYS\nhaNH+I0Qzs9HzWwOoeiEmd1Tk+Sou79nZlPRdeVmM7vKy/LzuiLrW6HiQJuggiu5+aTvoXtjF8oy\nf0fkbe8kYDN3f9LMvkHXrbPM7OlAIB2BMjSz1+SOwINmljtZXITu17nIvwbfjpRMcXR9fN7dv6rg\nMHQlTMrk7cs5ZmY525///slo0itCNRCRUhFqKyqqsjcHaBRPpYsyycSqlkCPsGZiFCJyNgH+B5BJ\nJmbGU+krEDF1dd1Ga41fPG/mRJQJk2+5q5JYCrkU+5rZTsC+SGnQz8x28EqqM+Ui5LxsTBkB1Q0N\nTpaGfXgdDQK+KWRFiVC7EQb9dRFRWi/nJ///Qj8Vtcl/vTh0tzaslLVn9cFZjGZYK0MX4MfQtjJ0\nBSbgKpIRFC67r7PZbossFls675cJ9edM/rEJMLNx6/bTG7Vq2/KTYS82RjOrG3bqcdwX7qXzxr73\nwgaIrNkBESh71mnQONNgrbX389LSwbMnjj4IEQuboQfzd5BK6vFO+xybAOosnDXtKUQ6fA8MQ0Hn\nnyDFycpgH0QqXbhv34H10MDl/Uwy8cVy4ea92QlVTbzG3RcEO9hRKHcnS+ydhO6tl+XY9s5BoeD3\n5PR7eDiul2bzQ4Ji6WJETizLkcpZx9rIMrhsEGPK9uuFiJHbcwcv4X1nhH565ef8BELqFETw9c8k\nE9+Qh0DaXYAInqvcvWCYuClg/UqUmZLMOR6F2jZCyq0NUY5WpTa6sJ3/QAqAQcC9ufZqd38hb/2n\nAFPDTP3+6B71InBSsPX0QTlnnVCg+0XAx+5+Vs5qvg/n+QWh3+uAW5YuXfr4p59+uh/AO++8QywW\nG4rulxPd/fPw3p9y1rNM7RDscbmYC5zi5YPqh6BzMDtAPBGRmdW6L64OBKJpcCCUdkHn7jXoGP0X\n+KjQIN+jcPQIfxC4+wtmNhdZwhub2S35itFVXP8oM7sAqUlvMLMb3P0jVFV3VZFv63V0f8TdPzez\n4xDZc5eZvYomBZ4NbbMTU6cgcjwX+WO8cs/J7v6gmQ1Gqt19gcvM7Hx3v2t17EuEqhGRUhFqK+ZS\neBY9mxfUGM3gRfiTwd1/DeqlM8zsdg/B45lkYkY8lb5i0Zxfb9x43xO2GzHg1nWBEnf/qfI1VtrX\n+8D7ZpZCaqZDUOjjcoin0vURUZZVQnVBpMNCZD96ESmhRmaSiSjD4g+MQBitKklU1WvVvX8vRUqY\nin7mIvXDwgLLsq+1Bp4bN27cMqUUkGvtqUqJ9HvhTmQhqgoKQy/D9rHiui3bbt3TgEXj3v/fLC8t\naQg07bDbYb9M/2H41MXzZrYGZltR8dR228a7/PzZq8O9ZOmOaMZ1U3Tc2eGfNy0F6r1/9zkTgL8A\nTyCS4AV0Pfh1x9Nv/Ri4DfjP2zeduANSRF6ArMLNkU1shWe+A5FyLBr0fx9PpY9FiqIHC4SbN0C5\neR8DHwTC5yx0bjwJy9n2stlWB6IB+bIqdabKfUeicNxcIujEsG8X5RHpByHrX3/PyYoKCqZL0fl+\naYHsnr8hlcrNvnz+FOj4HhS2dznrXNjHM5Edq7+7Dy+wjuxxvArZQZOVqQKDhaYvsmH28ipKqsdT\n6RhSme2HrCb/zbdamzK9+iKysxUa5Dgi+NYLf9+WMwidhIiq1oiU6k7ZIC67znWQwqxrWN9ZwNml\npaWgwVtd4OuSkpL9zWw/pCjaBql+X6yOFRH4qsDA+H6kajg/bPeRiJD83eEqGvG2mb2DMnAOQ4To\nT2b2HPBOoYG+R+HoEf4AcPchgZi6CGhkZv0LXDNXZf2/mNkl6N7UK1h0B6HnhH3IK2SC7i3Hm1kD\nLyvwsysiiyq9Lub1O8LM3kAqzFOQPXBRWDbVzCYCHd396cpWU8G6f0bh5PeZ2TUorL0QKfUtIqxz\nsSswMrLs1hwiUipCbUVFpFRW2t+UiJT6M+MMZB/5KMwqf4muh/taLLZjzytfem/sO89Pnz9j4stm\ndiF6sG8LHAC84O6fVbZyM9se3aSHID/8jmgwsWyAFk+lmyD102ZoENsRDQ7mhHaPIxJqTFQZr+YQ\nBro1TRDl/6wqYZQlg2YXeK1Quwp/amq2tKioaHA6ne7p7kUdOnRg7NixDBo0qCQWiw0tKSn5Y+Yl\nSCFVeVlnoxEiG3IzjPZpsu5GSxq1alunZMni2JQR7zUBZtSp36jBupvt1urjBy+ZgMiaDutvt/9X\nZrEWIzMProUelrdC9qvd69Rr+Fqjlm3jpSVLM3OnjPkLUodsgz6br5EN4dam63U6Gpj55bPXDUEP\nxK+j68DfkKVgZQezf0PqykfjqfQ6iKQZkEkmphQINz8a3TPvcXcPlobNELGyKNj2zqK8ba8dUoYM\nzBI6QSV0IRp0PJPdkHgqvTMi5e4NlU4J7TdF6qsB7j4sb/tPRUT9FZ4XOm7KSDoeEV9v5O94PJXe\nC5Fgz2aSiUH5ywMhdTIiD272CsqqBxteH0SmJd19ZKF2oW0LZKNrhir3VViRL2xjXTSA3B64PZNM\nDK2g6UB0bp2CAoFbIutIR6Rw2ofyM/TZQVJ2hr6cmsHMtg79zkXnWw90bysX9E3ZwG9wyF85AB2v\n18zsTne/uLL9I0+ZEPByWO8hYZvrsJJZaasLYZD5CfBJIFgPRxbQY8xsADC0osG+Vx6O/hVST0Xh\n6BFWC9x9mJldhTL0UsFqV2NKelflv2uA49B1e33gBuB6M1uCrktro2faJxGZ/2jYptbIMvdY/vW8\nGngqrKshIohuN7NrA+nfB9luZ6Ng9XooE3Ytd89OAi9XZMgU5P4Ker5vgSzNuZMoue+5CY0XeqH7\n2s5oHHH6Cu5HhEoQkVIRaivmUrF9jwqWRfiTwN3HhAfzK5A3vQ2yIXzppaXnAMO3P/X6uiNevG3L\nqd99+DDurZA3/G2gOtWvZiNbzDmIAB1Xr0mL5B4XPbYonkqfgW7Y64e2vyDyaUj4PeHPGkpegDCq\nCYIov11RNTcnSxhVRAbNLPBapQRRXpvFNSmvX90oLS09asmSJU+FDCkAYrHY0N+x+l5NYQGa+Z0C\ny4iFbdpuvW8xMG/qN8NiS+bPrgM0b7PlXtMWzZnhsyaMXA8YjVmDTvscu8H0H7/4eunCed0RmbQ3\nus8Ub3fK9YuAeh/cc+5kRAA9gdQtjyBCauzevf47BT3g3jz563cOQwqVR5GCZyYKOl9hhJynQ5Cq\nZVrIypsD/LdAuHlHpCh6JMw8t0CEzqvu/kVY5YnoWnZ5sO1lq8pNC/uTJXr+hcity4PyhECInY3s\niOmcbWyBgsBHhH3O3f79EAlyV57aCjPrEvp+mwKVFYOi6xykWnsif3nAESjH6J5CpFboJ0tIdUSE\nVIWz+2a2Ngqor4tUXRMqahu2sQmywnREgeYF7ZnhGHUGTg7ZLhuH94GO+5eV9RPwJbCPqYz84cAx\nSNlzY1i+CGjvIQ+sENx9OpooedzM3gWuR+dy1hpbreuqu5eY2WNoQLsYkYp/WIIm2Dn7mlkHRPKe\nChxhZi8Bg7LqwALvyw1HfwjYiSgcPcJvAHcfHsiTK4H+ZtbHc8LJa2D92RyrCeg+9S2qqHcVUm5O\nQtfVBWa2L1IBf4TyBZ9D99sVxXNI+bwEqSvPQkHiDyOF1jx0Pbo+/P0V5V0Jhb5jRWGd7dAz+yvo\n+7nce4KN8O9Isdor7GMvL1/dr1Af0Xd7BRCRUhFqK+ZQVoksF1n7XkRK/cnhKq1+dvhZDvFU+uLu\nR/a6Ft3gLsskE7PMrDOwhZk1dPer0E04u74Ts3/v23fg9+jhNbcy3h7hZwIahP0XGJFTveoPizDY\nLKQwWlWCKP+16hJGS6icDJpZybLqKI8WZwfUEYTwULt/GBR3Akb/YRVSKwKnlPJ5WHsWN2zaaJ1N\nd1kKNP7pw5dnAwvMYo033PVvLUa//uRk8FbA+q06bf1jnXoNun3z4u0TEKnVFSksdi2q1+D1Jut0\n6FmyZNHQuVPGJlC1s52BXxHBvZlZ7Ko6dRucBIx6te8hoxCR8iQiKrZDlrKVHbAfhwi350J21M4o\nPHthPJU+i7Jw8xia8R1HmVrsNPQdewggnkpvibKLcm17h4ftvDBnG/dEZPwN4fqazca7BE0U3Z6T\nI5V93YHrc79vZtYtbMMgdx+cu1Omin5J4AfyAtFDfx3RZMNw4K5CBL+ZHYxIucfdPZ2/PLSph6o9\ndQJ6u3uFFRxN2Vv9gFLgkuy+V4R4Kt0KDW7WQiRfZVaWX5Eq759m1hYNAjcOfVX33tEfEVPvo2vc\nQPR51HX3GWZ2I3BLsB2/i5ReuwCz3P3xoHLIFtKojyybWaJwKjrP9jNV6VoY1EKV4QE0kHWWt8T8\nIeEKdr7JzJ5EZO8RwGFm9gqqHFhhvl34frxJWTh6D6Rui8LRI6wWuPv3wWqXQuRNsqrr0kr08ZqZ\nTUbX27nAbp5XtTTYqnsUen9YfmKB184r8NosyoorYGaXoXvcKUjRe5u7Px2e0TsCo7M2a1de3XLP\nlu5e8Nk/LHsr/z3uPgAVmKjoPRsVeG3ritpHWB4RKRWhtqIipVR2ViuqwBehUmSSiUnxVPpy4NoF\nM6fdULeozobk3FyLzQYvhaPc/dd4Kl2EQm1zK+M1Qw/dP6DBQLYyXo0+eOYQRjUZcF2oXXXDGhdT\nuVro1wKvVdeathARRlFw7O+E8KC35pNRBRC+Sz1adtxqYXH9Rsz75eeiWRNHNwTmNVt/kxnFDZuu\nNfnrd9ZGxPKGmxxwWvO5U38auWDmlE3RYH53RIZ03/b4qxcADT6457wpaILkcTSTexdSqny1T+8B\njRDBcFnp0iWnINXkIDTD+zm6bqzMfmyMrAh37tt34GLgn4gEeKtAuHkibMPFrpDsnRGBdZ27z8mp\ntvcVZba9jdGg/Jnsg7+ZtUEqqdfd/e2czTkBXRsvzsuROgHl5l3mOVVJg+LocpSjd3/efmUDxBcC\nV3teNcJ4Kr0uUgeMB64tZHs2s55oIPM8FajQcgipjVFQecHw89C2PRr4zUMz59Mrahu2sT2azChB\n2Vo/V9Y+WCn/gVRRRyPy8yikAssSblXN0C8EMogAagJsjkjSp0IfSVN1rUuBjRCp/xkK+wZd069B\nFsYFKKD/yPDeEjM7Cx2vvmHZ3lXs02gzGwY0d/eVDfD/XeAKN7/bFG5+MFLzHWQKYH6hKqtteP8T\nZvYUsvr2oHw4+hDg8+geF2FV4e4/mdnF6Pp0fSCmVjojtYI+RoR8uN6ItO2fo65dbQgq84fMbARw\nHnB3LBZrj6rfAoocKC0tPaomVWIRVi8iUipCbcUclKVRDqEE9jwipVSEaiCTTPwcT6Uv//o//T5o\n6KVt7kKjubeBM6Dn0qatXo+n0i8hhUQDpC74Hg0Avl44e/p3b994fAllxE5j601LKid/qvNa/v/L\n+eUrQCHCKJf8mceKZRflvx4RRhHWZHSyWFGHtlv3rA8s/OnDgfMoLakH1N9wt8N8wieDp5YuWbQO\n0LzR2hv82LDleh0/vP/CKeh70x7lRO1UVFz/nWbtOu+zdNGCofOm/XQgIqz2Rpk9DmxQv9nal8SK\nii4C3h/S+8D6KGvqGpS71Aq4cmVsPYFYOwVVBhyKFE4bIMtEEeXDzVug2ebB7v5tIH1OR4TFe2GV\nJ6BJnCuCba9eWNcPhPDsoHq6AJEZyyrwxVPpHdDA/f5MMrGMyDSz3cPr9+USPmHdvdC15FovX7Wt\nCJF6LYGL8lUl8VS6KSJ7FgBXZZKJ3DLk2XXsimwfrwCPFjq+pop0SWSZuzLfOpjXNhtA/guy91U6\n4RBPpTcL+zcVuDKTTFRVPRIzK0ZB5V+g/X8mbHfuLH7+jP6s7Gshe+tcVL1wS3fPz43KvucOZMEp\ntOxqZE0sCHd/iLyQ40IKiDysh6wzayQCkfqoKQB9f+CvQDxYG59z9x+reH8pUp99auXD0a8kCkeP\nUENw9ylBMdUXuDZkTFU7ZLyafUw2s4uQ8rWvmd2dr3BdXXD3D83sHDP7oG7duu0TiQTt27dn3Lhx\npNPpnkuWLHkKfT8jrAGISKkItRVzgUbxVDqWW1o5YDaRUipCNTGk94ENgPWeQNPUhN8ORcfO/qX7\nJ4/2Wly6eNHEhbOnTV84e8ZCvLQ1yos6iBUnjPJJntz/5xR4rbr5RdnQ68jfHmHNhnE28Au+fJZQ\nDaBHg+br1m2x4RalCjh/tyEws16TFsUtN96m/re3nLIIEUvrddnv5JmL5v7686zx33VDlr2dEQnU\nbatj+8wBGnx47/kzEMH0BJrNvQWRQO/ufsHDmwLN58+Y9DiyP3yJiJ4LUQ5UpQqaSrATUmom9+07\nsBFSZb2aSSZG5YSbnxvCzU9FRHo2z+kkdM262909qKoOAO7JJBOTQ5vjUZDtOTmk0ZGUqa0WAMRT\n6dZhnz9A4dYAhMDss4C3kI0s+7ohRVZb8kinsOyfwJZIuTQ+d4dD5dLeaCLqokJqVFPluAvQnMLd\nVRBSmyBCqlBFv2zbrpSpsq6sKFsoZxt3Rp/tt8A1eaqxivpohs6NTsgS+XYVb8l9bxGqvPg3pF66\n3d2XI+oqeO9yFpiaQsg6OxJYh5BFtibDFSL9XMiY6gEcikKXP0U5OCOquu/68uHoPZFFMgpHj7DK\ncFWcvhSpTPuZ2dVeQaXRVehjXrD5noIqW7cDHvqNJimbuXuHRCKxrDrwFu2u//wAACAASURBVFts\ngbsXDRgwYD8z27imr2MRVg8iUipCbUX2AbERZeHmWcwhIqUiVB8dQQqpXOwRfs/4YXg9FIo9H82A\nTwZmsGL2tMURYRQhQhUwDFUqe6XGVy1CYvd1N9+txGKxxdNGfBBbPPdXA5q13WbfGTPHjViycNa0\nZsCC4obNJrXstNWGXz573XBE0LRChNJWseJ677XosPleSxfOf23eL+P3R1kyceBHVOFnrXU332MA\nyiBKv3vrqVsj1ci1KIduDjlV61ZwH4pRIPkn7j48nkqfjhQzj+eEm6czycSPgaTZFbjJ3eea2RbA\nvsC/3X16IHrOQba9QWH93ZGS6z4PQd5mthnKl3oiOwMfcqQuRgqy23JypBoia94U4M68a97f0GX2\nOl++at1BiBy7I98aEqzTFyOl2uWZZGI5ZYmpwt/lyJJ2ayWEVC9E6F3p7l9Xcpy3ROTVKKCvl5U7\nL4h4Kn0AUqC9B9ycSSaWVNY+9LEBItrqI4tjtdUNgcy6CNn0HkSZR1XeX8ysRSwWexJlHQGrxQIz\nFYXjn1qbMpSClXSQmWXQ9+owlOX1bVBTfVwNcio3HP1BRHT3oHw4+hBEFkbPCxGqjUAaJYHLgD5m\ndoMvX+10VfsoAe4NAej/BNqGfubXZD8F0BGgffv25V7s0KFD9s9O1NLIgdqG6maERIiwpiFLSlVU\ngS+y70WoLn4ATa/n4q2yP5egMrUbIAtOAs2W7oYyU5oj0moS8K27j3b38e4+zd1nu3ukYIoQoXpo\njbLaRlbayjgN49gVXPf2RfUatG6z5d5FQIOfPhy4FJgfq1PsG+zwl+Y/vPmfhcAsYN2N9vj7/NIl\ni2dN+WZYR6Rw6ozsci27H3H5LKDBB/eeOxMFWY9ARMdzaKD6yhaHX9QDKP1+8AODkGrkFWRL2xF4\nsLqKlgI4EB2jh+KpdAdE5Pwnk0z8CpyMCPAnAgHzf8gS9lb4/8ywrVnbxYnoWN8ebHuNkQ3sC4LC\nycyaIPXRiLB/WRyHBgLXZ5KJuaGtIZKrOQpwX7aPZrZdeM8znlcBzsy2D9v+vLsPyV0WT6UNhbRv\nDfTPtQjmvL8TUgh8hwivQjlTdRFptSlwlbt/tfyhLbc9fZBV88rKCCkze2OtDboOQsd6YDgeS3KW\njzGz5cJ2TZVhb0BWxPNXkJDaGCnyOqCMqxere3+JxWJPFhcX9zz00EM577zzOPTQQykuLu4Zi8Vq\nTJXo7jFEIt5dU+sEHWszu7km17kycPcSV0jy2cgyBSIw7zCzvYKCrTrrWeTub7j7FYisfhmVub8Z\nuN3MDg62vwgRqoWgtOuHqqBeGvL1Vkc/aaQi7YayrFqvjn5y8APAuHHjyr04duzY7J+jV3P/EWoI\nkVIqQm1FVh3VuMCy2ejBPUKEKuHuI4vNBp8BPR2K9kCE1JlQGoPZpcqIaYQGrCPRDXIWCjduj2ZN\n64fVLTFVKJqAbB/Zn4meF9obIUKE5dAl/K5qkL4DynFaEezTtE2npY1arhebN/1nn/XzqPoALTtu\nNbN06eLGM8d9szYwIVanbmz97Q9oP2roY9/hvikipH8GNosV1/uw1cbb7LF4/uzX50+fuB/wGiKp\nR4RtL9r8sIveRQqKB8cNe/Gvoe9nKKuQtqLbDUAYoP4DGLxv34ET0OBjEvByPJXenPLh5sciEqyP\nu7uZHYkUX1fl2fbuzbHtnYauY7eG9xgisuojtVUpQDyV3h5VJ3sgr6rcIUj50S/Xmmhm6yNb20eo\n8mDuPm2EFD/vU2YxzMVRyOp0SyaZ+KzAMVkf5Uz9FPpd7hob1GWXI1VRX3f/skA/2ba75mzrDe5e\noeIpnkoX1V+rdduGzdfNKrleKFAJcFukJsuuvxR9bt2RJfSGqlRYedvXExFgYxDx98sKvLczsN9v\nZIF5GihY9bC2IBCBHwMfB6XeYUjxdIyZPY/yoqp1z/flw9F7UhaO/iGy90Xh6BGqhKuYxU1o4v5s\nM2vsqipX0/18bmYXIrXnzcEyWGHBiFXsa2RRUdHgdDrd092LOnTowNixYxk0aFBJLBYbWiuqBP9J\nEJFSEWorqlJKdfoNtyXCGo6lcNQ8eOrYHFtDHRhSqsHM4ehBcf7/s3fe8VFU7Rf/PpsChN6LIKh0\nEbCiqBRRFg3YX3vF7u/1tYKiJiBrQ+y9995QYdWgCKiIgIgiggLSu/QWIMk+vz+eO8lk2YQAQSHM\n+Xz2Q9idcmd2dubec885D6YsSMeseWOA17GBZg0sy6WR73WQWx5ARWQpRlD5CasF28oqCRBgL0IL\nYDFK0SXnhZoYwfJHsVsSamGkyguCZCNyWIODu5UDshdM+GKL5uWkgCQ3OeaMyrO/+3CFxvKqAfUa\ntO82VyS0z/zxw+pjapmDMItel7Zn9vkZqDDu+Zu9QhtzsAHk/RiZ8V79tp3/AywZ9cAFUzEF0AtY\nefi6GHGyo6rJc7H8urexXKm2FCg1rqEg3LwRpuR8X1UXOuLndOAtVV3os+1NwREHjozpgpFPHtFx\nAkYy5ZMf4Ui0NpYjNQ74LP9UmzXwEiwAepzv/YqYZW4F8LD/2EWkJqZImh//mdtXD6wC4GtZGenf\nxJ8MEamLETwrMbJtK3LHEVL9sO8wEm8NjFv2eEz9MgorP55X1LLhSLQccGtK+UrV1y2ZNSorI/2j\nRMupr1KfT0HTA3ie7chjccdxpVv3S8xeuU2LYBxKZIERkeREarPtgVNs7DX5SC6b7HcR2Q8jp64G\nzhORT4HPXS5VSbYTH47elSAcPcB2QlVjIvIsNhbq7RSvb5S2Yl9V54vIzVg/+V4ReUxVR5XmPjzE\nYrHzcnJy3h4yZEh+Hz0UCn0Vi8XO2xX7C7BrENj3ApRV+DOl4hHY9wJsF1R1VY7qiZhN5ySgeY7q\niao6CQuiHYCz9mADsi+xinwR4BUsE2UtMExVn1bVfqp6ATbT3xerejQWG1R2xIKABwPviMgbInKv\niFwjIr1EpL2I1HJKhQAB9ia0YNsqqZbu3+JJKbMWHIo9K7qWq1S9cp1WR8XycrakLJnyXQVgY1rN\n+psr128aWvzryGrAMiQUa9rtwrrzxkdnx3JzarrtLAeah5JTfq7T6shjNq9fNTJ75eLuwNeYnW4C\nZstbd/T/npsFHBrLy311y/rVvTECegKmcBqqcQHeJYULlT0JeK/7wGHZGNk1MSsjfYJrQ0Pg2eGZ\nPcHsbkuxcOYkjGiZB3zsNncJhW17NYBrMQXXaLe/fTASJMvLJfHlSGVTOEeqpnt/Mhb47rU5hKmg\nqmCE0EbfZ15weQwj6goRGK6q37WYJW4rwse1+W6M+MhU1fhcST8h1d7to8jgXxFJx4i6LOCRbRBS\nVbBKdQdlr146Z/2yeYtF5AkRWS0if4uIRxTm2/ccObccu/8fhpFSM90y7UTkGxFZKyJrRGSCs/d5\n26iFqeyOxzK3nlLVHBG5WERWOZvXdBHJFpEv3bXiP7ZTxEK5PwH48ssvicUKuLBHHnnE+/NmEVmH\nDTCLhIh0FpGYiJwkIr+6/Y51aiFvmYtFZJXv/1+JyJe+/1cXkfkiMsD3XhsR+VxE1onIEhF53V1b\newxUdbaqDsZUh2Ox5//L7nxU385trVXVT7G+wk2Yeq8n8LzrL3QVq2YZIMBWUMObwIvYxOq17p5c\n2vtZi9lXR2P3kAt2Rd9VVVfl5eUV6qPn5eWdWIpZeAH+AQRKqQBlFZuxHJ9E5NNaoHI4EpUEcvoA\nAYqEsy/MiHtPgXGuY98D62i2xwZLv2Ek03GYfWW+iIwERqvqMjdYmuZe+RDLONmHAlVVQyzvpDsF\n9+1ssUBJvw1wAbCkuEFTgAB7JIQUTM0xahtLtgSWoazcxnKtgUWCrAW61Tzg4JyU8hXzlkz5PrR5\n7QoFKjc6In3t4l+/WZu7eWMVoEbNA9ovSkmrtO+skW9XxUiDAzFF5LEHnnrDFKDt+Bf6ZGOWtmWY\nhfdNoI+Ekp6uWGufC4GpXw88XYA2mBLoYkxl+c72nhIfemPh0cOw0vQ1gUwXbn4+Xrh5Jse7Nt/h\niIvTgf2BW1Q119n20oHnszLSF7vBw/+wZ+nTzraXgpFMy7EBjYcLsQp8t2ZlpK8DEJFk4DYsd29w\n3H3pYiwLKtOv7HADo1uw8Pc+qlroewxHoq3c/n8AXoh/hrtZ/wh2n7w10aDEtetWCgipSUWdWBE5\n07X1E0y9VGSfwVUcHIjFBtyeu2nD8xjJ9yJwOEY4vSAic1X1JbdaZWwCYiT23V2MkV/euXoTC2i/\nCiPp2mPn0wuZ985v3wT2Oi9Y/gK3zDPYdXasW/9YzBb5PKYoazlt2rSGH3zwAT169PBnsmwG3sAq\na5VUJfUAdu0sxUizz0Skue8a8J/Hi4HJInKdqj4BPIc9zwa6dlbFrLDPY+RgGjAIeB9TGe5RcNf7\nUyLyDjZhlQ6cIiJfAx87u15Jt7WtcPTRmL0vCEcPsBVU9VMRWY/9riqJyEM7q4RMsI8cEXkM659e\nBDQUkUfiJxtKaV9b9dED7DkISKkAZRJZGekajkTXU3SmVBJQARsMBAiw03AP8mGOdPoPcBZGUr2B\nqaXaYRaYc4CLRGQKNsAeE2/Rc1kTs90rH07ZUIfCNsCGmBIjzS2WKyKLKUxWzQcW7opOQIAA/xD2\nx/osJVFKbUslBaZknAY0CyWnHNDg4G6pQN788dGNQG5yubSUBu27VRz3/M0bMAKmZvPul1ZZ9se4\nOTnZ6/fDlD/rgcahpJTJ9dt2PnLT2uXfZq9a0g2rkNUTq49wArDwuNvfU6DJxhWLbkVjN2MKqRgF\nFfB26FkkVhHvcGBQ94HDqmD3naFZGekLw5FoHwrCzatg5NVIVZ0sIvUxwuozVZ3ubHv/w2x7w9zm\ne2BqsgE+tdGFWFGHW9SFlYcj0cMxC+DLcTlSl2G2r9vUV2lNRLq65V9MoFC6FKuwOFBV5/g/CEei\nDbFZ9+lYFbtC9jax6n53YUqv21R1WYLz5RFlh2KE1FZZVG45cefnbCwD6e1tEFL7YYrZHKBvVkb6\nIskEYJ6q3uQWm+GsjDdiVfFSsMmKnzHFy6nAmrh27ws84COc/hLDKdj3OcV9nqiSXTLwf6r6kzum\ni7FqcIe59zKxkP1WWFD9ByLyzbRp09pNm1ZonuQFVU2U6VUcBqjqN779LnDH+mH8gqq6SESuBl5z\n12UPoL3Pvvhf4GdVzfDWEZHLgXki0lRV98ggY0e4vioiH2DE1MlADxH5Dvgg/vovwfY2Y+TmSHce\nu2EE1YnAHEd6jXTqlQABAFDVESKyASPqM0SkUCGKUtqHYurchVhxjPtE5O74SYcAezcCUipAWUZR\nNj2vc12FgJQKUMpw+RCvisjn2Azw9Vhn8yVVfVBEKmAkUlfMSnO1iIzHCKqfissCcbPMi91rvPe+\nG0BVZ+vcqhOwPCtvuWUkzq0KOqkBdncsBZ4mjqgtBFNTNWXrYpnxy1UA9sMyk7pVqFG/XPXGbWIb\nViyKrVnwZzkgqXbLDmvXL5tXbuOKhRWAnIq1911aud5+dX955561wCJsID8ROLJVr2tmAK3Hv9h3\nE0Y0rMeIkUnA9amVqj+YlFr+MmD0949deRD2m7wLs4/9TqFiniWHUxVdhpFrY7DO/ibg3QTh5jdg\n9rCX3P3iv8BqCix1F2P3kAxn26vvtv2lqk50+2uPEQsvq+pfAOFItBZGskzAWcDcsl0wYu4Z9VWP\nE6sOdx2mfMnPnXKfnYgRM895RIoHp/oaCKwC7snKSN8St24qRlg1AG5X1QUJzpdnMTwUuMc7rgTL\niTv2U4BXVPXjRMv52tYWs3EvAQa4aocefoxbfCxwkyPmqgNTgZtVdV0RrpaHse/sIswS+inQC/tu\nPwZeL0YZm+s/j6r6p4isBlqJyC/Yc6gCRqR1AR5U1SRMpXU6dl39ianStgfqP25VXSUif2K/mcQr\nqH4oIqdhhOFVqjrL93E74DhnH4zfzwHs4dW1XJ/hfbGMqeOxc/+EiEzActim7sA2FxOEowcoIVT1\nRxHpj91DIyJyV/xkaSntZ6yI9KUgAH1g3G89wF6MgJQKUJZRlFLK69hUxjqRAQKUOtxs92AR+Qwb\n4NztOpmvqKo3m1kDs1J0xWwWG9ws6Wjg95LK7d1yK92rUPUosbyShhQmrI7AiDJxy6ylsAXQ+/fv\nQPIfYLeAshpTdRSHA7B+zbaUUi0A+Y3fZgK967XphIRCWxb+lJUby92SLKEkmnQ8rcr0r15bhalq\nKzc97vzsNQunL85etaQxZsutAdSTpORp+xzS/fDs1cu+37R62XGYSuokbNDXC5jW+ZbXGgKVZo1+\nbyiWNzQUI0YaAIN24jfWDWgC3NJ94LCWQGfgcUwd5Q83b+OWfVJV14hVaWuLWec2OQKrJwW2vSTM\n/rMSU/R4FqqbgF9w5JMvR2ozVgHPy5FqghFP3+D7ztz97g5gFs4O6PvsECwAeqiqekot3H4qYiSe\nAP2zMtILDZZ86qdmQEaiQY5bpg+mKrs3nvTyLRfC8qrCGKH2eaLlfG07BiMDpwD3ZmWkl6RaXgg7\nl5uwoOutMq88qOpdIvIWpqQ5Fbt+xmHWxB2q1IgRp3dihNQLmH0wfr+zABxRVqIg7p2Bm6w5FLMH\nNo/7uBJGYPbFPbN8KDOh3k7pFBWRLKxfcCYwSESmAR9gk1bbda/Q4sPRl0tBOHrQF97L4RS0t2P3\n2vtEpP+uUDKp6iwRuQm7Bz0gIg+qajx5H2AvREBKBSjLKM6+B6aUChBgl8LNTt+KZT1cAjwpFur6\ntnvgfwp8KlYVq4t79QD+FpFRmNx+hwKQ3f43YLPdhWxPTllQnwILYCNssH4ckOoW2xyXW+X9vbi0\ncwcCBCgFLMVyc4pWUxlaA+sP5uAGKRUq1at/UCfJy9lSbsmU75KBDZXr7ZeXklal3KrZk6sBf6ek\nVc2p0/qoOuNf7DsHI2qaYgqnQ1v0uHwk0GzCy7d5yp08oBz2O+lRq9lh90oodAvwycwRb3iVOYcD\njwDR7bXoeHCD+AuB0d0HDpuOKWr+whRIJ2O/6RuGZ/ZMwhSZ04DhYoHKlwEjVHWSr9re7xTY9s7A\n7gV9VXWTL1sqCQv69gbG57vlbvPlSFXECPaF+IgnKQgWF4wUylc6iUhjzDoykcI5VYQj0RS3vdqY\nLW65/3NHIt2EqUEGaoKy445kuxkj4+9X1QlFnNMkTPXVCXhUVUckWs7Xtl7AFZgy79GsjPRE98QO\nvu2Xc9vPxizdbTALp4cc7BwXgqrOFJEfsKqKs4H1JSSkkn1WPUSkBVANIyhTMHI1eRcoFQRTYX3o\n9lsdI5qKU/w8jP12TgS+EJGoFlTq+hlTD83dG5Q97tk60j3/D8fiADIxC96HwPfFqOOK2+5arK/x\nGXYPOwEjzs8Wkd8wIn2M/7cZYO+Cqs5w/dUIRohm7ArCUlVXikg/7H54u4i8DnwUTILu3QhIqQBl\nGeux/J14+JVSAQLscrgH7Rhn00vHcqW6uiyJT1V1iyOe3hCRNzGbQ1esg/4fEZmFZUV8W1ozV67j\nOde98uEGebXZOrfqMApI3jwRWcLWIesLNEHp9QAB/hEoq4BilS0OrYBpeeQdX61BM02r2SC29Pcx\nbFrztwIVGnXouWnu2E/WxvJy0oBaTTqeuih71TJZM/+PfTEVVjOghiQl/9XoiJMO2bBi4ZhNq5d1\nwapuhjF10CnAuEMuHHAkkP3Dk/83GevoPwGci6mL3tqJoz0Dqy77Gmb5aYopSapRONz8LIx8HqSq\nKiJXYWoUL2j7Igrb9vbHijV8oKqe4uxECnKeVgKEI9FDMSXHq1kZ6dMg3/Z2Izbh098pP7z3r8GU\nbLf572EiUg0bcC/DwtDzSYdwJOptr5Vr3zz/CXDb/T8sl+t+TRBY7iOkjnLLjEt0MqUgwP1wLKOp\nSNLHtesid/xDgFeKKZqyr4g8CLyHqVOOccf5sYg8FLfsHKCbI6A2YwTmYMyy2BFTmAlG3pUEuZgN\n7HqM8HkOO8+5mE2nKTBUROZjBFIMs8q18ec37SAyRWSl2989WBD/p4kWFKtueAlwpKr+KiKDgddF\n5CC1rKynsJD1d0XkAYwYboblfV1WVgey7rjGO4X1gdj1dgtwoYh8jCmctptActuND0c/ASN3rxKR\nbwnC0fdaqOp8Z7HziKn+Ozp5so39bBaRQdjz6mIsAP3JYMJz70VASgUoy1iHdYILISsjfXM4Et1C\nQEoF+Ifh8qI+cZL5c7CH8Ylulmi0OmAzylNF5HnM0tAVe2j3FpFfsfypH3YFAeQGhUvdK9/i4gaA\nVShMVjVybavlW245hTOrPMJqTdDBDbCb4KvhDE+WUNLN9dt1SQFyF/z0xSbQ3NSK1ZJqtzgyNGP4\nKxWBlaGUcpUaHdmz7pSPHp6L9ZkaYb/Pds2Ov+hbkVCTia/eEcNULqnYwH4dULtptwtfAW7VWN7T\n65fNvQgjFRZj1rZHnYpxuyEitbBsp0+6Dxy2Ebs3jM7KSJ8WjkRvoSDcvD42cP9EVeeIyJHA0Rgp\nsi4cibbBlBIvONteKjbonYurBuhUTJdhqq4JAOFItCY2gJ2I5Rp5OBNTBg1UX0U9zBp4Aqaymu47\nDi8HKgW4K8H97DIc4ZSVkf573DkQLBS9O3Yut8o98tkQO2KkXEKLiFMw3Q4chGVNJVRSuWNPxr6/\n47Bg9yFFLYtlHr0O1AW+d/9/RlVv933ux83AQ8CV2D2zPWbJbIpdey2wqq4DitmnHxuwKnVvY9Vc\nV2EqvT7OXj5LRHpipGBf7Br+g8JqtR25Zytmp3zMtX0S0CvRYNNdyy9iJOav7u3+2PXyLHCuqi4W\nkaPdsWRhSsS5WN6Z174y+2xxxzgFmOJI4zMxq+u5Lofqix29l+jW4ejHY0q6IBx9L4aqLnPE1EDg\nfhEZ4JukKM39KPasWoipceuJyL3bc72JyGzs2fL4zrRFrEjRJC0oTBHgH0ZASgUoyyjKvgc2aAjs\newH+FbgMkRdEJIrNEN8MnCwiL6nq777lcrDA2B+dLeZojAS6AbhWRH7ECKpJu3p2yXUe1rjXFP9n\nzkoUn1t1CKYKC7nF1rsZ+XjCallAVgX4R6F8G5bwGeUr165ap+WRbFyxSFfN/yMVSKrX5tj1f/8x\nli0b1qQC1esf1HmZ5uZW+/vP8Q0w61RzoKKEkuc17nhqu/XL5o7dtGb5MZg66iRMOXMKMHz/zmef\nBMwfcfeZuZiy4w7gKmzg/81OHMFFWJGODzHVVXngVZcN1Rl4dHhmz42YJW41pjCpiKmVJgDfxdn2\nhrrtXoipqm5Q1VxHGvXBshdfBghHoknuvRysAp5nz2vv1n/PT+qISDtM5fKJumps7n1PBdUEU08V\nsuWFI9HT3Hl8NisjPVHQ9lkYMfd8IpudU3zeiJFag1R1bKITKVaxz1MNDVDVyYmWc20qj5Et7YAH\nszLSiw2oV9XjRKQDdr6eBiJ+lZiq7h+3/DCchVIsl+tB7Pu5VIsIZd8WVPUTsWqsfbFA8LvVl2Gl\nql9hqpii1t/KTlhCfK+qBxWxzdcwhR/ue68f93kupszzv/cXRsYU1c7jdrCdexSc1fIBEXkDszSe\nj6mpo1glzdU7se3FmFr7LYJw9L0eavmDt2P3x7tF5J5EatRS2tdIp76/A3hILAB9h2MrioOIdMaI\n2Gpx5Ndp2HMtwL+EgJQKUJaxLVIqUEoF+FehqouAe8WCiHtjM1JjgVfdZ/5lN2Cz3MNFpDY2+OyK\nzXKvdZL7UcD0f5rkcQqHGe6VD7Fw4fjcqv2xzJZybrEtbpYsPrdqkRZTiTBAgB2FI0S61Wx6SF5y\n+Yo5s7/7MBbbsikUSk7Rhh3SK05+7/71wBoJhSrv3/XcGjNHvrVYY3kNMDv4H0Cr/buc84NIaJ+J\nr2fGMJtVFUyZkgqUO/SSe/4Ewhv+XnBfLDfnauA7rOLfvsCNO/obFZHm2O/+ie4Dh9XA8qPewcin\nuyggvI6lIGdpk4j8H5CGy3kKR6IXYWHt/Z1t7yAKqs15lt5LsDD2m3w2ofMwO12/rIz0ta5NtTHi\n5RdMleO1tR5GjE0GXo07lAswkv1eVS103whHop2x++EHWRnp0QTnoJdb/01VHZrg8xBG3B+LqcIS\nVo8TkcrunDXAQt+3yqPytakqpuBpBNyVlZH+S1HLum0LNsi5BKu497BnZ9wWRKQTphpY5Nq1w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cOmO2yWd3kpBqiVlqtwB9PELK4UEsk68XljXUBTjE+7BirYZ1Wp/832VHXvXI58nl036ZMXkS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xTInzMCtFGHgvEgx45ZY97PVwSopEkPJa4JGyrlhVxLETJeHPBWpiOUnvlnVI8d4Ipw7p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t2+fXvKhYfz6Rsv0+/9DylTLpwDyTv5evL7tG4dz0033QQYYX41GsQ6BCkwhJOGd9zD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\n", 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w2IPBz1mrk2+Cm+XnFOA1DHwcn0MGuXdpWe9khliTs+YvZPOcj1NG4ouI/1Zf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\nB3F7e+pZiPSegrKt8mq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BT2I+0CISDxplhtMmYtFFkXiwCCmpqlq9ajoqx96FkJTaYETi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pux1dQ2CzbffH6TFx66/9DSrgt7oUynUSjLiep0lwwy4d6ItC9A95N5iDz70O/71yhL6hzU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gZbJDgZ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\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WiPQHbsMGPDeXknOSMUjEYzM9P5gEbIENAkcAnXb3/nHUrDFv3oMFnZ+CBVU/5553uYj8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hDXAy6B/ACcUEn/u+H2AWw0NoAJVsMhYd5W35WSSeOLwBjheEqX+2fOHcG9frsOGbhCy0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\ncg1VdQI2KRjgV5DR54ipx7D3b46I7DXVtYuLi88vKCj49IMPP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Q6bfDkGuDJNTKVRVUiT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\nAv1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lbrLXF7MCZohIYOWX714IrJkw4vQuIhIArgZOBsaIyCQRabnyy3d/9dH9Fx03YcTp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\nF6L/h6NVxLi/1BDqV91bTV1SaX9UySZeeesARADWEFxBU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ozOCG/HB/cK6sJpOTO5mn2V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3UWfySNRBy5SYmoTI+MOIqdgyxH/Q/u2DFHDnmFljqDjrwquoiERTqaXWoRzH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MH06KvBxgAAIABJREFUQ1Vd7LJ1pgCd1IpyLHNKjyUY8eT14UG1Yhyfq+o72AT+2+69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\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TLvsbJmIDtkPL8ZyrMYXW77bw+YKhY7CX8NvhgP8Tt6wvcB/wG3BTOOD/U5Zw9hBSn5M4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\nVfNUdQJ2r47CJrX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w41Fpaxd+l1SnVect4kvIxYgWsMDdNos/e3szQMdTr66JzZB3wMjf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8mxHmofLjPpZcweOx0YBDwuIj1qklBQ1T9VdShmF3sWI+YrmztV0ef8GCzr8kUs1/N17B671LU9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\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zZ87k+PHj+bbvzMf3YmNjsVgsLF68mMaNG+Ph4cGDDz7Itm3bcpz/+++/U7t2bZ588kmu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\nqCieeuopdu7cyd69e1m2bFm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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "if VIS_AVAILABLE:\n", " show_bar_plot = False\n", " output_filenames = [fm['output_filename'] for fi, fm in per_file_meta.items()]\n", " #print(output_filenames)\n", " filenames = [pynwb_example_file, h5gate_example_file]\n", " #filenames = output_filenames\n", " for filename in filenames:\n", " file_hierarchy = HierarchyDescription.from_hdf5(filename) \n", " file_graph = NXGraphHierarchyDescription(file_hierarchy) \n", " fig = file_graph.draw(show_plot=False,\n", " figsize=(12,16),\n", " label_offset=(0.0, 0.0065),\n", " label_font_size=10)\n", " plot_title = filename + \" \\n \" + \"#Datasets=%i, #Attributes=%i, #Groups=%i, #Links=%i\" % (len(file_hierarchy['datasets']), len(file_hierarchy['attributes']), len(file_hierarchy['groups']), len(file_hierarchy['links']))\n", " plt.title(plot_title)\n", " plt.show()\n", " \n", " # Show a sorted bar plot with the sizes of all datasets in the file\n", " if show_bar_plot:\n", " print(filename)\n", " d = {i['name']: np.prod(i['size']) for i in file_hierarchy['datasets']}\n", " l = [w for w in sorted(d, key=d.get, reverse=True)]\n", " s = [d[w] for w in l] \n", " p = np.arange(len(l)) \n", " fig,ax = plt.subplots(figsize=(16,7))\n", " ax.bar(p, s, width=1, color='r')\n", " ax.set_xticks(p+1) \n", " ax.set_xticklabels(l) \n", " fig.autofmt_xdate(bottom=0.2, rotation=90, ha='right')\n", " plt.show()\n", " " ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": false }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] } ], "metadata": { "anaconda-cloud": {}, "kernelspec": { "display_name": "Python [conda env:py35]", "language": "python", "name": "conda-env-py35-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.5.2" } }, "nbformat": 4, "nbformat_minor": 1 } ././@PaxHeader0000000000000000000000000000017300000000000010216 xustar00123 path=pynwb-2.8.2/docs/notebooks/convert-crcns-ret-1-old/convert-crcns-ret-1-meisterlab-without-custom-extensions.ipynb pynwb-2.8.2/docs/notebooks/convert-crcns-ret-1-old/convert-crcns-ret-1-meisterlab-without-custom-ext0000644000000000000000000722121713615410400030434 0ustar00{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Jupyter Layout\n", "from IPython.core.display import display, HTML\n", "display(HTML(\"\"))" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# Standard Python imports\n", "from tempfile import NamedTemporaryFile\n", "import os\n", "import glob\n", "from scipy.io import loadmat\n", "import numpy as np\n", "import datetime\n", "import numpy as np" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# PyNWB imports\n", "from pynwb import NWBFile, get_build_manager\n", "from pynwb.base import Module\n", "from pynwb.misc import UnitTimes, SpikeUnit\n", "from pynwb.ecephys import ElectrodeGroup, Device\n", "from pynwb.epoch import EpochTimeSeries\n", "from pynwb.image import ImageSeries\n", "from pynwb.core import set_parents\n", "from form.backends.hdf5 import HDF5IO" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# Import helper function to render the HDF5 file\n", "interactive = False\n", "\n", "try:\n", " import sys\n", " sys.path.append('/Users/oruebel/Devel/nwb/nwb-schema/docs')\n", " from utils.render import NXGraphHierarchyDescription, HierarchyDescription\n", " if interactive:\n", " %matplotlib notebook\n", " %config InlineBackend.figure_format = 'svg'\n", " autostop_interact = True\n", " else:\n", " %matplotlib inline\n", " import matplotlib.pyplot as plt \n", " VIS_AVAILABLE = True\n", "except ImportError:\n", " VIS_AVAILABLE = False\n", " print('DISABLING VISUALIZATION OF FILE HIERARCHY')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Notes:\n", "\n", "This example is based on https://github.com/NeurodataWithoutBorders/api-python/blob/master/examples/create_scripts/crcns_ret-1.py from H5Gate. Compared to the NWB files generated by the original example the files generated here contain the following main changes:\n", "\n", "* Store si_unit directly as attribute of the ImageSeries for stimui (missing in original/stored as si_unit attribute in external file only)\n", "* Moved 'source' attribute from the Module to the Interface as source is not defined in the spec for modules but only for Interface\n", "* Added missing 'source' for SpikeUnit\n", "* Added missing tags and description for epochs\n", "* Added /general/devices/... to describe the device\n", "* Added neurodata_type and namespace attributes for format compliance\n", "* Instead of storing stimulus data in external HDF5 files we here store all data in the same NWB file. Added stimulus data to ImageSeries directly and added corresponding conversion, resolution, unit, etc. attributes to ensure format compliance\n", "* /general/extracellular_ephys has been restructured so that alldata about the probe is now in /general/extracellular_ephys/61-channel_probe/device\n", "* The original script reused iterator variables in nested loops. We have updated those occurrence to avoid consusion and avoid possible errors. \n", "* This notebook, currently does not store custom metadata fields (i.e., datasets that were added to the file without being part of the NWB specification and without creation of corresponding extensions). The main omitted objects are:\n", " * ImageSeries: pixle_size, meister_x, meister_y, meister_dx, meister_dy (the data of those variables is available in this notebook as part of the stimulus_data dict / curr_stimulus)\n", " * /general custom metadata: /subject, subject/genotype, subject/species, /specifications, /specifications/nwb_core.py, /notes, /random_number_generation, /related_publications, \n", " * SpikeUnit custom datasets with additional copies of the per-stimulus spike times: /processing/Cells/UnitTimes/cell_*/stim_*\n", "\n", "For readability and to ease comparison, we include in Sectoin 6 the original example script from H5Gate. Note, the files generated by the original script are omitting a few required datasets/attributes and as such do not actually validate. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 1: Download the Example Data\n", "\n", "A tar file with the example data is available for download from:\n", "\n", "https://portal.nersc.gov/project/crcns/download/nwb-1/example_script_data/source_data_2.tar.gz\n", "\n", "Please download and uncompress the data file. \n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 2: Define the location of the example data" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": true }, "outputs": [], "source": [ "indata_dir = \"/Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1\"" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 3: Define the location for the output NWB file" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": true }, "outputs": [], "source": [ "use_temp_file = True # Create temporary file as output\n", "output_dir = '/Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1' # Define name of the output file. Only needed if use_temp_file=True" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# Determine the output data filename based on the above settings\n", "if use_temp_file:\n", " temp_file = NamedTemporaryFile(delete=True) # File will be deleted automatically once the Jupyter kernel is closed\n", " output_filename = temp_file.name\n", "else:\n", " pass" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 4: Reading the input data\n", "\n", "The data read portion of this tutorial has been adapted from https://github.com/NeurodataWithoutBorders/api-python/blob/master/examples/create_scripts/crcns_ret-1.py (July 24.2017) . Large portions have been copied from that script (and modified as needed) to ease use of this example. We here separate the data read from the data write to be illustrate which parts of the code are actually relevant for reading the input data (this section) vs. which parts are specific to the data write (see Section 5). Alternatively, we could naturally also directly read the data to PyNWB NWBContainer classes." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.1 Input data settings" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# Create the list of file names\n", "data_dir = os.path.join(indata_dir, 'Data')\n", "file_list = glob.glob( data_dir + \"/*.mat\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.2 Read helper functions" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def find_exp_time(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording date from \" + fname)\n", " return \"\"\n", " try:\n", " rst = data_info[\"RecStartTime\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording start time from \" + fname)\n", " return \"\"\n", " time = d + str(rst[3]) + str(rst[4]) + str(rst[5])\n", " dt=datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\")\n", " return dt.strftime(\"%a %b %d %Y %H:%M:%S\")\n", " \n", "def find_stim_times(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Error: Unable to read recording date from \" + fname)\n", " assert False\n", " try:\n", " rst = data_info['RecStartTime']\n", " except IndexError:\n", " print (\"Error: Unable to read recording start time from \" + fname)\n", " assert False\n", " dt = []\n", " for i in range(len(rst)):\n", " time = d + str(rst[i][3]) + str(rst[i][4]) + str(rst[i][5])\n", " dt.append(datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\"))\n", " for i in range(1,len(rst)):\n", " dt[i] = (dt[i] - dt[0]).total_seconds()\n", " dt[0] = 0.0\n", " return dt\n", "\n", "def create_stim_ident(x, y, dx, dy):\n", " return \"%dx%d_%dx%d\" % (x, y, dx, dy)\n", "\n", "def create_stimulus_data(seed, x, y, dx, dy):\n", " # return np.zeros(100) # TODO remove this line to create actual data. This is just added to shortcut the long loops to seep-up debugging\n", " ident = create_stim_ident(x, y, dx, dy)\n", " print(\"Creating stimulus data %s %d\" % (ident, seed))\n", " n_pixels = stim_pixel_cnt[ident]\n", " data = np.zeros(n_pixels)\n", " with open( os.path.join(indata_dir, \"ran1.bin\"), 'rb') as f:\n", " for i in range(int(n_pixels/8)): #py3, added int\n", " byte = f.read(1)\n", " for j in reversed(range(8)):\n", " data[i*8+j] = 255*(ord(byte) >> j & 1)\n", " nx = int(x/dx) # py3, added int\n", " ny = int(y/dy) # py3, added int\n", " n_frames = int(n_pixels / (nx * ny)) # py3, added int\n", " # reshape stimulus\n", " datar = np.reshape(data, (n_frames, ny, nx)).astype(dtype='uint8')\n", " return datar" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.3 Create Electrode Metadata" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": true }, "outputs": [], "source": [ "channel_coordinates = []\n", "device_name = \"61-channel probe\"\n", "# using 61-channel configuration from Mesiter et al., 1994\n", "# NOTE: this is an estimate and is used for example purposes only\n", "for i in range(5): channel_coordinates.append([(140+70*i), 0, 0])\n", "for i in range(6): channel_coordinates.append([(105+70*i), 60, 0])\n", "for i in range(7): channel_coordinates.append([( 70+70*i), 120, 0])\n", "for i in range(8): channel_coordinates.append([( 30+70*i), 180, 0])\n", "for i in range(9): channel_coordinates.append([( 70*i), 240, 0])\n", "for i in range(8): channel_coordinates.append([( 30+70*i), 300, 0])\n", "for i in range(7): channel_coordinates.append([( 70+70*i), 360, 0])\n", "for i in range(6): channel_coordinates.append([(105+70*i), 420, 0])\n", "for i in range(5): channel_coordinates.append([(140+70*i), 480, 0])\n", "channel_coordinates = np.asarray(channel_coordinates) \n", "\n", "electrode_meta = {\n", " 'name': \"61-channel_probe\", \n", " 'channel_coordinates': channel_coordinates,\n", " 'channel_description': ['none'] * 61,\n", " 'channel_location': ['undefined'] * 61,\n", " 'channel_filtering': ['undefined'] * 61,\n", " 'channel_impedance': ['undefined'] * 61,\n", " 'description': \"Approximation of electrode array used in experiment based on Mester, et. al., 1994 (DEMO DATA)\",\n", " 'location': \"Retina flatmount recording\",\n", " 'device': \"----\" \n", "}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.4 Getting stimulus frame requirements" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": false }, "outputs": [], "source": [ "stim_pixel_cnt = {}\n", "for filename in file_list:\n", " fname = os.path.basename(filename)\n", " mfile = loadmat(filename, struct_as_record=True)\n", " data_info = mfile['datainfo'][0,0]\n", " stim_offset = find_stim_times(fname, data_info)\n", " for i in range(len(stim_offset)):\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " n_frames = stimulus[\"Nframes\"][0,0]\n", " # figure out how many pixels per frame\n", " x = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " y = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " dx = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " dy = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " nx = int(x/dx)\n", " ny = int(y/dy)\n", " n_pix = n_frames * nx * ny\n", " # remember maximum pixel count for this stimulus type\n", " name = create_stim_ident(x, y, dx, dy)\n", " if name in stim_pixel_cnt:\n", " n = stim_pixel_cnt[name]\n", " if n_pix > n:\n", " stim_pixel_cnt[name] = n_pix\n", " else:\n", " stim_pixel_cnt[name] = n_pix" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4.5 Read file metadata, spike data, and stimulus data" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080516_R1.mat\n", "Creating stimulus data 640x480_1x480 -10000\n", "Creating stimulus data 640x480_10x10 -10000\n", "Creating stimulus data 640x480_640x1 -10000\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080516_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080606_R1.mat\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080606_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080606_R3.mat\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080624_R1.mat\n", "Creating stimulus data 640x480_2x480 -10000\n", "Creating stimulus data 640x480_640x2 -10000\n", "Creating stimulus data 640x300_10x10 -10000\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080624_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080624_R3.mat\n", "Creating stimulus data 640x480_5x480 -10000\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R2.mat\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R3.mat\n", "Creating stimulus data 640x320_8x8 -10000\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R4.mat\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R5.mat\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R6.mat\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080628_R7.mat\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080702_R1.mat\n", "Processing: /Volumes/Data Drive/nwb_redwood/api-python/examples/source_data_2/crcns_ret-1/Data/20080702_R4.mat\n" ] } ], "source": [ "# The following dicts use filenames as keys and store for each file a dict with the \n", "# associated file metadta, stimulus data, and spike data, respectively\n", "per_file_meta = {} # File metadata : Store for each file a single dict with the metadata about that file \n", "stimulus_data = {} # Stimulus data : Store for each file a list of dicts with the metadata about all stimuli\n", "spike_unit_times_data = {} # Spike data : Store for each file a list of dicts with the metadata about the SpikeUnits in UnitTimes\n", "stim_cache = {} # Cache used internally to avoid repeated recalculation of stimulus data\n", "\n", "for filename in file_list:\n", " print(\"Processing: %s\" % filename)\n", " fname = os.path.basename(filename)\n", " mfile = loadmat(filename, struct_as_record=True)\n", " data_info = mfile['datainfo'][0,0]\n", " stim_offset = find_stim_times(fname, data_info)\n", " \n", " ##################################\n", " # Read file metadata\n", " ##################################\n", " rec_no = data_info[\"RecNo\"][0]\n", " smpl_no = data_info[\"SmplNo\"][0]\n", " animal = str(data_info[\"animal\"][0])\n", " notes = str(data_info[\"description\"][0])\n", " session_id = \"RecNo: \" + str(rec_no) + \"; SmplNo: \" + str(smpl_no)\n", " per_file_meta[filename] = {\n", " \"output_filename\": os.path.join(output_dir, \"%s.nwb\" % str(fname[:-4])),\n", " \"start_time\": find_exp_time(os.path.basename(file_list[0]), data_info),\n", " \"identifier\": \"Meister test data\",\n", " \"description\": \"Optical stimulation and extracellular recording of retina\",\n", " \"create_date\": datetime.datetime.now(),\n", " \"experimenter\": \"Yifeng Zhang\", \n", " \"experiment_description\": None,\n", " \"session_id\": \"RecNo: \" + str(rec_no) + \"; SmplNo: \" + str(smpl_no),\n", " \"institution\": \"Harvard University\",\n", " \"lab\": \"Markus Meister\",\n", " \"related_publications\": \"Yi-Feng Zhang, Hiroki Asari, and Markus Meister (2014); Multi-electrode recordings from retinal ganglion cells. CRCNS.org. http://dx.doi.org/10.6080/K0RF5RZT\",\n", " \"notes\": notes,\n", " \"species\": \"mouse\",\n", " \"genotype\": animal\n", " } \n", " \n", " ###################################################\n", " # Read stimulus presentation image series data\n", " ###################################################\n", " stim_offsets = find_stim_times(fname, data_info)\n", " curr_stim_data = []\n", " # get stimulus offset times\n", " for i in range(len(stim_offsets)):\n", " stim_dat = {\n", " \"file\": filename,\n", " \"index\": i,\n", " \"offset\": stim_offsets[i]\n", " }\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " stim_dat['n_frames'] = stimulus[\"Nframes\"][0,0]\n", " stim_dat['frame'] = stimulus[\"frame\"][0,0]\n", " stim_dat['onset'] = stimulus[\"onset\"][0,0]\n", " stim_dat['type_s'] = stimulus[\"type\"][0]\n", " stim_dat['seed'] = stimulus[\"param\"][\"seed\"][0,0][0,0]\n", " stim_dat['x'] = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " stim_dat['y'] = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " stim_dat['dx'] = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " stim_dat['dy'] = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " stim_dat['pixel_size'] = stimulus[\"pixelsize\"][0,0]\n", " stim_dat['timestamps'] = np.arange(stim_dat['n_frames']) * stim_dat['frame'] + stim_dat['onset'] + stim_dat['offset']\n", " stim_dat['end'] = 1.\n", " if stim_dat['timestamps'].size>0:\n", " stim_dat['end'] += stim_dat['timestamps'][-1] \n", " stim_dat['rec_stim_name'] = \"rec_stim_%d\" % (i+1)\n", " stim_dat['description'] = \"type = %s; seed = %s\" % (str(stim_dat['type_s']), str(stim_dat['seed']))\n", " stim_dat['dimension'] = [int(stim_dat['x']/stim_dat['dx']), \n", " int(stim_dat['y']/stim_dat['dy'])]\n", " stim_cache_id = '%s_%d' % (create_stim_ident(stim_dat['x'], stim_dat['y'], stim_dat['dx'], stim_dat['dy']), stim_dat['seed'])\n", " if stim_cache_id not in stim_cache:\n", " stim_cache[stim_cache_id] = create_stimulus_data(stim_dat['seed'], \n", " stim_dat['x'], \n", " stim_dat['y'], \n", " stim_dat['dx'], \n", " stim_dat['dy']) \n", " stim_dat['data'] = stim_cache[stim_cache_id] \n", " curr_stim_data.append(stim_dat)\n", " stimulus_data[filename] = curr_stim_data\n", " \n", " ###########################################\n", " # Read the spike data\n", " ############################################\n", " spikes_mat = mfile[\"spikes\"]\n", " num_cells = spikes_mat.shape[0]\n", " num_stims = spikes_mat.shape[1]\n", " spike_units = []\n", " for cell_index in range(num_cells):\n", " curr_spike_unit = {\n", " 'name': \"cell_%d\" %(cell_index+1),\n", " 'custom_stim_spikes': {}\n", " }\n", " spike_list = []\n", " for j in range(num_stims):\n", " \n", " stim_name = \"stim_%d\" % (j+1)\n", " spikes = np.hstack(spikes_mat[cell_index,j]) + stim_offsets [j]\n", " spike_list.extend(spikes)\n", " curr_spike_unit['custom_stim_spikes'][stim_name] = spikes\n", " \n", " curr_spike_unit['times'] = spike_list\n", " curr_spike_unit['unit_description'] = 'none' # This was also 'none' in the original version \n", " curr_spike_unit['source'] = \"Data as reported in the original crcns file\"\n", " spike_units.append(curr_spike_unit)\n", " \n", " spike_unit_times_data[filename] = spike_units\n", " " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Step 5: Creating the NWB data using PyNWB" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This example generates a series of NWB HDF5 files. We here define first a function to convert a single file." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "collapsed": false }, "outputs": [], "source": [ "def convert_single_file(file_stimulus_data, file_meta, spike_units, electrode_meta):\n", " #########################################\n", " # Create the NWBFile container\n", " ##########################################\n", " nwbfile = NWBFile(file_name=file_meta['output_filename'],\n", " session_description=file_meta['description'],\n", " identifier=file_meta['identifier'],\n", " session_start_time=file_meta['start_time'],\n", " file_create_date=file_meta['create_date'],\n", " experimenter=file_meta['experimenter'],\n", " experiment_description=file_meta['experiment_description'],\n", " session_id=file_meta['session_id'],\n", " institution=file_meta['institution'],\n", " lab=file_meta['lab'])\n", " \n", " ################################################\n", " # Convert the stimuls data for the file\n", " ################################################\n", " for i, curr_stimulus in enumerate(file_stimulus_data):\n", " \n", " ####################################################\n", " # Create the image timeseries for the stimulus\n", " #####################################################\n", " img = ImageSeries(name=curr_stimulus['rec_stim_name'],\n", " source='Undefined',\n", " data=curr_stimulus['data'],\n", " unit=\"grayscale\",\n", " format='raw',\n", " bits_per_pixel=8,\n", " dimension=curr_stimulus['dimension'],\n", " timestamps=curr_stimulus['timestamps'],\n", " description=curr_stimulus['description'],\n", " )\n", " # TODO Add custom metadata for imageseires curr_stimulus['pixel_size' , 'x' , 'y', 'dx', 'dy']\n", " nwbfile.add_stimulus(img) # Add the stimulus timeseries to the file\n", " \n", " ##############################################\n", " # Create the epoch for the stimulus\n", " ############################################## \n", " epoch = nwbfile.add_epoch(name=\"stim_%d\"%(i+1), \n", " start=curr_stimulus['offset'],\n", " stop=curr_stimulus['end'],\n", " tags=[],\n", " description=\"\")\n", " # Create the EpochTimeSeries\n", " epoch.add_timeseries(timeseries=img,\n", " in_epoch_name=\"stimulus\")\n", " \n", " \n", " ####################################################################################################\n", " # Create the module 'Cells' with a single 'UnitTimes' interfaces storing a set of 'SpikeUnites'\n", " #####################################################################################################\n", " cells_module = nwbfile.create_processing_module(name=\"Cells\", \n", " description=\"Spike times for the individual cells and stimuli\")\n", " spike_unit_objs = []\n", " for spike_unit_data in spike_units:\n", " spike_unit_objs.append(SpikeUnit(name=spike_unit_data['name'],\n", " times=spike_unit_data['times'],\n", " unit_description=spike_unit_data['unit_description'],\n", " source=spike_unit_data['source']))\n", " # TODO Add custom data'custom_stim_spikes' data to the SpikeUnit\n", " unit_times = UnitTimes(source=\"Data as reported in the original crcns file\",\n", " spike_units=spike_unit_objs)\n", " for i in spike_unit_objs:\n", " i.parent = unit_times\n", " cells_module.add_interface(unit_times)\n", " \n", " #####################################################\n", " # Create the electrode group\n", " #####################################################\n", " device = nwbfile.create_device(electrode_meta['device'])\n", " electrode_group = nwbfile.create_electrode_group(name=electrode_meta['name'],\n", " channel_coordinates=electrode_meta['channel_coordinates'],\n", " channel_description=electrode_meta['channel_description'],\n", " channel_location=electrode_meta['channel_location'],\n", " channel_filtering=electrode_meta['channel_filtering'],\n", " channel_impedance=electrode_meta['channel_impedance'],\n", " description=electrode_meta['description'],\n", " location=electrode_meta['location'],\n", " device=device)\n", " \n", " # TODO Add metadata\n", " # file_meta['related_publications']\n", " # file_meta['notes']\n", " # file_meta['species'] \n", " # file_meta['genotype']\n", " \n", " ##################################\n", " # Write the NWB file\n", " ##################################\n", " manager = get_build_manager()\n", " io = HDF5IO(nwbfile.filename, manager)\n", " io.write(nwbfile)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Convert all the files by iterating over the files and calling `convert_single_file` function for each of the file" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "collapsed": false }, "outputs": [], "source": [ "for filename in file_list:\n", " convert_single_file(file_stimulus_data=stimulus_data[filename],\n", " file_meta=per_file_meta[filename], \n", " spike_units=spike_unit_times_data[filename], \n", " electrode_meta=electrode_meta)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 6 Run the convert script from H5Gate\n", "\n", "For illustration purposes, we here also perform the same convert using the original H5Gate API. This allows us to compare our updated NWB files with the v1.0.5bNWB files generated." ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "collapsed": false }, "outputs": [], "source": [ "h5gate_path = '/Volumes/Data Drive/nwb_redwood/api-python'\n", "h5gate_output_dir = os.path.join(output_dir, 'nwb_v1.0.5b/')\n", "sys.path.append(h5gate_path)\n", "run_h5gate_convert = not os.path.exists(h5gate_output_dir)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The following is a copy of the following script: https://github.com/NeurodataWithoutBorders/api-python/blob/master/examples/create_scripts/crcns_ret-1.py . Minor modifications were made to paths to make the script work within the notebook indicated by `#MODIFIED` comments. The script is included here to ease comparison and use of the example." ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Getting stimulus frame requirements\n", "Processing 20080516_R1.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080516_R1.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/stim_library/640x480_1x480_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/stim_library/640x480_10x10_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/stim_library/640x480_640x1_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 12 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "8 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-7)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 37 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "37 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-7)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-7)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-7)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 12 warnings, 37 additions\n", "failed validation check (at least one error)\n", "Processing 20080516_R2.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080516_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 39 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "35 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-34)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 118 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "118 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-34)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-34)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-34)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 39 warnings, 118 additions\n", "failed validation check (at least one error)\n", "Processing 20080606_R1.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080606_R1.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 9 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "5 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-4)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 28 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "28 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-4)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-4)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 9 warnings, 28 additions\n", "failed validation check (at least one error)\n", "Processing 20080606_R2.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080606_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 11 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "7 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-6)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 34 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "34 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-6)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-6)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-6)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 11 warnings, 34 additions\n", "failed validation check (at least one error)\n", "Processing 20080606_R3.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080606_R3.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 6 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_1x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x1_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "2 recommended datasets missing:\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_1/source'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 19 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "19 datasets custom and identified by attribute neurodata_type=Custom (8 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_1/stim_1'\n", " 8. '/processing/Cells/UnitTimes/cell_1/stim_# (#=2-3)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 6 warnings, 19 additions\n", "failed validation check (at least one error)\n", "Processing 20080624_R1.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080624_R1.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/stim_library/640x480_2x480_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/stim_library/640x480_640x2_-10000.h5\n", "Creating stimulus file /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/stim_library/640x300_10x10_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 42 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_640x2_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x300_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "38 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-37)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 127 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "127 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-37)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-37)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-37)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 42 warnings, 127 additions\n", "failed validation check (at least one error)\n", "Processing 20080624_R2.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080624_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 31 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x300_10x10_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "27 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-26)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 94 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "94 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-26)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-26)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-26)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 31 warnings, 94 additions\n", "failed validation check (at least one error)\n", "Processing 20080624_R3.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080624_R3.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/stim_library/640x480_5x480_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 5 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "3 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-3)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 43 warnings.\n", "3 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x300_10x10_-10000.h5', path='image_stack'\n", " 3. /stimulus/presentation/rec_stim_3/data: unable to open hdf5 external link, file='stim_library/640x480_5x480_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "39 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-38)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 130 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "130 datasets custom and identified by attribute neurodata_type=Custom (10 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-3)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-3)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-3)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-3)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-3)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-3)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-38)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_3 (#=1-2,4-38)'\n", " 10. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-38)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "5 errors, 43 warnings, 130 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R2.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080628_R2.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 3 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "1 attributes missing:\n", " 1. /stimulus/presentation/rec_stim_1 - source\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 43 warnings.\n", "1 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "41 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-40)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 46 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "46 datasets custom and identified by attribute neurodata_type=Custom (8 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_1/meister_dx'\n", " 3. '/stimulus/presentation/rec_stim_1/meister_dy'\n", " 4. '/stimulus/presentation/rec_stim_1/meister_x'\n", " 5. '/stimulus/presentation/rec_stim_1/meister_y'\n", " 6. '/stimulus/presentation/rec_stim_1/pixel_size'\n", " 7. '/processing/Cells/UnitTimes/cell_1/stim_1'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-40)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "3 errors, 43 warnings, 46 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R3.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080628_R3.nwb\n", "Creating stimulus file /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/stim_library/640x320_8x8_-10000.h5\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 36 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "33 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-32)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 75 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "75 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-32)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-32)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 36 warnings, 75 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R4.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080628_R4.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 19 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "16 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-15)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 41 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "41 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-15)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-15)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 19 warnings, 41 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R5.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080628_R5.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 47 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "44 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-43)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 97 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "97 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-43)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-43)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 47 warnings, 97 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R6.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080628_R6.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 17 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "14 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-13)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 37 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "37 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-13)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-13)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 17 warnings, 37 additions\n", "failed validation check (at least one error)\n", "Processing 20080628_R7.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080628_R7.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 3 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "1 attributes missing:\n", " 1. /stimulus/presentation/rec_stim_1 - source\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 17 warnings.\n", "1 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "15 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-14)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 20 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "20 datasets custom and identified by attribute neurodata_type=Custom (8 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_1/meister_dx'\n", " 3. '/stimulus/presentation/rec_stim_1/meister_dy'\n", " 4. '/stimulus/presentation/rec_stim_1/meister_x'\n", " 5. '/stimulus/presentation/rec_stim_1/meister_y'\n", " 6. '/stimulus/presentation/rec_stim_1/pixel_size'\n", " 7. '/processing/Cells/UnitTimes/cell_1/stim_1'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-14)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "3 errors, 17 warnings, 20 additions\n", "failed validation check (at least one error)\n", "Processing 20080702_R1.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080702_R1.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 7 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "4 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-3)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 17 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "17 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-3)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 7 warnings, 17 additions\n", "failed validation check (at least one error)\n", "Processing 20080702_R4.mat\n", "Creating /Volumes/Data Drive/nwb_redwood/convert_test/crcns-ret-1/nwb_v1.0.5b/20080702_R4.nwb\n", "\tdone\n", "\n", "******\n", "Validation messages follow.\n", "** 4 errors.\n", "No Miscellaneous errors. -- Good\n", "No groups missing. -- Good\n", "2 datasets missing:\n", " 1. '/general/extracellular_ephys/filtering'\n", " 2. '/general/extracellular_ephys/impedance'\n", "2 attributes missing (1 combined):\n", " 1. /stimulus/presentation/rec_stim_# - source (#=1-2)\n", "No Incorrect attribute values. -- Good\n", "No groups custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom missing attribute neurodata_type=Custom. -- Good\n", "No groups defined in extension, but missing attribute schema_id. -- Good\n", "No datasets defined in extension, but missing attribute schema_id. -- Good\n", "** 16 warnings.\n", "2 Miscellaneous warnings:\n", " 1. /stimulus/presentation/rec_stim_1/data: unable to open hdf5 external link, file='stim_library/640x480_2x480_-10000.h5', path='image_stack'\n", " 2. /stimulus/presentation/rec_stim_2/data: unable to open hdf5 external link, file='stim_library/640x320_8x8_-10000.h5', path='image_stack'\n", "No groups custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No datasets custom inside custom missing attribute neurodata_type=Custom. -- Good\n", "No recommended groups missing. -- Good\n", "13 recommended datasets missing (2 combined):\n", " 1. '/general/experiment_description'\n", " 2. '/processing/Cells/UnitTimes/cell_#/source (#=1-12)'\n", "No recommended attributes missing. -- Good\n", "No recommended attributes empty. -- Good\n", "No required_attributes_empty. -- Good\n", "1 added attributes not described by extension:\n", " 1. /processing/Cells: (group) source\n", "** 35 additions.\n", "No groups custom and identified by attribute neurodata_type=Custom.\n", "35 datasets custom and identified by attribute neurodata_type=Custom (9 combined):\n", " 1. '/general/random_number_generation'\n", " 2. '/stimulus/presentation/rec_stim_#/meister_dx (#=1-2)'\n", " 3. '/stimulus/presentation/rec_stim_#/meister_dy (#=1-2)'\n", " 4. '/stimulus/presentation/rec_stim_#/meister_x (#=1-2)'\n", " 5. '/stimulus/presentation/rec_stim_#/meister_y (#=1-2)'\n", " 6. '/stimulus/presentation/rec_stim_#/pixel_size (#=1-2)'\n", " 7. '/processing/Cells/UnitTimes/cell_#/stim_# (#=1-2)'\n", " 8. '/processing/Cells/UnitTimes/cell_#/stim_2 (#=1,3-12)'\n", " 9. '/processing/Cells/UnitTimes/cell_#/stim_1 (#=2-12)'\n", "No groups defined by extension and identified by attribute schema_id.\n", "No datasets defined by extension and identified by attribute schema_id.\n", "No added attributes described by extension.\n", "** Summary\n", "4 errors, 16 warnings, 35 additions\n", "failed validation check (at least one error)\n" ] } ], "source": [ "if run_h5gate_convert: # MODIFIED: Added outer if to allow us to avoid running the script again\n", " #!/usr/bin/python\n", "\n", " # script to convert Meister sample data sets to NWB format\n", " # modified to use specification language\n", "\n", " import glob\n", " import sys\n", " import os\n", " import h5py\n", " import datetime\n", " import numpy as np\n", " import scipy.io as sio\n", "\n", " from nwb import nwb_file\n", " from nwb import nwb_utils as ut\n", "\n", "\n", " # directory for input data\n", " SOURCE_DATA_DIR = indata_dir # MODIFIED: Set to our current input data dir\n", " path = SOURCE_DATA_DIR + \"/Data/\" # MODIFIED: Fix path to fit the notebook\n", "\n", " if not os.path.exists(path):\n", " # print (\"Source files for script '%s' not present.\" % os.path.basename(__file__)) # MODIFIED: Removed Print\n", " print (\"Download and put them in the 'examples/source_data' directory as instructed\")\n", " print (\"in file examples/0_README.txt\")\n", " # sys.exit(1) # MODIFIED: Do not exit\n", "\n", "\n", " file_list = glob.glob(path + \"*.mat\")\n", " #file_list = [path+\"20080516_R2.mat\"]\n", "\n", " if not file_list:\n", " print (\"*** Error:\")\n", " print (\"No files found at '%s'. Cannot run script %s.\" % (path, os.path.basename(__file__)))\n", " sys.exit(1)\n", "\n", " # directory for created NWB files. Must have a trailing slash.\n", " OUTPUT_DIR = h5gate_output_dir # MODIFIED: Use our own output directory\n", " if not os.path.exists(OUTPUT_DIR):\n", " os.makedirs(OUTPUT_DIR)\n", "\n", " # this directory for storing generated stimulus files (which are not NWB files).\n", " STIM_LIBRARY_DIR = OUTPUT_DIR + \"stim_library/\"\n", " if not os.path.exists(STIM_LIBRARY_DIR):\n", " os.makedirs(STIM_LIBRARY_DIR)\n", "\n", "\n", " def find_exp_time(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording date from \" + fname)\n", " return \"\"\n", " try:\n", " rst = data_info[\"RecStartTime\"][0]\n", " except IndexError:\n", " print (\"Warning: Unable to read recording start time from \" + fname)\n", " return \"\"\n", " time = d + str(rst[3]) + str(rst[4]) + str(rst[5])\n", " dt=datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\")\n", " return dt.strftime(\"%a %b %d %Y %H:%M:%S\")\n", "\n", " def find_stim_times(fname, data_info):\n", " try:\n", " d = data_info[\"date\"][0]\n", " except IndexError:\n", " print (\"Error: Unable to read recording date from \" + fname)\n", " assert False\n", " try:\n", " rst = data_info['RecStartTime']\n", " except IndexError:\n", " print (\"Error: Unable to read recording start time from \" + fname)\n", " assert False\n", " dt = []\n", " for i in range(len(rst)):\n", " time = d + str(rst[i][3]) + str(rst[i][4]) + str(rst[i][5])\n", " dt.append(datetime.datetime.strptime((time), \"%Y%m%d%H%M%S\"))\n", " for i in range(1,len(rst)):\n", " dt[i] = (dt[i] - dt[0]).total_seconds()\n", " dt[0] = 0.0\n", " return dt\n", "\n", " def create_stim_ident(x, y, dx, dy):\n", " return \"%dx%d_%dx%d\" % (x, y, dx, dy)\n", "\n", " def create_stimulus_file(fname, seed, x, y, dx, dy):\n", " print (\"Creating stimulus file \" + fname)\n", " ident = create_stim_ident(x, y, dx, dy)\n", " n_pixels = stim_pixel_cnt[ident]\n", " data = np.zeros(n_pixels)\n", " with open(SOURCE_DATA_DIR + \"/ran1.bin\", 'rb') as f: # MODIFIED: Fix path to fit the notebook\n", " for i in range(int(n_pixels/8)): #py3, added int\n", " byte = f.read(1)\n", " for j in reversed(range(8)):\n", " data[i*8+j] = 255*(ord(byte) >> j & 1)\n", " # for j in range(8):\n", " # data[i*8+j] = 255 * ((ord(byte) >> (7-j)) & 1)\n", " nx = int(x/dx) # py3, added int\n", " ny = int(y/dy) # py3, added int\n", " n_frames = int(n_pixels / (nx * ny)) # py3, added int\n", " # reshape stimulus\n", " datar = np.reshape(data, (n_frames, ny, nx))\n", " h5 = h5py.File(fname, 'w')\n", " grp = h5.create_dataset(\"image_stack\", data=datar, compression=True, dtype='uint8')\n", " grp.attrs[\"si_unit\"] = \"grayscale\"\n", " grp.attrs[\"resolution\"] = \"1\"\n", " grp.attrs[\"conversion\"] = \"1\"\n", " h5.close()\n", "\n", " def fetch_stimulus_link(seed, x, y, dx, dy):\n", " # see if stack already exists. if not, create it\n", " fname = STIM_LIBRARY_DIR + \"%s_%d.h5\" % (create_stim_ident(x, y, dx, dy), seed)\n", " if not os.path.isfile(fname):\n", " # need to create file\n", " create_stimulus_file(fname, seed, x, y, dx, dy)\n", " return fname, \"image_stack\"\n", "\n", "\n", " electrode_map = []\n", " # using 61-channel configuration from Mesiter et al., 1994\n", " # NOTE: this is an estimate and is used for example purposes only\n", " for i in range(5): electrode_map.append([(140+70*i), 0, 0])\n", " for i in range(6): electrode_map.append([(105+70*i), 60, 0])\n", " for i in range(7): electrode_map.append([( 70+70*i), 120, 0])\n", " for i in range(8): electrode_map.append([( 30+70*i), 180, 0])\n", " for i in range(9): electrode_map.append([( 70*i), 240, 0])\n", " for i in range(8): electrode_map.append([( 30+70*i), 300, 0])\n", " for i in range(7): electrode_map.append([( 70+70*i), 360, 0])\n", " for i in range(6): electrode_map.append([(105+70*i), 420, 0])\n", " for i in range(5): electrode_map.append([(140+70*i), 480, 0])\n", " electrode_group = []\n", " for i in range(len(electrode_map)):\n", " electrode_group.append(\"61-channel probe\")\n", "\n", " print (\"Getting stimulus frame requirements\")\n", " stim_pixel_cnt = {}\n", " for i in range(len(file_list)):\n", " fname = file_list[i][len(path):]\n", " mfile = sio.loadmat(file_list[i], struct_as_record=True)\n", " # prepare matlab data\n", " data_info = mfile['datainfo'][0,0]\n", " # \n", " stim_offset = find_stim_times(fname, data_info)\n", " for i in range(len(stim_offset)):\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " n_frames = stimulus[\"Nframes\"][0,0]\n", " # figure out how many pixels per frame\n", " x = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " y = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " dx = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " dy = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " nx = int(x/dx)\n", " ny = int(y/dy)\n", " n_pix = n_frames * nx * ny\n", " # remember maximum pixel count for this stimulus type\n", " name = create_stim_ident(x, y, dx, dy)\n", " if name in stim_pixel_cnt:\n", " n = stim_pixel_cnt[name]\n", " if n_pix > n:\n", " stim_pixel_cnt[name] = n_pix\n", " else:\n", " stim_pixel_cnt[name] = n_pix\n", "\n", " for i in range(len(file_list)):\n", " fname = file_list[i][len(path):]\n", " print (\"Processing \" + fname)\n", " mfile = sio.loadmat(file_list[i], struct_as_record=True)\n", " # prepare matlab data\n", " data_info = mfile['datainfo'][0,0]\n", " # prepare output file\n", " vargs = {}\n", " vargs[\"start_time\"] = find_exp_time(fname, data_info)\n", " vargs[\"identifier\"] = ut.create_identifier(\"Meister test data\")\n", " vargs[\"mode\"] = \"w\"\n", " vargs[\"description\"] =\"Optical stimulation and extracellular recording of retina\"\n", " vargs[\"file_name\"] = OUTPUT_DIR + fname[:-4]+\".nwb\" \n", " bfile = nwb_file.open(**vargs)\n", " print (\"Creating \" + vargs[\"file_name\"])\n", " # get stimulus offset times\n", " stim_offset = find_stim_times(fname, data_info)\n", " stim_end = []\n", " # \n", " for i in range(len(stim_offset)):\n", " # create stimuli\n", " # read data from mat file\n", " stimulus = mfile[\"stimulus\"][0,i]\n", " n_frames = stimulus[\"Nframes\"][0,0]\n", " frame = stimulus[\"frame\"][0,0]\n", " onset = stimulus[\"onset\"][0,0]\n", " type_s = stimulus[\"type\"][0]\n", " seed = stimulus[\"param\"][\"seed\"][0,0][0,0]\n", " x = stimulus[\"param\"][\"x\"][0,0][0,0]\n", " y = stimulus[\"param\"][\"y\"][0,0][0,0]\n", " dx = stimulus[\"param\"][\"dx\"][0,0][0,0]\n", " dy = stimulus[\"param\"][\"dy\"][0,0][0,0]\n", " pixel_size = stimulus[\"pixelsize\"][0,0]\n", " # reformmat for nwb\n", " timestamps = np.arange(n_frames) * frame + onset + stim_offset[i]\n", " rec_stim_name = \"rec_stim_%d\" % (i+1)\n", " # create stimulus\n", " img = bfile.make_group(\"\", rec_stim_name, path=\"/stimulus/presentation\")\n", " img.set_custom_dataset(\"pixel_size\", pixel_size)\n", " img.set_custom_dataset(\"meister_dx\", dx)\n", " img.set_custom_dataset(\"meister_dy\", dy)\n", " img.set_custom_dataset(\"meister_x\", x)\n", " img.set_custom_dataset(\"meister_y\", y)\n", " img.set_dataset(\"timestamps\", timestamps)\n", " img.set_dataset(\"num_samples\", len(timestamps))\n", " file_name, dataset_name = fetch_stimulus_link(seed, x, y, dx, dy)\n", " file_name_base = file_name[len(OUTPUT_DIR):] # strip OUTPUT_DIR from front of name\n", " #- img.set_data_as_remote_link(file_name, dataset_name)\n", " link_str = \"extlink:%s,%s\" % (file_name_base, dataset_name)\n", " img.set_dataset(\"data\", link_str) # special string, causes creation of external link\n", " img.set_dataset(\"bits_per_pixel\", 8)\n", " img.set_dataset(\"format\", \"raw\")\n", " img.set_dataset(\"dimension\", [int(x/dx), int(y/dy)]) # py3, force to be int\n", " img.set_attr(\"description\", \"type = \" + str(type_s) + \"; seed = \" + str(seed))\n", " img.set_attr(\"comments\", \"Based on ran1.bin. Pixel values are 255 for light, 0 for dark\")\n", " # create epoch\n", " stim_end = timestamps[-1] + 1\n", " epoch = ut.add_epoch(bfile, \"stim_%d\"%(i+1), stim_offset[i], stim_end)\n", " stim_start = stim_offset[i]\n", " ts_path = \"/stimulus/presentation/\"+img.name\n", " ut.add_epoch_ts(epoch, stim_start, stim_end, \"stimulus\", ts_path)\n", "\n", " # create module 'Cells' for the spikes \n", " mod_name = \"Cells\"\n", " mod = bfile.make_group(\"\", mod_name)\n", " mod.set_attr(\"description\", \"Spike times for the individual cells and stimuli\")\n", " mod.set_attr(\"source\", \"Data as reported in the original file\")\n", " # create interfaces\n", " spk_times_iface = mod.make_group(\"UnitTimes\")\n", " spk_times_iface.set_attr(\"source\", \"Data as reported in the original crcns file\")\n", " # determine number of cells\n", " spikes_mat = mfile[\"spikes\"]\n", " num_cells = spikes_mat.shape[0]\n", " num_stims = spikes_mat.shape[1]\n", " # unit_list = [] ## Added for specification language conversion method\n", " for i in range(num_cells):\n", " cell_name = \"cell_%d\" %(i+1)\n", " # unit_list.append(cell_name) ## Added for specification language conversion method\n", " cgrp = spk_times_iface.make_group(\"\", cell_name)\n", " spike_list = []\n", " for j in range(num_stims):\n", " stim_name = \"stim_%d\" % (j+1)\n", " spikes = np.hstack(spikes_mat[i,j]) + stim_offset[j]\n", " spike_list.extend(spikes)\n", " cgrp.set_custom_dataset(stim_name, spikes)\n", " cgrp.set_dataset(\"times\", spike_list)\n", " cgrp.set_dataset(\"unit_description\", \"none\") \n", " #- spk_times_iface.finalize()\n", " # spk_times_iface.set_dataset(\"unit_list\", unit_list) ## Added for specification language conversion method\n", " #- mod.finalize()\n", "\n", " # write metadata\n", " rec_no = data_info[\"RecNo\"][0]\n", " smpl_no = data_info[\"SmplNo\"][0]\n", " animal = data_info[\"animal\"][0]\n", " description = data_info[\"description\"][0]\n", " session_id = \"RecNo: \" + str(rec_no) + \"; SmplNo: \" + str(smpl_no)\n", " bfile.set_dataset(\"session_id\", session_id)\n", " bfile.set_dataset(\"experimenter\", \"Yifeng Zhang\") \n", " bfile.set_dataset(\"institution\", \"Harvard University\")\n", " bfile.set_dataset(\"lab\", \"Markus Meister\")\n", " bfile.set_dataset(\"related_publications\", \"Yi-Feng Zhang, Hiroki Asari, and Markus Meister (2014); Multi-electrode recordings from retinal ganglion cells. CRCNS.org. http://dx.doi.org/10.6080/K0RF5RZT\")\n", " bfile.set_dataset(\"notes\", str(description))\n", " bfile.set_dataset(\"species\", \"mouse\")\n", " bfile.set_dataset(\"genotype\", str(animal))\n", " bfile.set_custom_dataset(\"random_number_generation\", \"Reference: WH Press, et al. (1992) Numerical Recipes in C, 2nd ed.\")\n", " # bfile.set_custom_metadata_by_file(\"random_number_generation_code\", \"ran1.m\")\n", " bfile.set_dataset('electrode_map', electrode_map)\n", " bfile.set_dataset('electrode_group', electrode_group)\n", " g = bfile.make_group('', \"61-channel_probe\")\n", " g.set_dataset('description',\"Approximation of electrode array used in experiment based on Mester, et. al., 1994 (DEMO DATA)\")\n", " g.set_dataset('location',\"Retina flatmount recording\")\n", " g.set_dataset('device', \"----\")\n", " print (\"\\tdone\")\n", " bfile.close()" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true }, "source": [ "# 7 Basic Validation and Visualization" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Omitted groups\n", "/general/subject\n", "/general/specifications\n", "\n", "Groups added for compliance with NWB\n", "/general/devices\n", "/general/devices/----\n", "\n", "Currently omitted custom datasets (i.e., datasets that are not part of the core NWB format)\n", "/general/extracellular_ephys/61-channel_probe/device\n", "/general/extracellular_ephys/electrode_group\n", "/general/extracellular_ephys/electrode_map\n", "/general/notes\n", "/general/random_number_generation\n", "/general/related_publications\n", "/general/specifications/nwb_core.py\n", "/general/subject/genotype\n", "/general/subject/species\n", "/processing/Cells/UnitTimes/cell_1/stim_1\n", "/processing/Cells/UnitTimes/cell_1/stim_2\n", "/processing/Cells/UnitTimes/cell_1/stim_3\n", "/processing/Cells/UnitTimes/cell_2/stim_1\n", "/processing/Cells/UnitTimes/cell_2/stim_2\n", "/processing/Cells/UnitTimes/cell_2/stim_3\n", "/processing/Cells/UnitTimes/cell_3/stim_1\n", "/processing/Cells/UnitTimes/cell_3/stim_2\n", "/processing/Cells/UnitTimes/cell_3/stim_3\n", "/processing/Cells/UnitTimes/cell_4/stim_1\n", "/processing/Cells/UnitTimes/cell_4/stim_2\n", "/processing/Cells/UnitTimes/cell_4/stim_3\n", "/processing/Cells/UnitTimes/cell_5/stim_1\n", "/processing/Cells/UnitTimes/cell_5/stim_2\n", "/processing/Cells/UnitTimes/cell_5/stim_3\n", "/processing/Cells/UnitTimes/cell_6/stim_1\n", "/processing/Cells/UnitTimes/cell_6/stim_2\n", "/processing/Cells/UnitTimes/cell_6/stim_3\n", "/processing/Cells/UnitTimes/cell_7/stim_1\n", "/processing/Cells/UnitTimes/cell_7/stim_2\n", "/processing/Cells/UnitTimes/cell_7/stim_3\n", "/stimulus/presentation/rec_stim_1/meister_dx\n", "/stimulus/presentation/rec_stim_1/meister_dy\n", "/stimulus/presentation/rec_stim_1/meister_x\n", "/stimulus/presentation/rec_stim_1/meister_y\n", "/stimulus/presentation/rec_stim_1/pixel_size\n", "/stimulus/presentation/rec_stim_2/meister_dx\n", "/stimulus/presentation/rec_stim_2/meister_dy\n", "/stimulus/presentation/rec_stim_2/meister_x\n", "/stimulus/presentation/rec_stim_2/meister_y\n", "/stimulus/presentation/rec_stim_2/pixel_size\n", "/stimulus/presentation/rec_stim_3/meister_dx\n", "/stimulus/presentation/rec_stim_3/meister_dy\n", "/stimulus/presentation/rec_stim_3/meister_x\n", "/stimulus/presentation/rec_stim_3/meister_y\n", "/stimulus/presentation/rec_stim_3/pixel_size\n", "\n", "Datasets added for compliance with NWB\n", "/epochs/stim_1/description\n", "/epochs/stim_1/tags\n", "/epochs/stim_2/description\n", "/epochs/stim_2/tags\n", "/epochs/stim_3/description\n", "/epochs/stim_3/tags\n", "/general/extracellular_ephys/61-channel_probe/channel_coordinates\n", "/general/extracellular_ephys/61-channel_probe/channel_description\n", "/general/extracellular_ephys/61-channel_probe/channel_filtering\n", "/general/extracellular_ephys/61-channel_probe/channel_impedance\n", "/general/extracellular_ephys/61-channel_probe/channel_location\n", "/processing/Cells/UnitTimes/cell_1/source\n", "/processing/Cells/UnitTimes/cell_2/source\n", "/processing/Cells/UnitTimes/cell_3/source\n", "/processing/Cells/UnitTimes/cell_4/source\n", "/processing/Cells/UnitTimes/cell_5/source\n", "/processing/Cells/UnitTimes/cell_6/source\n", "/processing/Cells/UnitTimes/cell_7/source\n", "/stimulus/presentation/rec_stim_1/data\n", "/stimulus/presentation/rec_stim_2/data\n", "/stimulus/presentation/rec_stim_3/data\n", "\n", "Attributes added for compliance with NWB\n", "/epochs/stim_1/namespace\n", "/epochs/stim_1/stimulus/namespace\n", "/epochs/stim_1/stimulus/neurodata_type\n", "/epochs/stim_2/namespace\n", "/epochs/stim_2/stimulus/namespace\n", "/epochs/stim_2/stimulus/neurodata_type\n", "/epochs/stim_3/namespace\n", "/epochs/stim_3/stimulus/namespace\n", "/epochs/stim_3/stimulus/neurodata_type\n", "/general/devices/----/namespace\n", "/general/devices/----/neurodata_type\n", "/general/extracellular_ephys/61-channel_probe/namespace\n", "/general/extracellular_ephys/61-channel_probe/neurodata_type\n", "/namespace\n", "/neurodata_type\n", "/processing/Cells/UnitTimes/cell_1/namespace\n", "/processing/Cells/UnitTimes/cell_1/neurodata_type\n", "/processing/Cells/UnitTimes/cell_2/namespace\n", "/processing/Cells/UnitTimes/cell_2/neurodata_type\n", "/processing/Cells/UnitTimes/cell_3/namespace\n", "/processing/Cells/UnitTimes/cell_3/neurodata_type\n", "/processing/Cells/UnitTimes/cell_4/namespace\n", "/processing/Cells/UnitTimes/cell_4/neurodata_type\n", "/processing/Cells/UnitTimes/cell_5/namespace\n", "/processing/Cells/UnitTimes/cell_5/neurodata_type\n", "/processing/Cells/UnitTimes/cell_6/namespace\n", "/processing/Cells/UnitTimes/cell_6/neurodata_type\n", "/processing/Cells/UnitTimes/cell_7/namespace\n", "/processing/Cells/UnitTimes/cell_7/neurodata_type\n", "/processing/Cells/UnitTimes/namespace\n", "/processing/Cells/namespace\n", "/stimulus/presentation/rec_stim_1/data/conversion\n", "/stimulus/presentation/rec_stim_1/data/resolution\n", "/stimulus/presentation/rec_stim_1/data/unit\n", "/stimulus/presentation/rec_stim_1/data_link\n", "/stimulus/presentation/rec_stim_1/namespace\n", "/stimulus/presentation/rec_stim_1/source\n", "/stimulus/presentation/rec_stim_1/timestamp_link\n", "/stimulus/presentation/rec_stim_2/data/conversion\n", "/stimulus/presentation/rec_stim_2/data/resolution\n", "/stimulus/presentation/rec_stim_2/data/unit\n", "/stimulus/presentation/rec_stim_2/data_link\n", "/stimulus/presentation/rec_stim_2/namespace\n", "/stimulus/presentation/rec_stim_2/source\n", "/stimulus/presentation/rec_stim_2/timestamp_link\n", "/stimulus/presentation/rec_stim_3/data/conversion\n", "/stimulus/presentation/rec_stim_3/data/resolution\n", "/stimulus/presentation/rec_stim_3/data/unit\n", "/stimulus/presentation/rec_stim_3/data_link\n", "/stimulus/presentation/rec_stim_3/namespace\n", "/stimulus/presentation/rec_stim_3/source\n", "/stimulus/presentation/rec_stim_3/timestamp_link\n" ] } ], "source": [ "example_file = '20080516_R1.nwb' # Pick one file for illustration purposes to compare the file generated by H5Gate and PyNWB\n", "pynwb_example_file = os.path.join(output_dir, example_file)\n", "h5gate_example_file = os.path.join(h5gate_output_dir, example_file)\n", "f1 = HierarchyDescription.from_hdf5(pynwb_example_file)\n", "f2 = HierarchyDescription.from_hdf5(h5gate_example_file)\n", "\n", "# Compare groups\n", "g1= set([i['name'] for i in f1['groups']])\n", "g2= set([i['name'] for i in f2['groups']])\n", "print(\"Omitted groups\")\n", "for i in (g2-g1):\n", " print(i)\n", "print(\"\")\n", "print(\"Groups added for compliance with NWB\")\n", "for i in (g1-g2):\n", " print(i) \n", "\n", "# Compare datasets \n", "d1= set([i['name'] for i in f1['datasets']])\n", "d2= set([i['name'] for i in f2['datasets']])\n", "print(\"\")\n", "print(\"Currently omitted custom datasets (i.e., datasets that are not part of the core NWB format)\")\n", "for i in sorted(d2-d1):\n", " print(i)\n", "print(\"\")\n", "print(\"Datasets added for compliance with NWB\")\n", "for i in sorted(d1-d2):\n", " print(i) \n", "\n", "# Compare attributes \n", "a1= set([i['name'] for i in f1['attributes']])\n", "a2= set([i['name'] for i in f2['attributes']])\n", "# Omitted attributes refer to attributes on omitted datasets \n", "#for i in sorted(a2-a1):\n", "# print(i)\n", "print(\"\")\n", "print(\"Attributes added for compliance with NWB\")\n", "for i in sorted(a1-a2):\n", " print(i)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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4ONsPMkD+R/I65lgy+Lw3Gaxqnh+H6ziy5uEB1PaXpL3IGqNLlFFbS3pj+f+H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Jya8XCMkBKMGH0vQ9+o1MqV3wPXJuKxadkcX6zq3dHYPKke8Dbms5K1GXpKnwLsiymjdsJKpT8A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ThSEJxcuHzJguWL5kVG49vMZGbLKUxpAizO6LhXHwvCvlXVmaVesZFb+3amcztKvJkuw0id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\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B7ABcb2ZHmFmbupxzfsDdv3H3u5Ci6xQ0Md0OkXhXm9n+JrPhEkr4UyCKc2siBdSD+Wzm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g2kjuoMDB6e23E+8kX5BpW5XIcCkW52I9ukp8EZaJ0R3jft0X19FxSqpDqzvkpqRxQMPloZvnCO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GM9/W2nnGmNsR4XoiksSvhSPFbkRB6xc50qPGFohhMvGuU86c6/Klpldg9WHoO36l5wdXhMnE\ntCocR5yYunk9E1OL3b4uQvbFZ4H/1uTPqTrgnj8XoSI/d+Krdy1csWh2IzT4/AORGjWWRP0LYQ80\n+HrE/X4cqhPei6mkJlprv3O/n4wsXmPXw7H8DQ38X4e1qqIewGOZLECeH7R0f38ipvI+Eimt3oq9\ntD96XsTtf8ehzKn4eRyKCNP/xvaRg96DryJ7YFlw1/2pqLb4MP43Fw5/EHC/TWtzb4zZAZEpd6f9\nbRluQyfHFi5N/fcoNDAuBqfuuAmp3joARbUbNFm6Q7+LfmnRecciRPCsQIO6j9F7WG2qURdefKg7\n7CYo1/O/1trlxpgujozaD11r/wFGRZk6Lmj+IERQboXq0udQ8HyJyUzPDxoiErAHIkxz0Gd9H8qX\nKpddqhRLnkWWvDeRImrKpmjJM8Y0QiHxEQnVBV0jixD59K77d+amQEI56108cLwzGsdE1rsVqJ6b\njO4l0xEBV9XO4TUebvKzlzFmX6AXUkDd6P6/LkTjoDhzVDvD61au4/d0NELj0YPStg2p8W8W6wlZ\nUiqLiiJ6UDdFSqlayLMbJ6UgRUrFO/DNRw/e0sLOd8mwPMJcZJPqRPnCy39DA5Iqk1IO45BsdDKy\n6r2GVCNdw2RiqlOq9PP8YFSsKw9hMvGh5wdbIlvVjLDsVsolECYTs50150TURWc3RwisFytQFiVh\nrZ2Sm5v7dhAEh1lrczt37kxeXh4jR44szMnJGV1YWLihFGzjkfXhaGQ7uAwRpf8DTvf84BWkfuqJ\nCvQHkH3gYOA8Y8yVrsh7CWWU/MsYc5Gz9mGt/doY8yzqQDjFWvtFfOdhMvGdCz+/EllJnlzP51tV\nPEwqX+qS8lpgXcj7HYjwG+yyqSrddCBm5YtnTK0vYmqNO/aZ6H6xhecH95XXPryR4gg0yC6cMe7N\nZXO//7gZel40Rp32anSuxl8IA1DmyfeeH7RDA/tHwmSiwAxiL2IqKTRb3R0Ysh5UUms76Flro2f1\n0aheGF3Kakei+mM0rCUzjkBd1/5wy7ZGNcytMUVUscwst6wWei8+Cos3jzgAkTrltRzvjgb318eJ\nZ3d+AxER9k6Gcz8DKcnfS9ve0pyc3MXn2aJm1loTtS4bBoW1YHS+tRmVBc4u1wcoyqlVJ69l190L\nVy6c3W7yiIe23f/8Bz9zL5sOPBoLbq8y3Lns5s61E+LTnnITLNsZY45H79EcRBqNichplwXWG5GT\n9YEvUeOar9JJfPdZ74mu193RwHcSim74pDzB7DFL3i6kuuTlovvUV2zCljxjTBNSBFR3RMoYNEb4\nDhExE4E5GzMJ5cjZLSjZ9S4aAxWi5/J0ZO3Mc//fWK131QZr7VhgrDHGR+/J35BNcX+KW7f3R2Mx\n0HjSIAtgNC7dtRz7Wm6MyXP7+CDDS75Ck5KF1toZGf6exXpElpTKoqL4A91cm6KbB0DzMJmY6fnB\nSmTXI0wmVnt+sIwYKeWylhaRak0axxygtzEmJ5NP3FpbZIz5Fd3s1wkXejyVagg7d4hsPPMRg343\nKiiORl3cXkazdQPRYDaOZ9BxX+4GuBXqYuZk+c84tda/gHs9P3gwTCY+XMeqWVQTioqKTsrPz39+\n+PDhUVcicnJyRhcVFZ20oY7BXdOvo/bdT6PvzABkF+gLnBQmE3d4fvAC6sQXWGvzjDH3I6VOLyB0\ndtm70ODnNFLKBRDBtQ0irC62aS2xw2TiY6caONPzg4VhMvHmej3pKsDdg25B39VzK2ihXeWpI9+d\nwCDPD66sSq5bmEzMy5Axtb6IKQu84PnBLKQgauv5wU3lGTxtbHCE/xlA4e+//lA0JRzWEFmsWgN+\ntqisGfD8YAeUE+O7+9ixaNZ5dCkqqb8j1Uil7bNlYC+kTLkLwBjTGOUPDU9XFbljr4cIjDBmyeqF\nyIzXYy/tj+7JccvJAFQnxJ/Vf0N10kuxfeSgiafxYTk69sZUUhPRIAp3Lgbd109H5MkRxphHrLU3\nG2O2QLXI/kidsZWblJgerdyo7ZbL7JrVC09Z8OvW0TZrwegCfT4l4FQgVwE5dRq3oOvfTlndbtdD\nVy+ePnHal09c0335/F+XNWrd4T/AqOpUeBtjtkK11i7uPbgUqeN3MsZchCw+v6L790fW2kLPD2p5\nfrA/IhN3QgPZAHg7fZLP2St3Q0TUXqgD11T03P04LEcziTIsed8ixdbXm6Ilz3U0jELJu5NqUDQX\nfVavu3/nbYxkjPuOtaak+ilyUoAItzyU7ZlHqutdVrEbgzFmL3Q/HIWe2/ugMeMkNK66wRjzCxIi\nnI6+R9G96Cf0Hb/eGHMdqlsvLeeurwceMsbMR6RoE2A/a+39rvnPWOA1Y8yVKMO1PbpvvGqt/aq0\njWZRdeT82QeQxcYFN+BZQsq+B6kOfIso3oFvAcWVUqAbT2lKqVoZXh9HuTvwOfxENXmAw2RiKbpR\nNkb5Ugcj29YBnh+0cgPWp4D9nW0ovm4RKo4WA0knAa/MMXyP5K1fIoLr0spuK4uKwVq7uLCwsDfK\nnTgC6FZYWNjbWrt4Ax/KGNQVJIFUUPuh79OLQA9PnZhGou/TGZ4fGOenfxcY6ApGrLUz0ezskcaY\ntQpFVyTehVwb17jslWIIk4nXkRX1LFfk11iEycRMpBjridqOV2TdRcjOuDlwhRs4VuVY5qGuYjmI\nmCrrXldlONL6GjTrd5fnB53X5/42NBxZcAVQf/Xy33O/eXEoRQX5S9GA4el0pV8WfyoG4BQCbrB+\nCPCqU/DtgZ7TL7jX7o4GGM+Ve9BqaI3hJgzty/HqvsDkWA5g70Y0qt+UpiNKef3fkBr8TVjbQfBo\n4MOIWHbKr/3dORW5Ze3dspcjG1ZMJfVJmEzECdMeSGVRzDZdBg5CA+Gn0oj2W1AL9TFIjXM88JtT\ncYxCZNwDyIK2DHjb/Y0GLdq1z61Tr84+Fz50KHrOfQs8kW9txuecszw+bHJyT2y8eZf6u554XWH7\n3Q4rMsYUrln++wosRbO/fuefYTLxdnURUsaYVsaYi1H+YWtk9bkGZZze7n5viMj/86y17/caMqK5\n5wcno2yiq1CdeQcwMEwmno4IKUda7e75wcWIvLsWKddeAs4Ok4lLw2TitdIIKc8P6nt+sLfnB//n\n+cHDbn/nIQLyTXSvOilMJm4Kk4mRmwohZYxpaYw5yBhznjHmYfTeXYkIwx9QPTHQWnumtfbf1tp3\nrbVzNwZCyhjTyBjT3RiTcOd3G6q1HkeNRfqjMctERDReCZxgrR1orb3BWvuUtfYDa21elpDKiKXo\n3hegSYghwKXW2hC4F42b7kD3ol7AUVHnPfd+noDuc9+gmJRr3XYPNsaUKkiw1j6NnC/noM/uDeSq\niXAEmkgY5o7reTT2TI+dyaKakVVKZVEZLCUVdI77P8jSsy5S6jdKJ6VARVNp1rQZwN4V6MA3FTjW\n84PmYTJRHeTBODSD+xka5F6CbFJHogH++4gsONvzg4vjhViYTPzh+YGPHtCXe34wpDKFmpN33+H5\nwZfohrqD5wd3hlGnnizWK1wG058WOO/sWSPRoOhMNLveH4XU9gdODpOJoZ4fDENhu3sgqfgwNON7\nBnrQg9pg7wVcYow5P7I5WWv/MMbcjIqBc4wx92T4vj2Biu1/eX6wpDptGdWNMJl43yk1/s/zgylh\nMpFXgXXznNpqMHq/qxSY7RRT6RlT65x1r8L+fnQB6EmUS3dbmExsKmTN2cDWRYUFfPPSzStWL1tU\nhAakYxBhm0UNgLOw7Y7CuK3nB/2R4vrtmErqeyCeJTWJ8tn0I+yKlBllNjVxA5Ud0PcPY0ydxjQ+\n7lIu7XA915ew+jsi+mhEIkV1yf5I7X1T9LrOcxufM7Pl8uUFtYpZ3I5FNVJ82UGo/rkxto9cNLj6\nIkwmpmIw2IytzqPX10J1yLh49pTL6okiBv5lrZ2G8qbGGWOivKUvgNustXOMMWe44zvY84NP6jff\nbKtVSxfMC5OJ6SQtxphFlJKh4t7HB3Nq192pVdc9irZL/HNV3cbNC4ElBatXvPfdK3cdBfa5aR+9\nXC0xAy4Muz/K8VyJrNmjEbn2b2T9nIwUEF/1GjICYGfPD45wr1mDPoe34vd/9/l2R2Hl+6NJx1lI\nzfNRmExEHcFKwK27NSk1VLol72ngm03NkufIyLgdb3P3p18RefA8Uj2WJ/u1RsAYU5vM1ruW7iUF\npKx3n5PqerdwYyDXaiqstT8gFWqmv1nAdz+lrT8WF/tijGmRk5v7XFFhYQ4SCJCTm/t2UWFhRmGC\ntfZRZMHN9Lc/0L304vKfTRbVgSwplUVl8DtSSq1ED/u4Uio9Q2r7tHXnkbl7wjxSHRdKK0anoxnL\nlpC5G00a4mHn1TEQG4ckpHNIzWyGwOGeH7zoLD+PosF8L1yr6QguH+pWpL44FQ3sKwU30J6EcoVu\n8fzgJeClDB14stj0EKAC/RCkWDodFYIvAJd4ftAVXe/fILXU19bapcaYx4GLjTHvWmsnWGutMeYe\nRGj9E800A2CtneZsf5ei2c70a9l6fvBvREhf5+xtFQkT39B4FKkvrnb5UuXujBQmE1+5me9zPT+Y\nU1XL4p9ATM13uXSXIaXm48AbG3MAuucHB6LZTDN11JOrfp/+fS30LJqCwp032nPbBDEATUZ97Klj\nXS/g+TCZWGUGsSd6Pl/r7kf7uN+vqeBnuCswBcu6woH7oud3lHV0SDOadTiFU2biWpGnYU806L4T\n1trm+qFuaL8AnH3+B60brao9sPf4ji+fP6J7FKDdBk1cPRnluTny6XhgbBox3gPZQ+5wv1+JYQaW\n50s5h8MRKTYkbfnOyLIXRA0sYtgb1VaHA1NiXaXqIpXaZsbk5K5c9FupJEwEY8wBmJwHatdr2LHD\nXomCrQ46fk1OrdorgM/zVyx75L1bTrwGfRfPXde2yrGvWuh6OQnZJV9Dz7w9kZJiC/ScuwaY2GvI\niIYo3+oId74zkD39/eie7z7DbRERdQCqX+ehWu4jYFpp98aYJW8X97NJW/IcSdyW4iRUFL+Rh0jc\niYiEqmqX6/UOdz5tKEk+tSflHJqHxhpjSFnvZmWVTjUbObm5z9Wr3+CwswbfzPZ77M2kL8fx6JCr\nD1u1YsXzlEJ8ZVHzkCWlsqgMlgAt3cD0d1JKqUVo4Bchk1JqLtDC84PaYaqNMtbaQmPMb5TdgS8a\n9HaifKTUfKTqqhZSypFKMxEptggVncPRTOqhwAinTHgP+LvnBx+lz5KFycTXblB4pucHeWEykR42\nWpHjiQa3x6KibVenmtpkiqIsSiJUl7UPUPF9Huru1B8V38cCfw+TicGeHzyGCvfeyD4wBl2n5zpl\n1Bpr7QJjzIPA5caYcdbatdkn1tr3jDHbAv9njJkWs7tEx5Hv+cFNyDJyvecHl69PcqUqcAqzW9Cs\n+vmeH9xeEVImTCbe8vxgc2RZnBsmE59X8XjixFSUMbU+ialVnh8MRWT4mUAHzw8eXt8ktjHmPeBr\na215sx7WCc8PNkM25jq/fffhmhmfj6iNBoZLgKFRZ60s/nzEbG0PhclEoecH/YDVQOAGiCdSUiX1\njbX2u3LvxJCDCJmRZb5MCo/9gUddRmUO0K8HPZZ0ocvXWDJlxh0DTI7lPO2ISJxB0QsarKl1du2C\nHHPwd+2Gxdbrh67JOJnfAxFcazMnHVF1IlI9/YQh6oyXseOgs6yeAIxJs/+B8lgMmbv87oaU7AdB\n8fPs5p2RD9y1etnCX4sK1pT63YmyvnJyaw+t07hF827e6fltd9h/NZq0ePCnMc+N/OX9F15ElrdD\nqtI9zO1rL5QbFbVvfxERQf9GarMvgH9ba390EzEXovc4B+V63QtMcnWq8RRE3wMRUa1RDfchIqKm\nZHoeeH5Qn+Jd8tpTskve1E1lMtC97+1I5UF1R/WuRaq7sYiE+r6mN5BwWXHpuU+dUBdIkFozD4Wt\nv+n+P91aW+4Jqyw2HJxCtDm6HqOfVkDLRdO+61JUWHj4WYNvpsdR/QDocVQ/rLW5915xweHGmK4Z\niPosaiCypFQWlcESJJcGyb+LZUp5fmDcA34B0Mjzg3qxkOC5qHBqhWYs45hN2aTUfFRQdaQcHfXW\nQ9g5SC11KOpc0xPZoj4G+nh+MNJZ8p4C9kWzosMybOMNYEvgAs8PZoXJxJTKHozLqnjJ84MJpELQ\nH0ZFa1YtsOnidZR1srv7/wko++I51G1uhzCZ+N7zg9HASZ4fvG+tXWaMeQB1IjoOeBbAWvuhUyic\na4z53lob7zT3KBqEXeWCz4vNhobJxArPD65HKqsbPD+4oqbaFRypfC/KfZjIOgaxGfAEmjW+winD\nfq7i8VQbMWWMeQJoaq3tV8b+ioAnHLF+LrC55we3hBnamFeUTDLGHITuic2stbEu8vQF8jOvVXG4\nwvRyoM2yuXmFk0c8lGsLC1ag9tA3bUyWkb8I+iNl9bueHzRFBPmrYTKxwqmkuqIOidYYcwAaOF5e\nwX10Qbarr9fxuj6IKIo60u2TQ067i7m4iAz1hCM6uuOsfg790OB1gntNw451G/XZ+8c2ed1ntPjO\nLWuO1D3/jeoeZ/U6Hln0folt72AiosoQ74xXWhOTY5BFtZiKyhjTFNUca5AS/cvY37ogRU8dYEY6\nWeT5wblAwfL5M/NItakvBmNMrsnJHZJTq855DVt3qLdD34tWN27TaTa6Jz42atCRy1GTjK2AnlXJ\nWjTGdEPq3x3Q+3w3muy8BcVDfAIM7TVkxCzgQM8P/g9dR/PRM3BU1NTB84OOnh/0IEUILkX12keI\nsCoWoVCGJW8em6Alz5FQHUgFk++A6vki4Gd0HX4HTHKWphoHY0wdUta7zqSIqChKpABZC/MQqZaH\nJriz1rsaAs8PIgdMaT+tkDvHxFZbg4j2hUtm/lgLYPs99i623R323Cf679b8ibEbWZQfWVIqi8pg\nCSl11O+kSKmFSA7eAM1CRN2lWiKfPqTyojYjMym1Z2k7dYVruTvwOfwMHBYjyqqKcajQzkM3yV0R\nKXAnmtn7LEwmFnp+8D9EBoRhWrc9R5Y9gB6k1zo7UZUGU06hdREKOb0Y2MNTh74aPZuVReUQJhPT\nPD/4Bg36k+iaPBplm/2ClHrXIOKpBxoQPWatnWmMeRk41hjzgbU2sms8hGx8FxtjBkXFmuvUFymM\nLnd/K1bIh8nEIs8PBgO3ISvf4MiyUtMQqnvgjkjx9GNFiCX3vb0TDVIHeeqkWSV104ZWTLl9jvb8\nYA6yvNzh8u1mgbI1rLWVIZEMmk2PF41Ya6u749/JwO75K5eZ7/53u81fuWwNGjTekZ0JrVnw1KXz\nEOBZp1Q8EQ1234ippCYB3zrV0knAeJczUhHsiiarSu1a57rE9QJGWGtXuf3370KX3/Zgj82IdbCL\n4Wg0ifaZO5/OaBLgrlgt0bvB6lqtD/x+88diOVBHo4FwPDj9AKSyuSta4AjWE1DN8AuD6IHIlasz\nZUp5ftAEkWJBmNYtDr2XBWhy4DZjTD4ib1ojVdc4XLdAY8xglI/TuXb9xn/f++w7OzRo2e5hW5jf\np5T3rkGtug1eICf38JZb7mS2P/r8JbXrN34TuDlMJqY6i90rSMV0JFDbGBPlhi4q7/3ErfMP9Lya\nju6J7dDzrTHK7PxfryEjihC5eSgi28aj3Jkvw2SiyPODdp4feG47HVEtOhY94751E3nx97WNO/bI\nllfCkgf8tilM8rnrvjPF7XhNUHTGVNQQZSIioVb+SYeZEe7YN6Ok+qkdxa13eYh4no7UXXOy1rs/\nB47kbUbZZFNLUuq1CMtwhBMaw30e+z36WR59J405shtwxqQvx61VSgF8/0Xk0l4b5ZJFDUeWlMqi\nMvgdKaBykVIqUiJFxEoLVAhEiovWpEipBWjwUlrY+WbGmFxrbWGGv0PFO/BNRaqQFrHjqQp+RLNt\nW6CHXs8wmbjN84PJaBYz1LMZJQAAIABJREFUugu+htpMn0HJ7IfI+jQUFanXulyZKg3kw2RiJVJK\njQfOB+7z/OCuMJn4tirbzaLG4jUUwN0R5UwdBbyMiKhBwC7OLvpf4GTPD95y5MP/kI3jXGPMNVZY\nZoz5N7pWE8QGVM7idxsK5/07mi0uhjCZmOkpyP9G4FLPD26twUX8Y2jm/SpPDQnKPQMcJhOr3Xne\nCQx2yrAqFe8VIaaMMceiz3ZrNHD62v2cClhjTBG6v/Z0CrhbEHG5Bcr1eQ64wVo70fODf0189e43\nFk///rtm/2l6z5KZP54KdDTGPIOujx6u05UFtrTWptuFomPqhOw1FlhsjLHAU9ba09MVV8aYaej9\n74YG2AuRFW+sW/43RKqebq0dH9vHAbl1G9xTVJC/S+36DfNzcmvPX7Vk/mRESD1rrf2oou97Fusd\nfZFV7y3PDxojwmJEmEwsM4PYA9UNSTfZdDBSbNxdif3sAnyLpayBZy+UtxTd13YAul3BFV+jOrhY\nHp6nzpgHAMNiappjUP3ykXtNnXqrc4/b/adWf2yxsNEHbllj3P0zTCaWu2UGTQqMT1NF90TKy6EY\n6qDv8DgspTWNGOD+/V98oTGmPcqKesZa+4ox5g+UW9kO1WS/o3tGErgVEUiNgVmN2nRcVKt+ox/R\n86NPbJvd0GRju7qNW35jiwq3ar97r8IuPU/6Jie31tXAu7H7e3v02UIqDzQiqXtSuuor2lcjVKMd\nhWqrRxFRciGa5HynbuMWww+6/OmOwP+hz3sZ6ib4dphMzHHE0jFOFdUFkZTjkGr963hURBmWvCno\n+viKTcSS58jerUgRUDsg0q0A1bJvIRLqB2ttJvvqnwJjTBOKq546Udx6twx9ZyegSeE8pALMWu82\nEDw/qEvZ6qaWaNwV71pciO5JC9G9NI8UybTILVtU0bGQtXZKbq1abz865OrDrLW5O+y5D99/8RmP\n+dcU5uTmji4sKMhOWG0kyJJSWVQGS1DR0ZjiSqk4KfUrqdyntblSYTJR4PnBAkonpXJREGFpuUjT\ngQMq0IEvHnZeZVLKzcR9gYJD30VqqIaIILja84OuYTIx1c0MD0MD393CZKLETKxTmESZPOd5fvDv\n6hjIh8nEJ54f/Ii6A97o+cGraLZ6oy+ysiiG8YjsPQZ4EM3QH4myN34ATnG2ztfRoGUgcKO1do3L\nkfIRCfAOgLX2a2NMAAw0xkyw1s6MdmSt/dYY8xRwmjHmR2vtuPSDCZOJyZ4f3I4UOGd5fvBoTSSm\nHCEcqb8udBa2iuRLLfb84AakDLvS8wM/ffa9EscUEVO3UAoxZYxpi2w7l6H7TWMU1vs0IiYbA6eh\ne3N0L16K1Adz0EDsUbfsjjCZmJPr9w9tUeHldRo2Pafb4WfeMOXtxz5C99huyLaRdNuLVK+ZMAMp\n9V5GRMMy1ASjNFwMXI0I0EtQC/FPkNX5MvS+PoUGUZH96K0Oe/ae3G6Xv32T98mrzP76na1RE40H\nEdGWRQ2CI2c84HVn8T0JDU5ei6mkJgPfGGPW5ipVWO1mqAdsR2abvF4iJU8f4IOYvbMfMP10Tm8F\nfJVBmXQkItRGu/NpiYjap2PP0UMar6rd8dAJW8wkRcYk3Hm+HtvWvuj7eV+0wKmkjgc+DZOJaQyi\nL6qTBmc6B88PWrtjeilMJtIDpf+Bvu9vAlhrbwZudh3FHkBKkYjgHRjb5rZIWaUw9qQdaIxpUduY\nt9DzAmDnwpVL2fqIs5d23KP3TcC9sSgG3P6mo7qtQnDHdwRSi9VChFAOcIr7963OBxz7Xrdep+2J\nOh22QkTK3ciC1wjY31PTg+2QTfgLRNp9GSYTq9155nh+0I2UGmo7Slryvo1IxI0Z7lrvQoqE2h45\nF9agmuANREL9WBOy95z1rgMlg8ejMUUBer5MRzlhee5ncdZ6t37gSPQmrJtwapS26gpSBNNM1IAg\nIp+i5UvWV01YVFh40qoVK56/94oLonsXObm5o4sKC09aH/vLYv0gS0plURlERVFTpJRq6m5kcVIq\nGvwtIXPYeWmkFGiGrzRSagaaPWvjtrMuLETEWVc0c1Yd+AwN5n9As6/7IqXAXEQQRF3MPkUFwJme\nH1yYiRQKk4mpLufmMiQ1fq06DjBMJhZ4fnAdmq0+BdjF84M7wmRi5jpWzWIjgbOTvYbygZ5A3YP6\noGvoGVTI7xUmE+M8P3gSZSHtFCYT31prJzgVy+nGmM9jOUBPoOL9UmPMFWmy91eRwuhSY8wl1trZ\npCFMJj7z/OAhd0wL3Do1DmEy8ZvnB/cgAu1I3ICuAutP9/zgZqRIONtTaHiViq0Miqmrw2QiTqRv\njgZTw2O2y+8BjDErgTrW2mLkkbV2aOzXGcaYO9Fg+A6AovzV+YDt3vfi2xu27nBE5/2OyQcmjRp0\n5BpgRfr2MsEpXaJ7//y0TKlMCKy1j7nj9tG18rm19hW37FbgU2NMG2vtPOCqFlvu9EO3XgMLF0z5\ncs3cSZ8WocHp7sB92cFJjcRRiFh40+WF9AHeCpOJJWYQuyPSM1JJHYKu7aGlb65UFCFyOVPnvAj7\noxrkNVir7NtzC7Z4KIecv5OWJ+UpTPxwIIypIPuggX3oXpML9N9pWstl7RY3/ArLH269Pm69KNMo\nIuAmhMlE3JZ4CKqBbsTQGH0n38ZS2vP5JKQ+L1YfGGO2A/YD7spAMiSQEuvG9I254zoNDfDfj5bX\ngucawmEPIO/bh8B5hQX8MvLR8ZNfv/+2Uo6tQnCk5P5u/20QwZSPCKpCMG/ufpo/teVWu/RAitQC\n4AOUATjfne9gRLIXIqXoXSgsPuqw19rzg0gJFVnyVrKJWfIcCdWVVDD5dkhNtBqRvq+gGnRqJW3Z\n1XWcURe/zhQnn9qRsnz/hsinUaRyn2aX4ZrIooJwZHgLStrn0n/i3IBF47yIWJpISbJpYTpZvaHh\ncux6G2O6IhHCT1mF1MaHLCmVRWWQTkrlAo3DZGKp5wfL0U0twnxk34tjLrKTpGMBKk7aUXqQeSSz\n70g5SKlY2PnW63ptBTABHefWqMjpGSYT73h+8DpwhucHT4TJxAK370dR0Rx1QMt0jB94frAlcLrn\nBzMyqaoqA1dwveqyhy4H7vHUke3tjb0Yy2It3kMz5UchAqg3cHiYTAx3n/vfPT/4HBX+RyEF00XO\nkvI4ynA7HV2jWGtXO+LiDmSpWBuo6waQ96CBwjXGmMsySf5DdaprCQz0/GBxWIUOk+sTYTIx1vOD\nN9D37ocwmahQARMmExM8P3gQWWVnU1wdUdljmhsjpm5OI6a+wWV+GGNCVLy/XFZukzHmeGSPi8KO\na5G6f0eY/vG9/7zTqSvPBtpjcnIoHh1WnVjbWc1aO1fjlWKWpagZRhtgXu0GjQ9aPGNSl3eG9KOo\nYE1037KIkGhHGVlCWWx4OHLmKETOLPH84Fg0kTQ8g0oqylX62FqbV+GdWdYgwiIj3P76IgtptP2+\nwIKZzByFuuPlpK12GMpfetOdTwNEUr0dkR7Aflja9h7f4UeUdwK69zagePe7vdDg+6poQSxL6uMw\nmchjEG3Qd7tYeHns9R3QJNij8YGfO7fTkd31/bTzbuL28XYptts9kZXr+sieaIx5BTj8ARTc1hMx\nOhdYy40Fa3oaY5ZDCUWZtdY2yXTcmWCM2d4d8zboGpiBJvVW1q7f+I29z75zRYOW7Xoiq+Is9Iz6\nDIW3n4IIphz0ft2H8riWOUted0dE7cYmaslzyqJupILJt0UB9itRPttL6P7685+Vo+RC99Nznzqi\newBISZuHPpPhpLre1Rj74MYGRzJHYeGlEU0t0ZgtjtWkiKV56BpaRPHspsVVVYJvSDi1bZaM2kiR\nJaWyqAyiQU0zUraO5sgWsohU1wsQ0ZRJKbVb+kZdm+bfKLsD30IkE+2EpNrlwU9AwqumsPNQ7dUn\noBbM7wAXuQyKd1A9dyQKnCZMJn7x/CBEmT4fhMlEaSqCp9E5XeEClGeV8rrKHO/PnkLQT0eqhD08\nP7g3gw0gi40MLuPoLTRD/zwiqfp6fhAgtdQdwIFhMvGh5wePu98PBUZZa5e4rm0XGGPejdqwW2un\nGmNeAo43xnxprV2bg2Kt/cMYE2WhnW+MubMUpcpz6Ht/kSOmJmR4TU3AE6iwv8qRdRWycITJROj5\nQVtERs8Nk4nP1rnSurc511NI/VBixJQLmO9ljNkXZeRcANzoOieWgFv+LLLgjUL37ROB9I56f7j9\njvAUgH5Fw1btu6xetmhSVc+lFGSasY8vi66nHM8Pts6tXX/zVl33mP/H/Jlzls6emo/O4w5UeGbM\nucriT8XhiNQZ7giqvsDoMJlY6FRS25BSSfVCk1bXr6dj6Y4I2UEAxphWqOPdk7FB+1r21QXz9kGE\nUVTbeGjg/4Z7jQGOxTBhx7yWSbesjjvPMdF6MZXUxDCZiCu5DkX3xusBsMyjeIe/dPwD1VlvpS3f\nF927khnuwSciYreEtdWpvE5DE2rxCbDGIIVUHKeyVmp1AaUQgC48/QRkxVqDJhWvtdZ+7v7e3m1q\nXzT4/dEd+5KmW2wzateTB9Wt07DpUUh5PhbZMRsge/LpaKzyPVI5fYpqzS5Ab0dEbZKWPGNMXfQ+\nRXa8bdB79Ad6P55FhP4vG1pR5I6tI8VznzqTaoK0hlTXu49IqZ+y1rsKwH1fm1MyqymdgKqbtuoS\nUsTSFIoTTZHKaUV2gjqLmoQsKZVFZbASDSKaopsd6EE0nZKk1Hw0uxXHPKC55wd1MgTazaYMUsoV\nspUJO2+CbuDrtKOUE58D56DBeT5wcJhMvOz5wSjgcM8PXozNakYd0E5GHWBKwGVV3YEGW0lHTFVb\nC16Xr/CQpxD0i4D7XYZVaYq0LDYeBCgjpRfK9TkUODRMJka6/LOTPT/4JFSHxg9Q1tRHzpoy2r3+\nPGPMBTGJ/3+BPZBV7yJr7epoZ9baGcaYe5H67geKd5kC1ioU70f3hWs9P7gyLN4KvUbAZdzdCtwL\nXOz5wU2VKNKeRvajyz0/uKqiiqtSjus3R0zFw88XAlhrxwJjnfVtOrIMR13o4tgPyLPW3hItMMZ0\nXsd+x3t+cFlObu2xLbfapafnB9uFycTkchxydB+vcLZMaajfvG1d4MLGm2+Zv/Cnr+uvWbF0BZqQ\nuM1aO7q69pNF9cHzg9qInHkvTCbme35wNNAQeDmmkvoBqaTqIDVmvAtodaMvGgxHpHgfFIIdlvL6\nvZHN6HZYq2rqA3wQUyzugsKjr4utdyi6170cW7YHIk6ujRa49+d4RHqtk1B1uU/7oI5/a5UvTmF2\nKvCVtbYY4W+M6YCscE9bazNNPB2CyKO70u51y0CWvZNjC2Ms+8fW2tLu4T8C5yHVVn1EfI8yxuyC\nSL3eqE6aA2yOyanVbueeY7c78pxWuXXqHYHqxuGk6sWr0CB7Cprg+wSRbLuisPOdEYm2SVnyjDH1\nUA5UREJ1ReO0ZYh8etL9m5feBXc9HlMOJa13nUhZ7ywp693b7t88lGW20Shs/gw40r60jnTRT3OK\nd7UtoDjB9DMlyabF8XD/jRnGmINQPErzckQDZLGRI0tKZVFhuAHnEkRKRdaReNj55rGXL6C4nQ9S\ntrs2UCJDYTaaTSsLM6iYHS9q+96V6iWlzkOFw2dAT88PXkGS/6ORBeBNAGdheAHZhN4Kk4m8TBsM\nk4k/PD+4EdmjLvfUqr1aC48wmfjc84PzUdjw9Z4fvEkUdJrFRgkXmP8BGjy9gWYl+zuC9FngHjQQ\nGY0CpB8GjkXdmqwx5n5EyvRHIelYawucje9eFI77cHyfrrPbNsCZxpifrbUliAtH+NyCFD/Xe35w\neZhMlCcHboPCZTndjQaZR1PBXDd3P7wLnWfS84PLwpIt2ytzXL/FM6aabtHtf0tnTd0TqZ7mocFq\nK2SDqY9UVN1wgaKIjO/oLHxfIAXnMeXY76+5Q/qNLlj1R6/l86bfvdcZtz74xbCr3lzH7PZ0NDg5\nyhgzElhpra0Sqd6112nHAbs1bLXFb/N/GLcNGgw9BkwzxhwNHGqtvaAq+8ii2nEIqgVeduqhfoig\nmmcGsRtSegxy953D3WtfWB8HYozZAtnU/u321xCpuEaU0e7+GGBSmOqSdyCxPCqHY9F361tYS1z1\nR0TTbLcs6rg3mZhdFdUFLSnHObttnEpa7lP0Z1RnFVNYOeLvMXRv8Nw9/BFr7c3GmC0wOXfn1Krd\nB2sLigrW3GEGcZELKgdjltWqU2/leatX1bNYE4USDYPCWjA6v4wQemvti2nHcSXqPPwEIo6WAQ1r\n1W2wqtN+x/yw5YEDtsipVXs/ZMN7BU1k9kHqqGnIhvY5qhF3RWKtuCUvQCTUlI3ZkueuyTgJtTWy\nJy5B180HiISasSHURcaYZmTuelfHvWQpuh7Ho89tuju2rPUuBvfdbUrZ2U0tEGEfx3JSBFMeep8X\npv0s3ZiJ13UhvWMvIqQ3zxJSfw1kSaksKoslQFNnZVtFSrK7CNc1yWEB0MDzgwaxPIZoYLoZmUmp\nzYwxtcrwxM8ADjbG5JRntsgN2heiB/6n6zyzcsBtcyrKjHgXBW9u6ex6HwN9PD8IYqTSCFQQn+n5\nQbK0h0qYTMzy/OA2JO3/B84GWJ0I1T3sejRIHQjs5CkEPa+695XFBsPrKHdkP9R96D6gR5hMjHHX\n44meH7zv1AvDgX6eH4RhMjHPKZ9eRXa9j6y1swCstbOcve//jDHjrLVfp+3zCUT0XuXUVCWyjdz9\n4QakPLjB84MryrCw/mlwYfDDgdM8P5gcJhMVyikK1W3TR8rJQU4ZVmWlY0wxNXSbw88868snr21p\nCwsuQsrP6cCl1trQGDMedQf7EhW6Pa21bxpj7kbXQl00kBtCOaxSRQVrhq78fd42Yx+8sKe1Rd7u\np/qXeH5wT5hMWEd8dQF+irqlWWtnOwvPLch68zSy3aQj030v47J6TVodunjGJDN7wpiVyKrSAJHp\nl6CJhpfWdR5ZbDg461t/YKx7jh2BI6gcWXISUtRMcNafAcCYTA0TqglHo8zLD93vvZH1qYSy0x1/\nN0QQDHW/G0SqjY+eje41OwE3x57hPRB54sc2twuOgIte51RSA4APw2SiPMqw3VAtNSReLxhjGiDF\n2ZgMOVzDkD3xFlQ7tAG2d8qqsFGbjrO373PeR9PHvjF47sSP/gm8bYzZ0Vpb0KBFu/a1GzRZumru\ntC9OWbNqrYuvFowu0Ge3TrjP+W/oPSxEqg5Tr1mbnK16HDe/3a6HtszJrVUbqeXyUa7Vzig/6g1U\n223uzv0k7X7TseQZYxqjaywKJt+KVLfUiWjiaCIwa32SUDHrXWeK5z9FmUNrSHW9+5CU9e73v7r1\nzpHt8bDwTEqn5hQfXxdRPKvpV0qSTQudoyGLGNw4sMqTfFlsHMiSUllUFr+TeoAtprhSqkUsvylq\na96KVP7HQlSwlNaBz7i/lZarNB3N3GxG6V360vETGkBXJz5Ds6b/RiRdTyRffx2pnfZG+QiRauRx\nlG2xF2V0AgyTia88PxiGcmrywmTi/Wo+7igE/U3PD75Fnf/u8tSh7c1NeRZmU0WYTExzn+Ux6PP8\nHBjg+cF7KFfkQTS7PgJZTA5Ds/BRp8iX0ODqXGPMdbHCM0DX8cXGmPOttcuifTo11S1IiXWlW6+E\nXN8pBQe7fQ3y/ODaGlp8PU0qX+rCMJlYtq4V4nDneT06z6s8P7ihOmbxw2RijucH1zTvtMPQwwa/\nthg4LkwmFsVfY61dQKqNe3z5VcRClh3ujf39BtRBMH29qcB+bmDeH/jHioWzm9eqXWcfZBMFILdW\nrbeLCgtPstYuttbehDo+xrfTM+33rTLsq5jlr9eQEfnAW6uWLuz81TPXF6xZvrgITSZcZq3daAek\nfwHsjwiF25x66FjgozCZmGUGsSsiaQY71VIC2a9eLH1zlYcLWz4EeMlam2+MqY2UOGOstYtKWe1o\nZEOKns27oIH6o7HX9Ec1ymewlrgaAHweI64im+KPpGyDoO9NRVVS3yOiOY7+SBn5bNo5N0Fh4KOA\n6909fBowzhhzMsbk7nfe/YuAd8f957JPjDFfoNrtYM8PxtZv3narVUvmz121euVBroPVy8D4fGsz\nkcslYIw5D7gbEX+rMTkTmmy+1ZotexxX1Ga7feoZk7MCkcmtUefMeeh7vQRZwaJrIrLkPYrevzkb\na03irsMdSAWTd0L17XxEPgXu39/WB9njrHebkyKdIgKqLSnr3RxEOo0kRT7N2VD2wJoC951rROlE\nU/T/xmmrriJFLM0h1Z0u/vN7dbseNkW4SdCDgB7GmIvR9Xk6mgBtZq1daow5FY25/o7GWR3Q9+hU\nZAe/Ho1NnwEujr5Xzi4+FGXfNUNKxKustR+4v3cE7gcOQOPLacDl1tq31/+ZZxEhS0plUVksRQ82\nEEEVKaUWouuqEZJsR6RUaxwp5fKT5qNZvHREs6btKJ2UisitTpSflJoKHFNdYecOn6MicHsksz7I\n84Mnw2RiiucHk1CROzb2+i/RjN8Znh98tQ7P9+vAlsCFnh/Mqo6cmkwI1dr+X0iVdRawu1NElFa4\nZ1Fz8RoiPbdFmVB3APuGycSnnh+MAY7z/GC0Uy89g0LI3wyTiR9c172H0AP9YBSYHmW4/Rs9rM8B\nirUFt9YuMsbcisiIU9FMfQk4YuUGZDe53PODm2taRxdHHN+GSJtLnX22QveKMJn41fODoUiR9E/P\nDx6ojvtNREyhoirKmFrv31F37C97fjBr4qt3Da9bv0GbswbdxPZ77M2kL8fx6JCrD1u1YsXzSIVS\nZTg1ydVFBWu2nDziwaLlc/MsGiT5WUKq5iJGzkwIk4mfPD84DBdgnqaS+toYUx8RVqOttevLznsE\nGtBE4eAHoxrl1VKOvzUajDwWGzz2QyTKd+417VG0wP2x1+yLOgn/O7a5HVHw9tr7h1NXHAe8H5av\nicmB6Pl/RZpKqiWaeHjdEdFxnIYy3W7NQHDsDGz9zpB+XYoK1hxhBnGnW14XqR47GGNyVy6eMwPW\nNrtYRCqeoVS4wdzpaNJjSk6t2tSq27CFLSrsvvOJ131av2mreWiQ1wJZ0/JQ16/2bp1NxpJnjGlO\nyoq3Ixowg8jOiegZ/Z21tlqVH+471oziqqdOSA0VWe+WoPf+c1K5T7/+Fax3jiRPDwuPiKa46qlO\nbDWL3rMop2kSmdVNK8iiunAR6i75HWrQYtB3Kf1+1gA1XjgOqcaHu5/FqBbZCt3rP0bOAYAHUG18\nHBo39gXeckrRn9HEbS30HFiBxnXZmmMDI0tKZVFZ/I5uHlBSKQW60S9zv1tKduCbR2al1EIkHS6r\nA99idLPoSLEczjLxEyLKNkMFQnVgOqlsl3fQTOzOiHh6DbjG84OuEaHksmceQwP8PsiTnxHutQ+g\nwu06zw8uWV+DUJcn9ZjnB18he8x9nrrzlarmyqJG4ktE5B4TJhM3O+XUcZ4fjEWz8wej2ehXkeX0\nKGQnvTxMJqy1drwx5iOUE/VlpIqy1i50hNXlxpjPrLUfxndqrZ1ojBnm1vvBWpvRIhsmE1M9P7gZ\nEWf/9PzgwZo2Ax4mEws8P7gTkXP9KR5cXN5tfOtC3i9CJHvGgXAltvunEFMAowYdeQGwWe26dXlk\n8JVrlxcWFuYWFRYebozpasvInKkATrXWHvTzey/kLJg6vhDsQuCmyFKaRY3F7ohEucZTt6gBwKdh\nMjHDDGIXNBi43pHcRyGlT+Xtl4ZDgPZYninxJ82IJ4B3rLXL3IC9PzDOWjsLQzNgOZY48XEUUuiM\nBvD8YCuklLo9do/qj2qP99xrotyob9PsviciMiuucPJQjfQShh2APCwZ7b1uAH0KUl+lZ/WdjJQZ\nxWoHZ+k7DNVaeenbrFW3Qeu6TVou6XrYaYMnPO+PjP9th74XA9y5asn8vKKC/HKHIxtjWiC1wglg\nWtRu0KiwRZdd/+i0T5/CpltsM//DOwfuNWPs6+23OfyM5aTsN61QjbRJWPJcN8fusZ/27k+zEAn1\nX2BiBgKxKvusRyrrqXPs3ybuJWtQbToNZZHloWD0TbLbsucHDSjdShf9NKN4WHg+KbJpEZq0jgeF\nR2HhGyU5urHCKaHWACustfMBjDGZJi9rAf+M7MvGmJfRvaiNywv8wWVT9QT+54jz04AO1tpo/HeX\nMaY3ijC5DhHIL1tro67DeevhFLNYB7KkVBaVxRJS6qjfSZFIcVJqulMfLKYkKTUXPUiLwRWt5e3A\n16kCx/uT+3drqomUcsTRODRb+jDKx+qJiq1xbj/HkLJIRUqKADjB84MxYTKxuIztr3Gqi7tRsX/N\n+gwkd7bBC9AMxHWeH7wNPB6mughmUYPhrsfXgXM8P9gMFcQ3AruF6qo2CjjW84O3w2RihecHjyLl\nUg9Srb4fQzNGAylu8/rQGLM3svdNylBkv4EGnpcYY2ZYa9Oz4qJjHO/5wb2I/FzIerLvVAXuGF9G\nXQonhcnEpHWuVHIb73h+sDkw0PODuWEy8Uk1HdufRUy9Dpw4eNiLNG/Tdu3CxfN+47qT+4Luq1Ui\npTw/2AM447eJH9X99Yu3CmxhwXLgvgxZZlnUPAxASqiJyH6xOXBrmkrqKxfs3A94q4oD9Z4oAqC0\nvzVB1yzILt+elJrpLDRQvQrA84P6iDR6K/as64uIk0/ca1q67T4TDkq0YRBFDKEdmpGPd9eLyIkb\n01RSA4Ax4aDEUmQ5eQfdazOhF5o8uzG+0BjTCXX5ezRDE4EBKL9pJcp0KqZYbbvTwQ3nfPNew/k/\nfPaCtXZh/G+eH1wBLP1jwcxlaOKuTDhS5FjgbJOT26l2g8a2zXb7reqw5+FFjdtuVYTyc8AW2aLC\n/BykjmqGQs1fQ2qojdKSZ4xpQyoPqjspt8Cv6PyeA74vwyJakX3lkrLexQmouPVuNiKgRpBSP/22\nKVjvXEZdM8omm1riAr+RAAAgAElEQVQB9dJWXUaKWPoFKcPSFU7LN8brL4u1WJGWpzcXEa8r05ZF\nbpzuSEU6xT2TItQh5ea5F3jIGOOh+/Mr1tp4k4osNgCypFQWlcUSoKGb1VtMiqCKSJYWsdfOJzMp\ntXcp255NasapNMxAg+ByweW9zEe5Uh+Xd71yYByaZd0SzaAe5/lBPWeRegMpUZ4Ik4l4AR6pVk4h\nNvAv5bgXeerIdytwbhQ2XI3Hn76/JZ4f3ISK9LOAHV0I+k/rWDWLmoEx6Lo6Cngc2SIGoC4uL6EB\ny9HAC2EyMdGpqE7z/OCzMJlY7ex4TwPnGGPetdZ+H9v2wyg0+yJjzKC4RcQRxfeiAdc1xphLS7MF\nhMnEu26Qd4rnBwvDZGJ0db8J1YBnkQXnSpcvVZlZ5mfRAOJSzw8WVDQ8vTTEiKmb2XDE1NcA82fP\nYrvdU7ftH79eKwap0v3B84MWwHVL5/zceuropwoKVi1fjQjLN6qy3SzWPzw/2B5ZHSIS5TjgizCZ\n+NmppLYjpZI6BmUOVViBuBaGOiin56kSf9KA4xjgM2ttZO3vD0yy1v6AIQd1c4urhQ5DNrYR7nxa\nI6L+8ZjF+GhkOXsbOBfNqq9CZFt84HI8Uqh8HlvWG2WcvOT+nksp5++pRfyJqGPh9LQ/n4Ymut6K\nL3REydFum18Dtxlj8hGh1rpRm04H7XXWHQ3nfDNm/qyvRv/XNSSYCXSu27jFwD1Pv2XzBi3b3WaL\nCk/OdEyx/eS4c7nM5Nbevk7DpqZt9wPWbL7zIWtmf/1Oq/yVyxf9sWDW6jXLF9fJ++TVDmv+WFK3\nWYftHkW2vI3OkueupbakrHjdkSUVRP58gUjY76uiQnL7aU7J0PEO6LsCqquno3ozj1TXu42ya7Ij\nakvrShfvTpcTW62QVFj4AvQ+RCTT2hDx9Tlxm0WNQbqi05ayLLp+GiHSfjci0jyF5QDW2seNMW8j\nlW0v1MDnX9baB6rzwLMoG1lSKovKInoIN8GFnnt+kBMmE/meHyxFD5UIC8lMSjWJCJy0v81Gs61l\nYTpwqDEmN1O4cimYimb0qxPfA38ggu1dRAjsiwiqd5Dc/igU1AdAmEws8/zgWWRhGrkuwsfZnu4D\nLkUF7+tlvf7/2TvvMCmqtIv/3knkjBhARcy6a1bMYRVLLUAEcw7r6q5rWHMqVArFNa0iZldFxYwg\nUkqJgqKiCGZACZJUcpQ48X5/vLema3q6Jw8M3/Z5nnm6u7rqdlVPV9W9555z3trCkl6jHD+YjIZm\nP2D39+1MWGPDRui5+Y4fvI/aQ19F1VK3O36wZ+i5Uxw/eA/NVhtpg7yfR5VRvUjYad5HQ4KvEJGr\noiqY1grzMFplqjvwbvyzjTHrRSRS9l0tIvdVEN76JnpN+KfjBytDz51Yd99C7RF6brHjB/ejIe7X\nOn5wZw3ypYzjB4+gAxnP8YPrQs+tkwwdS0zdwkYipowx07NzckY90++WbsaY7D0PPJgpE7/kWf/W\n4qzs7NHFRUU1VknZGfGbCtau2vPnkU+yYeWiIvRa+sT/eqWnzQSnoZNEX6H3vm2BgTGV1HRUJdUC\nJU+CWipJ9kQH66kUdAegGU8DAURkd5QUiwizndGg4q+h9Ld3MvBZbOLoZFRx9IFdpzlKxrwb9nU3\nAPt9uPdvP6DB7n5MEbU7avkbEFvWCFUVjQn7uqADnlcxabOaeqIDqCHxhSKylz22f6eoSnwhqg4Z\naozZYAmpu1C1+YIW2+w4K6dRk+k5jZtdUlywYQBq/WsB/N6sw3Zrcxo3+wKdzDgn9nm7oERJa/t/\nPDQrJ7efZGXvl9u0Ve7Wfz6qsNOBJxQ0ad2huLiwYMOaxfNaLvh+bMeiDWs7k5W1EsMEU1Lc64c3\n7/smzXE2ONjj7EiChNoT7ccaVHEzHiUgp8YLflTzMyLrXWfKElBReHY+2rf9Bb0GzgHmbi7WO2tp\nbUnldrpkRd46EgTTb6jqLHodWepWZdRN/xMoQIn7usS3ts0tjTFpVes2JuBp4Gnbl70UzaLKYCMh\nQ0plUFNEN8nW6CxOdDNaia3AF1t3CdqhiiManG2J3oTjmA+0F5G8CmaC5qG/363Rm1hVMBO1L9VZ\n2Lm1J34NdA0991VL5PwFnelc7/hBCDiOH7yaRL6FaBjr3xwtH1/h/oSeO9bxg85oSPq80HPr3dIS\neu5vjh9cj3ZWzwf2c/zgoSTVVwYNDwFqkemGEphz0YHjFHQ2/QT7/mBLboxEz4vRoecut4qGQSgh\n0xsltgAwxnwnIiOBC0Xk22SbnjHmN0tc3YyW/U5JoFrC5kl04HOTJVWm1+WXUFuEnrvM8YMH0NDy\n04h9D9Voo8AqD+8H7rD5XSmzZGrQdpyYutvRqob1RkyVFBefvWHdulcG3nhlaZW/rOzs0SXFxVUq\nF18B+pQUF/WYNuq/Oat+n16IVtzqb4ypcr5NBpsGNnvpAOAhu+gM4PvQc3+OqaTusteU3mg/IW2W\nYhWxL9rH+DXFe71Q9dLP9nUftH8QKZf2QyeRomvNwajF4157PM1QlfC7sfv1SeiAZgRaQbDFi3+Z\nvi0JtUyEM9B+Sby4yYko4fA6WghiFWmuiY4ftLD7+17ouaVB2JYsudgeV5kBlSXdjgAejpSpxpgB\n6DUBxw/2QScRBm9YtXQhasuOPu9w4CbgydBzS/DMRSLSNlfkfRKVPPfOycruZfIaN85r0iJ3qz8f\nWbxd1+7rG7VoG33/H2fn5k084ML+m50lz36v21E2E6o1qqSYiVraJ6MkVLWu2dZ6tw3lq95FOaqR\n9W42+ruag96n66UKX13AuiLioeCpVE5tSai7QI9zBQmCKapMF89uWpaJiMgghjlAV2tXXoOqnaTC\nLSqBLdzwCvCiiFyPklQd0LHa98aY90XkP+iE7HT0d3wMGm6fwUZEhpTKoKaIZvpakbDstbHLl1GW\nlFoKtE8igyJSqgPlSakF6EVoKxKV9pIRbbMdVSelZqBVGyqq7FcTTEArirVHFVL/dPygrR0gvot2\nlLsRU5ZYJcYz6Azu4cCnVficwWjn5ibHD64NPXd+ZRvUFlZyP9iGoF8LDHL8YFDouXVpgcygDmEt\nn+PQWfd3UTLlBscPdrKVsUagaqkRNtPsNdTWdy5WYWCMmSMiw4EzROTTmBUG4AV0YHidiNyQPHNv\njPlcRIYBF4vIL8aYyWn2s8SqkfqTIGzq/TddHYSe+53jB68D5zp+8FPoudXOGLCW2LvQaoi3On5w\nR11ZWZIypu625F7anLrawBizAjjRlovfCZhZG4UUgOMHuwHXzR0/vPmiqZ8XmZLiXwBvc1EGZMCp\naPbSOJSc6oLadwW1oc0AvhaRVqhieEQd/G/3Bb7FlK3IJCJdgL2w1edEpBOqYB4YG+jvD3yHKc2j\n6gVMDhPVbU9E+8WRlS8PvY6ODj13JX3pOW2blWZR6/XbEQtBd/xgF9t2fFmUvTQm7Ou2Ru/zD2PI\nT3Ncp6EDsGTy+0i0Qt7NccLCfsd/RVU8Y5Ibs6qVi4Cf0D5K/L1cVGE1MfTc76PlOTCkGXR7zH7o\nOOCKkuI2RY2bmQMufWBho+atv0Ctj18C0zYnS579vnagLAnVArX1zEBD7icDPyVl01TWZlvK5z7F\nrXfL0f7qeMpWvWsQNjP7O4mHhaez1LVK2jSfBLG0GP2dJWc3rQgbWJXdDBo8HkD7mFPRvLCLKV99\nLy2synNHEsH/ES5EA80fQBWRS9HrWDQuy0aLUHVCq8u/j455MtiIyJBSGdQUf9jHViQInjbozM9y\nlCyKsBTNbGiOysxBiawiUlfgi9rbhjSklDFmlYissp+TstpXCvxiH3ekbkmpr1G/+0Ho7NrlqP1w\nmK3m9RnQ0/GDIG5/Cz33exuUfrHjB1+FnpuusxqtHw3iH0TtQNfXleqiMoSe+6MNQb8CJcUOAJ4K\nPbdKnbcMNjreQWeBDkFn189FBz0D0Gpwrn39dOi5ax0/GAJcZm19s2wbr6IDqb+LyB3RgMgYky8i\nD6I39zNIsppYDEaJixtF5Jp0dh2rJPKB+4C7LDFVaRnyjYxX0cycG2y+VLX3L/Tc361iykez4R6t\nQ7Xm/BQZU/VCTIHOOlLLUHMoVaX4S6ZN7Dh3/PCSksL8xUA/Y8zsWu9kBvUOG+R/OJo1V4JeC6ai\nA/u90HMmUkmdit4jh9XqQ6U0eyeV2ioKJ4+USr3RvsjHdtsWaMXg0O7/rsSsfZao6YGqnKPr1XEk\nSo4DHPjGEb9kI/xO2WzKM6HcspOA5o0Ksl4DbkDJo7GpDsvmWHUH3ozn19lKguejlQOnJG12pD2e\nW9Ooa45EScIbU1xruqO24rtinzUUOOExVBp9DMr+XQn0X7lYPrnv3JZo1srxpdv0xRhjkgd/DQJW\nrdSFBAG1J9AM7Xf+jCqKJwM/G2Mq7HvZ9pqSuupdZEXbgJJOM9Dohjlo+HKNrH51AUcrYbamLNEU\nqZ3iyxolbbqKBLE0nfJk01Jg3eakjMtg84DtXxyWtHhw7P3BJOUJGmPuEpFHs3Ny4ipPsrKzR4lI\nG2PMChvzchexa15SG1fV1TFkUHNkSKkMagQb5J2PklLRIC0KO1+O9mciLLGP7bGklLXvLCY1KbUS\nvcGnrcBnUa0KfDbLaSGaKzGusvWr0e5aa9vrGnrue44ffIX26aKO7HDU3tCVstJ+0DDqx9EOdaWV\nyOxn+SgxdZ3jB/03Vs5T6LlrHD+4Dy11fTmwpw1Br5MA5wzqDqHnznL84AegV+i5nzlaTe6fjh9s\nG2oFyLeBsxw/GBZ67hI0wNdFg/lvCz3X2HySJ4G+qEWk9JyxcujXgDNFZJIxpsxvwBhTLCL3oRbA\nm0Xk1hRZKNG+rnb84A4SFrdbGpKc35LBD6AqshscP/Bqcs7ZYPmB6OzbAjRXq672cX6KjKl6I6Zq\nCzs7f+2aJb8eND38b1bB2pWrUAtS8vUxg4aLPujg9UNgb9TadscHfbtDWZVUW5SgGVoHA/R97ON3\n8YUi0h4bTm6vPZH94uWYDXQfVIEd5Rz1Qs/DyIJ3FDpgHwalA/rewKeh5y5EaP9r+zW7TdlueVPg\n4egaYC2MBwIPxZY1tt/P6BH9T+yEFmW5HVMuZDfCWWiuzvCk5S7ab7oj6XgboTP/X6aqEGUJtvOB\nCaHn/pT0XguUQBwVem7cAtkC9EuM4wJKA7muJFGlNS3sPeNvwDXGmAoLudQlRCQHnXCMQsn3AJqg\nGTU/o9/tZGB6RSol205kvYvnPkWVvEpQAnKubXOOfb5oY1rv7G8sXUW66HkbylqfitD+eWSf+4Xy\n2U0rQs/NWKcz2KyQlZ09pHHTpt0u7TuAPQ7oytRJE3im3y3dNqxb9wqqgM1gM0CGlMqgNlgFtLJq\nh7XoDRD0ptcmZteLMojao0qqCPGSnaWwM6vzqRoptVc193kmdR92DiqPv9jxg6bobOjtjh90Dj13\njg0qn4p2gssMuqz95h3gNMcPPqxKXpNVXdyPdlTPI0UVovqC/X9+ZI/nOuA+xw9eRWd4MzLthoXh\nQF9rkRqLhg6figaRj0BtKWcCj1o76X+BO1Hy9EsAY8xEERkPXCoiXydla7yJDsauFZGrk6vtGWNW\nisi9KFFyEfBMuh0NPXextbjdC9zi+IHfkKwhoeeuiFkNzwReqWE7Y63C5HzHDxaGnlsV225V244T\nU1HGVEMlproVrl9z3s/Bk43XLpu/Bv0+X69sowwaBhytlngsMMTe/89ASahvSYRE97P38tNQYqAu\nCnTMBp5LERTeEw0njyp59kCrMY2KrdMFmINhmeMHHdDZ+Kcs6SwoATUxRtQchk6a3WNfHxDu++vW\nq5sUfktZxdOZKLkVn+jqjlqi3kD7P7dh+CHVATl+sC2qyHomrjy2wfBnAGFydh8axt6aWAGVJJyE\nKqHuTPHeWahNMPkathp7EPEyfF8mnn5mjJlFBRCRU9D7R10q0dN9Vi46wRgFk++G2n02oFayt9Bg\n8hmpJkSs9a4d5XOfOpEYGy1HSafPSJBPv9Wn9c7+FluRnmiK1E7NkjZdQ4JgmoMq+JMVTn9k1E0Z\nbEpYsj/P/jVK8dgo6f1KXy+fM3nLkuLiEy7tO4Aje/QG4MgevTHGZA+88coTRGRnq8DKoIEjQ0pl\nUBusJKGOij9fhvpzW6LE1Qp0dilVBb5d0rRdVVLqBBHJSafCSIEZqEIkq44VRhPQ2cF97fPVwNGo\nNxqUILjV8YNdUgQ6v4F28C9ELVGVIvTcrx0/eB4lwuaEnlvpDGZdwpJpN6Gd5rPREPQHwzqqLpZB\nnWASOjjoFXruvVYddYnjB0MsCfQm+vsZGnrufPub+sYumxQjhZ4GnkAnzR+PGjfGFFkb30CUdHoi\neQeMMT+JyLPAZSIyzRiTVqFo1V13owOpKx0/eLghdaBDz/3B8YNXgLMdP5gaeu53lW6UGq+ieXn/\ncvxgabKSoZb7GFn54hlTDcoO6fjBtiUlxXfNGD24zYq5UzdgSkYDDzbUgN8MUqIXminznuMHkT2q\nv1VJnY3eZyeJyBaoneLV6oZFp4RRS1R8kbVVOcD7tgJoU3RmfFSZzzQMRkrzmnqggecf2df7ozlA\nj0MpMXAq8E1kZ/5x+2UdJ+28JLsox7wRXRsdLT5yCKqcKrbLmqAE1+jQc5fgAaQmpCzOQ9Xko5KW\nn4b2o8qQR1YFdhpaxXB+0nuSndf41uy8JjcVrF3VBFPyqfTlKWPMABHplJ3X5HEwJ5QUF+Wb4qLB\n0perjTFz7carc/Iar7+iYENjY4zko8zOc1CcA6MLKxnUiUhHVBnroLlTdQprZdyVhB1vN3Rgug61\njb6GKqF+Se4PikgzNOqhM2UJqIjYWY8STj+j9s45aNW7OrXe2YyyeFh4KpVTG8qOzUpQciwiln6l\nPNm0rLL4hwwySAV7rcslPflT0WN1CaQ8qsc7lKD3mYIKHletnDu1PcAeB3Qts/GeBx4cPd2JOogc\nyKD+kSGlMqgNVpEIP1xBWaUU6E12lZ2JXE5qUurwNG3PR/MeKsJctNPWkfJh6ekwE51N60jq6j01\ngh3kz0EtfJ87fvApcLTjBy9a8msCsBCd4bw/adt1jh+8CFxlc6eqOkgdjgZ3XuX4wfxYWOtGge2E\nv+L4wbfA9cCjjh88AXzckMiE/1VYi+wI4HKrDPgAJRH7oATS+6ht9CzUDgpqJx2EzvQPBzDGLBOR\nl4C/icgYY0xU2QpjzO8i8hxwuYhMMMakKgEeoAOIq0RkjjEmXfGCKGftP2gGy1LgpVp8BfWBN1AV\nyPU2X6ra1e7s/+VRVCV6u82GW1DZdtVo//cYMXVPQyKm7KDs3t8mvrfTwh8/KTHFhd8Ct1cl0yWD\nhgFr/zoRGGHvXWegg/ivKK+SOh0lDUbU4y51Qwc8I6NdtK/Lf6ZhvVUzO0AQswn3RrNzotym/dB7\na6m68/pLvmyMqk8+iLV4BtqPiU8KdUdtY5VW67S5Voeg1r9Sy5SIdECJs9eNMcnn7rmoCiyV3f9e\nU1z8j86HnfLTynk//W3xT180AvawlrSwxdZd1u187Hkjf3zrgb4b/lh6EzBKRP5sjClq2m6bTrlN\nWv6xYdHsiecVbCh18eXA6CIlGtPCqo5eBO6zExGVHXqlEJHG6H0jIqF21d1hDfp/egkloWYZY0rs\nNjlARxHpTFnyaQvbbGS9m4PaOOfYvyW1IcXtwL45FZNN7bAWyRg2kCCWFpKoThf/W7mxIhoyaBhw\ntNJhHlUjfGpLGuVSvep2cUIoeh4nitajIoVkAindNuleF1RVLS99u+8C/G3qpAmlSimAKRNLdZ4z\nq3F8GWxCZEipDGqDVejsIuhFKJmUaouGe4LOBG5BWSwGmjt+0CxFYPd8oJ2INKpgwBINbrej6qRU\nFHa+E3VISllMAE6y8tQxqIT+z2iJ7BJLEPzV8YPnU9j0PrTrX+r4wXVVIXXs4HYQSrDd5vjBvzaF\nXSf03J8cDUG/HM3LOcDxg8c3Vgh7BhViDDqI6Rl67rPWKnqm4wevh1ql7zU0ePut0HPnhp47z/GD\nUXadMaHnRgUNAjSj5QoR+VfSTPR7qGXjahH5Z/Lssh2cDkIHB7eKyLXGmHXpdjj03HGOH7RDFVvL\nQs+t81n3miJFvtTtNbGthp5baFVhD5CoPFhns/INmJi6Ytkv3x07e9xbWUX562YCNxhjKrUsZ9Cg\n0B21f42wpMo+wL9DzzXSl7PQAcAkEdkKJYwGJ1t76wo2zLonMM4Ys9SSEicDn1Twu+qGDsqiCns7\no/fpe2P33VNRkmqyXacdarEbEilSHD/YDrX4PRZTTjVFCa4PKrPiWyLjArTvkqx0Ph9VW5fJmLIV\nBo8DnjbGrEl6rzlwVZdjzprS+bDej4ajSpWcE0TknKyc3MYHXfLvWcDA9auWTBaRS9DJxKMdP5jQ\npM1WXTasXLxwQ/76o2yFzbeArwuNubii47C4GSgwxgyqwropISJN0ByoiITaGZ10/AP9PzxnH+fY\nTdqj95TeloTanrLWu6XodzuORNW732IZY1WCJQjakJpoique8mKbGRJh4UtRJVcqdVPa+2AGDQf2\nXK2WpSzN66oSSNnV2L0iksicFI8rqT4plOp1YUOccDbGTM/OyRn1TL9buhljsvc88GCmTPySZ/1b\ni7Oys0fXtkpwBhsPGVIqg9pgFdp5AO3cRBX3VqI35baxdZeSWikFqhhIrrgUydK3JkmuH8EYs1pE\n4p9bKWxQ+Hy0w5OyEk4tMAGdOd0dnclbgA7ko5LLo9G4hh4kZUFYgukZ4N9o1bSPqAJsnsfdaE7Q\nrXbwudFDKm3n6iHHDyYB/0BVUw+Fnjt5Y+9LBgnYggSjgO7WehagSqleaCf/Q3QAdg6J7JQhaOjv\nWcBTAMaYEhF5DP2dnUys+pUlnR5BFVb/EJH7kmedbWj6PXb7a0RkQCUz08PRjv7ljh+sCD23wQRg\nh567yuZL3YMqCGqk5rIB73eiKrVbHQ1Qr7McrYZGTDl+cOi65QuunDbq2cb5a1YsRKuGZYokbEaw\n4co9gNCeB1cBvwHjRSQKmPbtNeFMlFCoT1L5ULT/cLd9fRR63Xg7zf6Xklih5y6zi3ujKpUv7DqR\nReye2ADsFKxdMdbcGSi5EL9X90CV2FUpYrAvSob1iythRGQnexyD4mSeVSNdgip9kq1+oP2ORlvs\netBvlD/+vUuKizp/eNcp25YUFx4tfUuXN0LDwXcSkHXLF8yD0kIWy6Fcdlc5iMj+wFWULW5TKayl\nbg8SweQ7omTnSpR8GktCORQpnk60j9uRsN6tI2G9e98+n5tM2qWCJRHTqZuiv9aUVZIUkggFX47a\nguJB4VFYeIPJRPz/BksSZVM52VNXJFGccKwMhsrJnbXobycdkVRlwiiT5aooKS4+e8O6da8MvPHK\nePW90SXFxRWqPDNoWMiQUhnUBqsomynVBtTW5fjBSsqTUskB4xEptSXpSaltSENKWcyjGqSURX2F\nnc9EbzRdbaWtsUBvxw+eCD03P0YQnOD4wWvxUFOA0HOnOn4wDrjA8YPxye+ng1W83IMGHP/D8YOB\nm2o2w6pcfkIVU/fY3KJXMx20TYqR6KCqW+i57zh+MBLo6fjBm5YYeQXNN9o59NwZdrD5Ovo7fC8K\n/jXG/CIiI4CzReRTY8zi6AOsxe9x4EY0G7dcxpkxZr6IPATcjg4EU5V1B0pJ2v+ig4JIkTS1rr6Q\n2sKe3y+hgeVTQ8/9uobtLHD8oD86qK7zHK2GQkw5frBF0YZ1D/408sn2a5f+thpT8qAxpq4nBTKo\nfzhogPcwR6vOHYStOid9ORtVIk+0+UJ/AZ6pL2umJWlOAX4wxsyyr3sDEyuwCB+Cklj3ADh+sCWx\nwHO7zqko8fOlXaclmos1PFK2OH7QEa1I+mRMJdXM7s/71VBJ/YRm/8WP6SJUxf1h0mYHoYVd+qXK\n0Nzqz0e1Wjh5nKxfvuDd8YOuKKNSbtqu4y6Slb1qm32OOXPG6MFlrCz7nHVbI+De9SsXzzLFRTW5\nTx+OquB/jdn2soGHROQaY0wXe2wtUGtnFEy+A0r2LEPJpw/t8yYoCXUgmp0VTWYWowToXLRi4hz7\nvJz1zvGDLEfD+KNQ8OSg8Ejp1DjpWFaTIJZm2c+Jk03LgDUNUS2yqWF/0/WRQ5Suraxq7F4RlZM9\na9Isr+7rBqkm+v8OY8wK4ESr8twJmJlRSG1+yJBSGdQGK4HGNidkBdDC8YMc20lbjt74IywB2juJ\ninygpFYBSkol4w90NqFjJfswFw0prQ5mAAc7fpBdl7MMdiD9FdDV8YPngI9RJUVXEpV5IoLgOODd\nFM28ADwJnE41quqFnjvN5tRcixJ89ZnhUdm+LHH84DZUkXMOsK+jIej1XpEng/KwpOWnKBE1Ev1t\n9EJn9V9Bf6eRWupOu9m76Kz0xcBdseaGoIO4v4tIv/hgwBjzqYgcbN+bkso+Y4yZICJvAheIyAxj\nTNoAYHs+PWQ/33P84MawbAnzTY230EHWdTZfqkY2NEtGRzlaC0idFVNjpCCmbgk9d1VdfkZFcPwg\n25iSf8/46KU9V86bUmiKi4ag2WUZbEZw/CAXvXd9bK/xl6AKo3ExlVR/q5I6Cx3Ah/W4S3ugiufo\n+rQ/OkH1eNot9Lr3Y+i5kY3/ZHQw+iGUVsI7GIhP7PS0j/F76uloH2d0bFkPNJ/lrSrs+xFoNcCb\nkgaw+5Mgnkr7JtaWeDHwHTESK449elxx2KKpnxf98MZ9WbzSv3S54wd5W/3piPZzxr/daMbowePj\nCiJLJPQDFq5d+lsjtDhNdfEiZb8H0Nyt14GvROQy9LfR2b63GCWUpqP9v9YoQXU4CdvSUrvOx5S1\n3hXZ/mZEKu0BtLP2yuTqdHHSopiyYeFzYs9Ll4eeW29V9TY27P82yiaqiVooDyXt0mUbJT/mVmP3\nDFUjiZaRXlIAnUQAACAASURBVE1UnWyiTCbX/whslb0MGbWZIkNKZVAbRHkzrVBSKnoe3ejjSqll\n6E0rqsgXDToXoTOXZWA7tlWtwNdDRPKqUaZ3JnoT3ZaKVVg1wQR0VrVT6Lm/WtXQMVhSKvTcpY4f\nfAac7GioeZmbpe3sDwVOc/wgDD13YVU/ONRy8zuguVXzwppXB6s17HG96fjBd2gI+iOOHzyNViTK\nzCJtfAxHf4eHhJ77mVXs9XD8YFjouesdPxgC3Oz4wR6h5061mUfPA7c4frBv6LnfAtjqVk8Bt6HW\nmc+TPucJ1MZ3jYh4aSx6L6NVN2+0M+lpyZxY9tK9QD9HQ8GXpVt/YyJGmj0C3GhVSDVSBFqF4dbA\nuY4fLAw99+M63teImBpAQjG1sYipi3+bFJ688IePKS7YMAa4MwomzmCzwjHoPX2oJW8OBQaFnlts\ns6RmoSTEdsCRwBPVuCfXBKegiqJIpdgHmIbm95SD4we7oWHZvn3dAjgeGBYmKpf1RvsqH9t1mqEZ\nWu9H+Xr2PD0aeDayytv1eolh1Kg73Ivpy1gMKdWTNqPoXGBiXP0pIlmoSmoy5Ymnk9Aog5S2Z8cP\n9shp3PSA5h22f3H1gl8GiMgG9Nq8xVZ/PvKCPXr+c/nsT99cALwjInegiqPOTdpuffn+593Vtmm7\nbW7HmL+n2t/KYBUKK2xVwCgPqiWqqtsdnVyMlEfZqKrqILv5WpR0moxI0LrTbkt3Ou68tW132Ctu\nq9sL/e1F5FPzpF1YR4Jg+g2NS4grm5aiBXc2eb/D8YMs6j+4Ov66ugHWlamBVqd4P91jRe0UN4T/\nRwYZZNCwkCGlMqgNIhtI69jzNiQ6A3GL3BL72B5LSlksJrVSClQ1UBVSSlBFVbIFMB1+QWdqdqLu\nSakf0JtuV7TDPBbNxWkds80MBx5CZ2THp2hjKBrGejGJnJ+q4gV0tvgmxw+uDeuwqldNEHruDMcP\nrgb+ClyJhqA/WpehzhlUjtBzZzl+8COqDPgMGIYOdE5E80fGo4OG8yxhYdCMlckoyXlVpCo0xnwp\nIhPQanzfxcuuG2PWiMjD6MCvOynUgDaf6n7gYeBmEbmlovBZmwN3JxoKfqfjBzeHDSREP/TcPxw/\nuA8le85Fz7+a4g104Hm14wdLQs+dUtkG1UEaK1+9ElOOH+y1Ys5kb/a415sU5a/9AbiqopD7DBom\n7GC6D/CFnWy5Fr3HjxGRyI4VqaTORu/3yeqZmkM4D/gWo8HjIrINSmwMsp8Z5UCVJW0ErYpmWI2q\npOajlizQ65+QCDxvj5JNL8ZyGU9EB/fDYntzGtqHiavAegG5/36+61z0PldRJuTxwFaUv7cfi967\nr40fg7W9nQV8YIyZk9yYVcRcDMw85O+PXPtB3+4zUfXYNogszGvWalVOo6aDTEnxX9HMyqFoFbjf\nm7XrWJjdqOkI+52UklIisgval2ud/HmxddqTyIPaC1U7NUX7PzmoUikLaAyyVU6jJksbtWy3vNkW\n2/7Yetvd1rXbcd/i5h22byRZWe1QhVg3yqptDDrZGfUn45XpSi11YaKCYrVhv7tc6j64Op3KqDpj\nrhIqVwStSvF+jVRFGZIog+pCRI5Ci+m0Mcb8Udn61Wh3NvAfY8zAumqzBvtQAvQyxtTKdSIiY4Fv\njTHX1s2e/f9GhpTKoDaIBjQtSZA7UScmWSkVqSHak6iAB5ortUea9uejnZ2KEK/AVyVSyipDfkNJ\nqeTchlrBBo9/g5JSb6EEwN/QmeMRdp0Zjh9MQTuy5Uip0HPzHT94AS07v1fouWktTim2LXE0hPlB\n1PJ0/aau8GI7jYMcP/ga7bAPcvzgP5tSyfU/iuHob2K30HN/tplnpzh+MNL+bl8G+qLVtL6N5Tr9\nBx1IvR9r60lUFXUuNgw9gjHmOxF5F7jQklblLHfGmFUiMgAdJP3VtpUWoecuc/zgDuA+NBT8zk0R\n6J8KoVafHIxWC5wSeu7ESjdK3U5UTbMDWk3z+tBz51e2XTU/47cYMXW34we31Rcx5fhBi/UrFj39\nU/Bkh/w1q+abkpK/GWM2KUmeQY1xKDpB9EBMKfR06LlFSSqpLqi9d2Cq3KMaQWiJEkHzsdXwUHL9\nD6yiCVU4zcfmQMXQCXjsg31/vZ/eHIpmQBlrAesBjIn9/k9GB+mjABw/aJRdLH06L24x5fEnjliF\nV5pB9Rfghcjq5fhBc6BnTpGEe89pfyrwDYZvUx2Ko0HxZ6IWyDmlhyjSGL2WjrP2kzjORBVGL6f5\nhg5BFWC3h55r8MwAlCTH8YN/oH2P12xV1Iti+3IKcCHwuN3uIhFpmyvyPqr2Btg7V2TrIo0hyEMJ\nqEPQvKeOQFMQI9nZkpWdm5+d26gwr3nr/CatO4xp1r5TfvOtdihpseUOOc226JSblZ2zJYkJyHwS\nBNNiNFurNCQctW6tRccoqUih1uh1Ms/xg9qojHKpvpqoInJnPRVXOqsqYVSQyeHMYDPA58DWESEl\nIhcADxtj2lS82WaBrUg4gCqFJejGAq2TCLpT0OIIGVQBGVIqg9og6sy1jj2PLkYrgDax3KaVaNjg\nFkltLAKOScqaivA70FpEmqabXTfGrBWRpWgwZnVQX2HnoBa+qyN1lKMV6Y6mbCbFcHTguUvoudNT\ntDEOcIFLHT+4pjrZV1ZZ4qNqrOsdP+jfEDz1oed+4fjBNOBfgO/4wXDKzkpnUL+YiA7cTkYrFb2F\nZpsdh1aVmmSXn+f4wXeh55rQc2c6fjAGOMfxg3GRQsmWX38ZuERExqQYSA1GqzFdKyI3pBqgGmOm\ni8jTaMW+nysLvg49d579XftoMPv9DWh2dzg6YLvW8YOrQ89dXNkGqRB6bpGjRQsiVdh1da0qjBFT\nA6gnYsrxAynKX/fg1Hcf33v98oVrTHHhdRXlh2XQcGHVJKcB39kJlavQ+/0HViW1F3B3TCW1AJ09\nryvsjRIH30Gpcug44E1jTIFVTR0CPJ7CFrofUPhoj8l7oERHtF/HoJNpw+wxtkCJmHfCRIGR41uu\ny+vU99X9o4yiJWj23hrKVr/rBeQ8+tThf5BaARVHT1SlNCTF8pYkVfK0gfEu8LIxplyBAkerCZ6P\nTiJ8n/TetvaYnku+hjh+0Bolu94LPbc0FD4HhjSDbo+hTNY44Apw1kjWPHLz1mJMY8nONdl5jYpz\nm7YqatFh+w3NtuhU2LTt1gVN221D03YdyWnURND/V5QbFKl5CtDBWbF9PyKXtqQsgRTlSlUFRZS3\njG2IPS+gbkiifDIB1hlkUAa2Xxfv60Tn/WYLEck1xhTGC/lUdVP02MuQ3Kmu2xmkR4aUyqDGsHkv\n64CWdjC1moRSahl6crYCltvZyWUkKqlEWIRWW2mO+tXjiFQCW1NWXZWMmlTgmwEc7iSC2esSUR7E\ngaiFYSyazdMp9Nzf7HtfoZ33k4H7kxuw39czKLGUrFKpFNaqcx9wBzoD+2JNDqSuYUO3+6Kd8AuB\nfSy5kK5aUgZ1BPubege1k3YIPXe+owHofRw/+MCewy+hleAOQslV0N/OYejA9IVYkyNR1cA/ReTa\neDCvMSbfVtq7Hy2dnjwIizAKneX/p4jMTmVPSTqGKY4fPADcjF5jGkRgtv1uH0YtiTdai2FN86XW\nxOyKtztaebDOiFsR2R6YveWehx2/9xm3XEA9EFOmpOSsGR8OPmvZzK8bA28ZY4ZVulEGDRX7oaHc\ntzl+sAV6zg8OPbcgppKaYKsedQUeil8L6gD7AvMwRFlyJ9nH6J7YC1VNpSLC9l/ZNH9aQW7JccCI\nUCvgRlX7vowpEV3UavYulOY+9d53VrvlW61sOg/DEmvvOw54ObKMWTKrZ7P1OaO7LGrZE/gQkzoS\nwK7bB82niioPIyKtULIrMMYkZ0hejF7n0llIuqEKtvtSvHcx2r8KUrx3HmoPeyW2H0OBEx5DK14c\ng37xV4L0NyXNpaiwuUgWxhRQUlxoitavZf3y+Rx76ltRNb9oMJaFEkzxAVo0YItIpPX2b519rAlh\nVFidyboMMsigLFLZ5ETkW2CYMaaftbBdil4fHVQocJ0x5l27bqk6CL1cPAcYu50B7jLG9KtkH7aw\n2x2Ljom8FOu0Qt0fPdFry0TU5vyDfX8vtO91gP3c6cBlxphv7PuHAf3Rfm0+2rc90yr2x6IK3CJ0\nrPQDcGzcvhf1mVAb9VXoPXEmcIUxZpx9f4z97BUiYoDBxpiLk+17ItIaGIjGWzRCK1VfZYyZad+/\nwB7LGfZxW9Rxc6ExpvS+8f8VGVIqg9piFQkiagUJpdRy+9gu9nwJ5ZVSERu9JelJqW2onJTqWvVd\nBvSCkouSWbOquW2FCD13laMB511RUmoiKkU/BjsTam1276J5PS+EnrskRTszHD/4CFWufBp67prk\ndSrZj6+tDfAixw/mhJ47rrJtNgbsbOM7jh/8gFYc+4+jodpBZiay3jEGHZD0QAmdN4FHgaOAj0LP\n/cH+X851/OArq5Za5mj4/umOH4wKbfi+MaZYRAahnYXuwDvxDzLGzBCR14CzRGSSMWZa8s5YdcXj\naB7JrSLyr3hGVSqEnjve0dD8yxw/WBZ67vDafSV1g9BzV1si+F6UcH22Fm0tdPygP6q6uNrR6pXV\nPjdE5HmglTGmd2zxPGCrRVM+X4oGQ9eplc/xg51++3rUQwt//DTPLhpa2zYz2KQ4Df2d/AhcjhIJ\n76dQSZ2D5ih+UmefrJlQ+2ILKohIHnqtGWMHFK1Roui1cqHqQiPgT4OPnT4N7etG5MxBqPXsEVCb\nHno9HB37/R+Dof2Z43YqIjHJdCpKoMRJnl5A1qNPHS6oyiedxQ70e8xCq9LFcRZKEJVZLiJ72329\nL1VgvLUCno1aAWclvbcPOkC7N5nQdvygC0pmPZOkoGoBqpCK4wJ0NNf5iD5jOux28AIQsceRJSLZ\nwLqvX+x72LKZ35SJYWjVadfFXf/24Ffo91IRIkVVIUkWtsr+HD8oo2SKPaZalmyP2+Tq8Qwy2AzQ\nF+2nX48SMkNEZLuYAijql4wHrkHz7HZBieiqjFkGowrTo1Bi6FHKjxPfsm056ATEZcBHIrKz3Y8h\nwDd2eQkaQVEIICL7oDEtz9r9L0DHYnFF5vlohMShlezrfcDVqN34OuBdEemM3vf62P3cGR3Lrk/d\nBIOBHdH72Grb5nsisntsMqepbf8c9Psdgk5SnlfJ/m32yJBSGdQWq1A1FKhMOpmUSq7Al6yUimYG\nOwAz46yyDU1eTSzsPE0A3jzgZBFpZIzJp2qYRSLsvBwplSrAT0R6ocqPzuiF83u7L22Tt0eZ+HMc\nP8izeT2fAkc7fvBybHA5Gr3o9EBnClIhUqmcSc0GucPs/l7t+MH80HNnVrL+RkPoubMdP7gGzbm4\nDNjf8YNHYoHwGdQxrFLgfaC74wevhp47x/GDr9Bqj2NtR/1F9AZ4BLZqJPo7clCy5d6oPUs8BcC5\nIjLeGJNMrr6JKgavE5GrjDHlQmmtBWcAOit0rYj0T1O1L34cIx2txHSJ4wfLGxDhOs0SrJc6fjA5\n9NzkjJvqtPWzo9X9bkJnENOpzaoF+91GkwG/xjKm+ltVVo2JKccPGi+f9cNrsz55o11JUcF3aIBx\nZvC3mcLxg92BPVFeog1KZrwWeu4Gq5Kajaqkdkf/1/+u48qKHdE+Q5TRdBQ6CRYR0d1RO1gqJfGf\ni7JKcj/50/wuwLjQc6M+SW/gp9Bzf7Kvu6FK7cjKlw2cts3ypjO2X9JiZ2CivdY4wKsxlVRLoOeW\nK5p80nF5s27AW5jSfk8ZWJVVd+Ct+Pll7XknAC/ZzKdoeRaatfczOkueCr1QIqkMEeZoKP0l6MBp\nfNJ7gioffkvxna0GveCfE1sYXcBmf/LG5bM+fj1lqXXp2/15u68XZuU2kmbtO+W26riLQa10eRX8\nRblO8cc8yoeP56EDtYraqtZ4xvGDIhIEVipyK768qoRZfiVtZiyAGWxueN4Y8waAiNyKEjsHAR/E\nVzLGFIrIKn1arh+YElZdewJwQEzVFF27onUORwn2DrGCODeKyCnoRMGzqLjgvliMRFzEcAMw0Rhz\nZWxZ8gTpDGPMzVXY5UeNMcPtfv3d7vslxpgHRKRUfJEu9N0ebw/gEGPMBLssmszpRWICLwdVes2x\n6wwihYLs/yMypFQGtUWclFqBKqOi5SUkSCpQpdTuSduvQTsuUQBmcijcfCqvwDcXZeW3RRVQlcKG\nic8FdhaRWyhfHaFMgJ/Fk6i6ZKDd7yJSS+NBSamLUMb+K1TiegLawZ9s92GD4wejgBMtQVCOWbd2\nt9dR5cqomP2vSoiFJ3dC7RfXhp5b5fC++oYNi33K0RD0a9AQ9EdqGhadQZUQoAOzbqi66Q2UhDoE\n+NwSKxNRUvXz0HOL7W91MJqZtGdYtjLcy+gM02Xo4LUUVk31EHrOXESaQHNjzEIReRCdlTvN7lNl\neBElvf/l+MHKsBoFAeoZ76Ln+TU2X6rGkuvQcz9z/GAr4ALHDxaEnpsyq0dETkW/u51QJcu39u8C\nysrpj0Gvl7OBfYwxP3zQt3sX4Jw9T/nXmF/GDJkhfRc3RwezZ6GdwQdRcmAk2gHbYD+z3ATBJ/ef\n/2tJcXEbU1K0qLhgw2nECP9UQaBWDfIt0NkYM09EtgMGAYejA83ZwA3GmHiGTwYbD6ehHeavUDtY\nARCIyJ6oSuoeq5I6Fy128nkdf/6+6H12iogI2nH/yhjzuw0Hd4EwTujEsN/nuy+UtY2LmmJVnI4f\n7IoWVrnbvs5B+xyfxs7Tw4CtLw13/xiNDphmjz0fW6nP4hSAG4fu8w06O/52BcdxNjpznqzqPB+d\nwEuuUnosOpl0fSqC3vGDVujM/Mh4fp2ISOvt93xq/fKFZ+WvXpYLnC59ecoYM0BEOjVq0W5wUf7a\nI0oKC9YZU7KN9OVqY8xcu/XqnLzG668o3NDYGCP56MjwOSjOgdGF5XMDk5Ff1cFofcCScRWRVlUl\nx5KXt6xku+oEpeP4QTJpVRG5VVfkWFGGDMughvgxemKMWScif6AigrrA7kBhREjZz5gmIvGJ6b1Q\n8n253gJK0RhVHIHGnPxXRM5HVVFvGmOivsc+VN6f/LqK+1s6yWj7tpMoP6atCLuh5+VXsXaWi8i0\npHbWJUVZLKDuvvMGjQwplUFtsQq13oAqpXaCUntanKQCrcDXNh5qbkmThVhSKkUoXFVIqXgFvuoo\ngX4hTdh5coCfiDRHLwofJPl6UyqzbKbT76iF7yu0f7cYHRRGFYRYs3ju+807bN8LJQjS5UaMQAmt\nvwJ3VuXAkvalwPGDu9EL9y3WptOgwsVDz53k+MEVqDS2r+MHARrQWs62kEHtYO1444Cejlbem2Yt\ne6c7fjDenpsvo/aWv5Ao7f4xOsvzV0tuGigtNvA0cLOIHGyMKaMOsgPI/wJ/F5GvjDEpOwDGmInW\n7neuiMwwxqSsYBU7DuP4waMo8X2bzXGqUgXO+oTdr4Ho93eT4wc31fJ8G4peA690/GBJ6Lk/xt8U\nka3QbJjr0UFvC1Tl9iJ6TWyBKtwEHQB3JEUY6U/vDmq11+k3f5OVnbPim5fvPBCdHd2AqjRb2Lav\nJEUGHsBfbnnt1KL8de1KSkoKTVHhOcaYOUmdSFJ9btKyx9F+yeEouRYFVGewkeH4wQ6oyvEhdGB+\nIjAs9Ny1ViU1B/hSRP5MzMZXx7uxLzAVwwaE/dHfc0RsH4+qZ95JtWEJZv+RB81tgvBlzN4WVemL\nBgWHo/d1H8qEun9z6M9bbQd84/QLWqL337dCW8nWkkLdgZF/mtv2c4TxmNQBv44fdEIths+GsUq4\nVl12KJrBVRBb3gQlq8alsjxbnIkqxMoMtiQ75/7VC2ad1+kA5+2544ffZo9tDxHJAT5osVXnrO26\n9njqm5fvHATcDowSkT8bY4qatt+mU26Tln9sWDRn4nkF60tdfDkw2lbfqwxHi8gidHJyDHC7MSal\ncqw+YFW+G+zfRoMlNuPqrlTkVnVIsVxUuZdOMRb9VQcmZnWszl+tyLFM5leDRwnlSdXcpNfJfReD\n2nc3Fpqj1+yjKL+vKwGMMXeJyBB0kuIk4C4ROcMY8w7pbXRxVBgZsQmQ6juvFvm9uSJDSmVQW6yk\nbKZU69h7yylr31uK/ubaQBmZ+2IsCxy379kAvHOAvUWkNxUH4B2HhtONp2wA3h3o7OqDaMezDSpb\n/+vx/UbO+OblO/+FKqyOFJFr0JN/B/sXD/Aba98ba0PsjrHrlCl/KiIno4qFPXIaNf1jyz8dcXDb\n525+fPnsH4sdPxj7Qd/uL2X3yy0pKSo8Hh3w3398v5GfkSAIylkfLKn0X+BWxw8OCD13UvI6lcES\nEfeg1qu/O37waEObObNZXD46+LkE2MvxgweS8zIyqBO8g/6GD0bVDa+j6oH9gK9Dz53l+MFnwFmO\nH3wcem6hJVueBf5tt42rdsaj2SuXicj3xpjkjsD7KEF7lYj8M42yAeBVNI/gBhG5prIKKDacPSqB\nfqfjBzeENax8V5cItQLmvSiBczHwVC3aMo4fPI5eI29z/OD6JMXk1mg+wjBjzK922RQAEVkP5MUV\nDJYoSu7gmJKiwhs67Nb1F2BAx/2OX/T71+GRQJdISSEib6H/93KklOMHnaaPfuGZ4sICgDHGlHxc\nw8PdFg1Gn2pfz6lhOxnUHqei9+ZPUVLCACNEZA+0It4Au9656GTQhFSN1BKT0AwR0Pv4TFQ1lWNf\nf5JSnSO0ndZp5Y5zO6zJw6qTHD/YGlulz06aCao2+jr03Dl2ywOBznvNbvsqcAuqfjoFVWvF1UxR\nRpuqo9IQUhbnoX2fUrucVX1djCoJP05a/1SUbHshVWP2OE5EA9fjlr/mSNZVOxxz2o9djjz9mjmf\nD1tMwl55Tk7jZi33O++uicC9dqLgErTPdrTjB5Oattlqx/UrFy/ckL/uKGszeQv4utCYiys4tgjv\no+T5bFS9MADNSTmkHojKBgVb0KKui+VUCPvbzaUskVWR4quqf63SbB8tq65FspgKcr2q8Ze8fYVt\nNrS+bQPGErT/AICItCQhMqgJCqhe9cyfgRwR2T+arBSRXSk7jvwGzZwqNsakLYhkg8IfAR4RkVdQ\nZf472OByNOuqtjgYa6e2eXr7oy4A0GOHio//J/Qc6opVXYlIO7TYz5QKtvufQYaUyqC2WAW0sjfJ\nFUCzKEeJ8qRU1HlsT1lSahEqsUzGYHSGfjyaq3I/6QPwXkBnyAqBD0Vkl5jqake0yt1Jdn/eRKt3\nvfyn3tdOHffgRUtLCvMnoqSX2P3cgcQM/ufoRWMa2kH9wu5/fB1E5Ai7z/8EPm3bZe9jl0z76tHs\n3EYPota0saCsPhpidzXamWmCzgIcTFIGRAxfohfXvzp+8F1NKntZRcwguy+zKW8Z2OSwnYn3HD/4\nEfWCP+j4wYvA8ExHo+4Qeu4vjh9MRgd2n6MS7WnA6SSkzENQ5crxWJtq6LlTLVl1gVVVbYDSwPIn\nUBXDOSTln9n3HwEeA/4hIvelGqwYY0pE5AE0X+pmEbk5Vchv0rGsd/zgLvT6cJfjBzcmBfhuEoSe\nO9OSeJc7fjAl9Nx02TBVaSsi3+4H7rDEVJRN8z3wETBZREI06+GtFKrTyvCjJa9vadJ6i9ezsnOL\nj7tjWNzquwgdtJeB4wc5sz8bGi7++csWwEpMyRfVPsAEBgJPiIiDyvCHGmN+rGSbDOoYlvg4ArWs\nN0ZVQUHouatjKqkv0Pv2HmiVpbq/PhveAxCRHexn3W+vJYehfYHUljnD8pu8CeMKc4o7kQgqT67S\ntz9qkXsKSgf6pwNT73/+kOXA/KedqTNRdeDwqNCIVUm5wDuVXWccP9gFVUM9nKSWPAS1cnjx781O\nxPUChldghTsPnQwso6xu2XGXrn/Mn5HbquPOryQT8zmNmnYtyl+/zeg7Tz7BlBT/LH1L32qE9o/2\nNIaSdcsXzIPSrMDl9nMqRZQ5YzFFRH5ElehHY/s9GdQdbF8oImE2msrDWiQjAiyd9bEmirHmKdqK\nb18tZY7NC6ty6H01/ioixzbHvLAxwAUiMhIdy91F9QnW+ATXHKC5iPwF7ZesSzFBWQpjzHTbZ3na\nZjQVA/9BVdLROh+KyBfAcBG5Ca2s1xEdz70NTEX7RW+h45pt0X7Km7aJAcAPIvIYej8rRK9Lb9RA\nyXmFiMxEyaVrUfLsefveXHQ82ENE3gPWJxftMcbMFJERwDMicjk6dr0Xtcinc8r8TyFDSmVQW6wi\ncTOJOjCt0RnWZWjHK8JS+9gevbBEWAR0sJ1CoEwAXi80mHMpifDOaJ3SADx0IHyEMeaSpAA80Ivm\nBcaYdXa7l1Dm3M9r2jI/J69xTkFh/roUagJArXwiEnXyVkTqjRTWlL7AAGPMywCOH7ww+7Ohl/wy\n9pXzgWtCz/1d+kK7Lnv/vGT6pMHxDR0/mGKPNSUpZdUSz6CDNpc0loXKEHruR44fdEbJrXmh535f\nk3bqG6Hn/ur4wXVoB/xiNAT9P6HnLqtk0wyqjuHA7Y4f7GoJyzcAL8qMCj33N8cPxgBnOH7wYei5\nkVV1MEo+9SZWUtwYs9jOUF0gImONMWUqZlrv/GMowTyB8gqBaL3VNvj8PvTcf6yyAwk9d4XjB3fY\nbTwb2N0QrJ/vAX8CrnL84JfQcxfUtCGrvroTtVPdbm24BTZY+ngROQQlEK8E+ovIwdX8iEL7Ob82\nf/Tvb0p29v4kqvL9QXnZfgkgC38c9+y8L0bsmp2T93OhKalIYh6pQOPrlLEKGGP+KyKj0Gvc8Sgx\neZ0xptLfQAZ1it4ogfOhfZ6NDgp2R8mhuEpqGlXP5KgpeqGTReOtyqgP8E1S7kYpHD/YmjwOQFVR\nxhJJxwFvxq4Lp6Iz9dEM9V7o5NOdGH4GLhvqz74A/d3H77d90MFThVU/bX/mAjReoJSYsSqvC+z+\nf5e0rx8+swAAIABJREFU2YUoyfBWmjZ3RsnCgcnXtx0O73Pc96/fa34Z+2qgzrwEmm+1w/4Fa1cu\ny23S4qhVv/5cxt62/4V3twbuWr9iwS+muKhOFD/GmNkishSNR8iQUv9PYJX8+aSJragv2OIDVbU+\nVlUx1hQdq1TUZnUsUyYpL6zaFSGr8FeuzZpMUMcwACXm30XHcp59HZFrldnty7w2xnwhIk+iyvu2\nKMnVr5J9uBAdq32MjgVvx9qpYzgJVfI/h05GLERrMixCr8Xt0H7plug49EtsAQhLsB+PFnOZgNr5\nJpDou6YjElMtv9n+7Y2qdntExJYxZr515txr9/NFdOyS6ngfQb/zPLRarWsSlff+p5EhpTKoLaLZ\n+laoUgoSpNRyymZKrUYvrMkV+BaTCJSMsDtW9YQOTDsaYz5OF4CHdprzROR0ygbgAcyJCCmLBUAH\na4ubm5XbqEwp41pgb+BQESntEUpWdiNjSnJEpLENCDbtdtqvkeMHLe1AL8Jw1Jqza+i5KXMkbKW0\nUSQsVTWtkvUCsD1ws80GqvFAuT5hZ5afc/zgG+BfwKOOHwwKPTedmiyD6uEr9FzohVryJqIzXacD\nd9h1XkNnlVysKiH03IWOH7wD9HH8IEwiCt+x618hItebpEpcxpjPLFlyuYhMNsYsJQXsjNITqN1v\nujFmdKr14rA5bv3QzscNjh8MSGWH3ZiI5V49jJ5vN9SGLAs9d7E9xgFokPr9sWyvL4AvRMRHZ+16\nUX05PQBrl/y6HLX+tcFW5Uux2pJmHbY7ZuaYIS4iq/NXL+9BLC8v1fpoJ39rEveNfZNXMsb8DjyN\nzp7eQxWJyQzqBo4ftEUJnCFoH/FkIAw9d6X05ToSKqkDUKttGbVPXUNE2gJHAoPtBNG+qEq5omq0\nPdBZ6IgQce3je1C2qmBM3XA6qu75xq7TApsbFSmiHD9oY9t6uwpqzH3QPkr/pOuQg54DA+IrW9vK\nkcDAVOoCS3JdiJJcHyW916X9zgf8GZGClfOmHoqSbdF7u7bfab/mv3z8at66pb/PM8asib2XhUYb\nzFq3bH5LEkVragUR6YT2/Rpk3yKDzQs2m2o9VcsHqhPY8y3KC6tOHlhlirEW6LmRrr3kTKfK9rOE\nGlaEPL7fyHxUUfRy7L1/AAWOH/zp+H4jd7fPt4neP77fyOg5xphPSOpfGGOuAK6o6v7bSf6eSYuH\nJK2zFnV4XJOmmbNFpG1WdvaQkuLiSMzQKzsnZ1RJcfHZxphPUTI/1ef/Jc3y5H6TAX4yxqSd7DPG\n3I0tohFbdkzS61XodTxdG4NRgi2+7B1q0I/bHJEhpTKoLZLVUZCouLcctfblhJ5bZAdoyyhPSkXB\n4VsmLY+qPawiddh5PACvM8qw3412muPkVUVBfTOzcxs1SXt01UNzVC1VainYzb18v9bb7vb3Flvt\n0Bpl98nOa1yMBqy+F9s2IghORtUe6TAE7bieg1qrqo3Qc4sdP7gP7Yx61gq0rrLtNhVCz/3O8YN/\norbIWxw/GA08HVnHMqgZ7Pn4DnCZ4wcdLOHxJkro7BR67kxLQH0AnOpo9cfod/IGOnA9H5VbA6Wq\nwsfQ37BLaovok8CjwL9E5PZ0A1pjzGgR2Q0NSJ+VrLxKc0zTbJbT7fa4ntzUkvrQc9fZfXoALVZQ\no/M21t50xw8eRGfsFtjKLceitr3FqA24PaoqbYKqqHZBlavpiOzyM8JKKN6Kknz9s/Mary4uSJxy\nOY2bTVi3dP6V2Y0aF5ni4n+akuIHqVj6PxOVqd9piftdUQl8YidE/oPm00xHZ1qPQeX5GWw8RGTm\n++gMdWPg7ZhK6l673rkoCVnfatsedn8+sK/7oL+llLZOxw+aYSuLhlpltxF6LRodmwjqQ6KqYFSV\nby9gQOx6cTJ6XsQVUX3Q/kSFSuWYSuonYpWWRKQpWtVyTFzlZdVff0XtJ2UIpxj2s/vYL05y2c+6\nODuv0W8i3GsM94lIIfA5krVF58N637XDkad9NvOjlxoD79jZ/N+Azs07bH/1Pmfd1qxpu22uBm6s\n6JjSQUSaoZMYQ9E+zk7oJMd0IKxJmxlksKlhrwOF9m9jWiSFuq0gGS1rVsn21SI9rEWyyqH3VECO\nkd4WmdxGWotkVnb2kMZNm3a7tO8A9jigK1MnTeCZfrd027Bu3StoBl9t8T8RNL6pkSGlMqgtok5e\nK2AGSvhEIXWRX7c1CeveEsrnQqUipX4GckVkf2wFvooC8FDb21ogK1YKtCqYkZ3XOE+ysqs1O5EG\n3wC7xj/f8YP5KIHUFduRLVz7xy9oyHkpKWWDV0cAlzp+sEXouSnzJGwY+KvAJY4fvBcLaK0WQs9d\n4/hBf3SgfJ3jB/039eC9IoSeu9oO7I8D/gb8yapEKitTnUHF+AgdXHZHJcef2denkZjJfx0lPXqi\nyqmIaHkZuMLRgP7S/4Mx5mdrwTpPRMYbY8pYLo0xa0TkYaA/OuCsyEv/FNAFuNUGn1eaFRV67kTH\nDx5DbWzLqLwccL3DBsc/jX5fk0PPHVfL9sY7fvA8cPHuPf4x7Kd3Hz8SzahriaqkrjXGhCLyNUra\nT0I7pceQyD6II+W5H3ruPMcPbgXu6bD7oQct+OHjLBHZBZEdW3f+8+mr5k2laP3aYjB3k5D+p2zX\nEpZnotbP71Fl3m0ksh9AO8aDgE7oveV9koirDOoPVh10InpOFqEE1Yeh5y6VvlyF/nbGo5lIXYBb\n6lkl1djuT2gnqHZEFcn/ruBzHbRvG9jXx5KoHonjB9uh9+OHY/e8M1Ci5gu7TjP02vRepEi2CrIT\nOy1t9tF/Bx69tnzZlTI4HFVr35x0X+2NEsUvp1h/N7RiXTl1p1U0XYiSgMmFTvZHv5P+JcXFE0Qk\nH7XNbJOVnbPCFBetyG3c7Hq77N8oedQCkflN2mxlsnIbPRN67k+xnCksid2Gsv2tdChGybLz7frz\nUTKqrzGmQVX5zSCDhg57vdhUFsm6rCDZ6PdvP9xl6ohBZ4sIGMTSOhLxO8f1fft9qkn2OFpFsgyB\ntWLulCYlxcUnXNp3AEf20BoUR/bojTEme+CNV54gIjsbY2o7Vmiw46P/T8iQUhnUFqWklCVWVpFQ\nSkWD0XYkSKmlJKmebFbKWmKklA3AG4XaOD5BZ2h7kiYAD82pWQP8RUSOBt42xnxThf2f2bhl+w1r\nFs87QkS2t21EZFp1mfF+wLsi8iuaCVEC7N1h90Pb7nPWrQdhSanVi+b8CBzm+ME2oefOj23/IUoI\n9EAJgnQI0LytS212To0ulja36X5U3XUu8FJN2tlYsMc52uZvXQ/c7/jBK2ip7k1q09pcEXruBmsJ\nPcnxg9cs2fQmmoG0bei5v9rw6/eAUxw/CGK2ldEomfVXxw+SB1+D0YHr30iyqQAYY74XkXfR/Klv\nY1XjktcrsPlSDwPXiUiVApVDz/3A8YN2wHmOHywLPTed+mBjIkTzpa60+VK/17K94cA22x54Us9t\nDzzp5lT5cNYeeUKKbbNj66SS4JdKyC0xddvO3c6/f/3CWQetXDRnGsawcvYP5OU1WVZQXLSzMSay\nbr+U1E5yu1E4drp9uaqyg86gXuGiKuIR6O+mBfCWVSzui5IaoNX4vjPGVGTXrAt0Q0mcSHHZG1Xj\npAzTd/wgB71/fmJz5rKwxRxCz10Ya2Mp2q/A8YMd0GDc/8SuYT3Q/vGwWPOnNirIznrk6cOORyfg\nUlqK7T6cB0wMPbe0opKtsnQK8E7ctiwieSjh9JUxJp3q7BiU8L0+fp21A8mLUdXYVwDGmAHAAMcP\nGqOq1Gmh507GM6AVqaJt/45arZ+x210kIm1zRd4ncc3YO1dk6yI4O3aOl4GNJUh1jckggww2E1iL\nZDFaMKpOINK9EeBX0GGbjd7/a1VBcvnsH/cB2OOArmUa3/PAUqfdTug1u0YwWoH4f8I+t6lRrYoG\nGWSQDBuyt4ZEFsFKytr3oGwFvqWUt++BqqW2pCwbfRHwO+pP7oWqJpLLvZ+EBt49h6o7/gFsR0J9\nVRnmdtjjsF8lK6stKrVfjFZvgCqqCUrfNOYDdJDeDe0gfgFcY0zJN6iypzlglkz7ajpKrh0d397a\n0d4HHMcP0loK7Xf+LDo7eUhVDrKCtiahgXynO36Q0nPd0GCJvBvRGd9zgXscP+iwafdqs8ZItAPQ\nzb4ei56np8XWeQu9X0Sl0KNOzLNo9a1D4w3aDIBn0Iy1chXbLF5Az7frbPhvStjMgQdQ+8pZVT0o\nVNUVogTb/tXYrl5gB5ODULL+Zmsrqm17T6Kqo1scP9i2kk1q81lzv3zksg5m8dztXkZDbV4GmhSs\nb50TC7vPYPOFJTF6oja59ei5Pjb03EXoeTcPrdR5BJpJmKz2qVOISJbdn8+MMUtEZEv72cMqCIU9\nFO1fRJa7g9H8pmEAjh9sgd53h8cCgk9Dr0Pj7DpN0f7GqNBzV9hl7YATen61/ermG3JXY8uCp8Fx\nqIL7xaTl56Cz+0OTlvdEJ+5STkQ5fpCH3ufGp8ibPB5VFf43xeRUH1Q5Wa5dxw+6oAq0V6JjBMiB\nIc2gW/wcbwbdMud4BhlkUF0YY/KNMbPS/YWea2y0y9rQc1eGnrvYToTOCj33p9Bzvw89d2LouZ+H\nnjs29Nww9Nx3Q88dGnruq6HnDg4995lfxrz8CMDUSRPKfP6UiV9GT2du5EPPoIbIkFIZ1AVWkZB5\nr4g9X41aAOKk1BKgnZ3hi2MR0MEY8xdjzLUAxphFxpieqNVtLPCuMaaLMWZgtJExZq0x5hpjzLZo\ndb5hxpjzbVguxpi7jDH7xT/IGPOIMaaLiLT98K6TR0we+sBhxfnrtwWaZGVnfwCsNsZ8YozJNsb8\nYbdZZV+Pi7Uz2BjTNqnt0caYI4wxzY0xbYwxh+x79u390XNtf2NMdlH+urfRzv3RTqzioEVAWYIg\nJULP/RqV8V9sO621wVB01vgaxw92rGzlhgB7I3sJuAWtvjjQ8YMjN/FubZawQeWfAj0dP8iyg7Vh\nwFGOH2xp11mFqid62rDfaNvvUBvWRSl+h58C36KZUI2TP9cYU4DmmnUGzqxoH63qcQhwpogcUMXj\nMqhVbBJKAu1cle3qE5Z4vhdVi15WB+0Vo+qVJcCdjh9UxW5TbYjILgWF+Uc9Zoycg7L25wCDILsI\nTrDVUjPYvOGgFamGoZa3NsCb1ja/H/Aqeh87G5hkjElZkKPWEDog9OlM56NRcidSK/VC+xQpVY+O\nH0hOkfTB8F2oRUEEJdYmh547PdbGemzWkeMHHVHr3Fsxkqo7OgMfJ49Obb4+N/esT3ZqDwzBpA5c\ntkTzWahSa07pIakK+zjgVRMrEy4irdGA9SDqs6SAi/ahypBcljw7ByUOf0l6r4M99mGWVCzzPQGX\no3bFyOKIiAwtghMeg+xzUC/e18CViXN8g4iss39r7d9qEdlCRJpJinLEGWSQQQb1DWPM9Kzs7FHP\n9Lul+JMRQ1m64Hc+GTGUZ/1bi7Oys0fVgXUvg42EDCmVQV1gJYnKeaVKKTsoXE55pZSQUFNFWEyK\noHOLyOKWKuw8jrlAexu8WSmiYLyr7x/EU2MncvX9g2jctGm3rOzsOp0VtIP+GeisbYSP0Rnc3ZLW\nXYrOwp5srQcV4Vl0VvjkWu6fAQai39/t9TWwrQ9Ye8SVaP/5BscPrrV5IBlUD++g5F70Gw1RBWSf\n2Dpvo17+08puWlqmt0d8obXZPYGqKFMqnIwxM1FF0+l28FsR3kAJputFZKtK1tWDUNLmPvS3fYfj\nB1tXZbv6hB2sPgF0c/zgmEpWr0p761DrcC5auKBWCqw02BG0wkIcRyWe7lQPn5nBRoK1nJ2CTk4s\nB04FPrUW07PQUPDP0X95R5KqI9UxDgDOW8jCHsBkW4mzJaoKGmmMSZe1skfH5c2Ov+XNfaP+xu5o\nmP7bUJqX5aDV9CKLSh90Iu0jgDkdVh+YUyx9gA9Cz11ut2uP4YTe43cobJafO4c0tj2LHmhfKPn7\nuRC1Hb6ftPxc1DLzWqrGrLr6dFS1lUxa/R975x1lRZV18d/pbnJGgoAoKiImzDkHKLRQEcE4qIxh\nHHPOhQ7lmMcxf+qM4pgVEURKKAyIgoqoSFBEBMmSkdx0ut8f51Z3dfV7HbCJvr1Wr+6u9KrqVbh3\n37336YlaG1PZ7vugz+8BKeYdh56bZ8PS5eQbQNl7/EL7O6tmraysGrWKJLvGWiR7OUpqzUTfHUOB\nUSIyV0TWi0ieiMwXkYdF5AYR+ZuI9BaRM0TEEZGjRGR/EekgIm1EpLG1MWaQQQYZVBlFhYXn5a5d\n++ETt1zN344/mCduuZrctWs/LCosPG9z71sGlUeGlMqgOpBOKQXawN0u9n+UpZCqAl+LFMohKCkr\nXBEpNdv+3rGC5RCRDjYYL/uYU3vQrFUbjjm1B5d492UXFRZujJH/r4EDbeMfNANiCZoVkUSSIEgJ\n20gdilrvmpa3bEUItUz9fWiOxh2OH1RH8PsmgZX+Poyqbg5DVVN7bubd2qoQeu4vaIhud/v/evQ6\n7BxdW6HnrkE7eCdbG0y07lw0tP9sxw9KlRQ3xvyGBqV3F5Gd03z8ALRS042pFFWxbRngUVQtcXtl\nOzH2WPqhnbR/JPdxcyD03I/QjvCV1WG7s4UR+qG2qhvSPEf/CKaD9TfFMKrkz4w8fuvG8ejg0Tso\nadGCEpXUgah9KxslqL6yZPLGwv6f8MniXHLbU6KScu3vIM06ZBdKjzZL6uUc/UOrz+2kHiiZFgWD\nd0MHxN6HYivfCaiVLw+hzqR2y55quqr2juh5iNCr6apadbp/1a428CKGlNZBS3r1RAmkKL8KEemE\nEm0vG2MKYtPboUTbG+UUcOiFvpPfSHxWc3QwapAdyIrP2wtVf70cJirUWnXVX4HRoedOTHzWKih7\nj0cGmH163JTX6axbZfdTLqvV7sjutVrsdVTDhq13q1+rYbPmObXrtkGtk4KqYz8DZqBh+PvZeSeh\nitir0AzQfug7+1mUWBsoIu+KyKsi8qyIPCoivojcJiJXi8hfReRsETlVRE4QkUNFZG8R2VlEWmTU\nWhlk8OeFMWZ5YUHByUAHNNalQ2FBwcnpsvAy2DKRIaUyqA6soCRTajmlVVCplFKQmpSqQVkFVRSk\nuYyKSal5aO5ThaQUduS/gmC86sRYdFRzbyhWJ30KHB0jqrDzphEjCCrAm2gFigv+6A7axu0/gd2A\nyzdCx3ajIvTcTympuPaA4wfnJ89tBuViMLCHLY8O2gHMo/R1OAStcpm0272OBvufn2K772Kz4VJ1\nGmw+zKPoc+Kv5e2gMWY1Sp7uAFxR2U5IqKXg70bvwbttfs7mxrOoQvT26tgfSyw+jObMXVjB4lWC\nMebnHBh+JRS+ivb0XwWugsIcyMjjt2JYRW5PlH+YhypzvrSKvrhK6gTUTrfxVFJCNtDpQR6sb/dl\nnIjUQhVIIyI7fYpjaFUnL+f4o39stTTbyHeOH+yAVtgbFHqusffXqUBonwWgpNVarHppQeO1h37V\ncWGbIjHvRUSP4wfNMXTp8eXOUm99je9QRW46nIkSd28VH44+n/4KTEXPYXz6xeiA2wekgCWeTrXH\n8Hti9gV230vlU+16/Hnyw3tPPjvywfOPGtG3WyAiM0XkdvuZO4x58u+ffuz3PHtE31NvFZHB1lYY\n7dWqnJp11l4pYl5Fw6+mYO9xkREt9zzcbbH7If/Z8eCTp3bo0mfdfmffZg67/N9ZR137XGHDVru1\nbLzjniv3PP3qee2O7LG6+e6HrKvXfMflObXr1QVpij7bm6KqsGloeyhEyb+XUOXoY0B/lDT8Gg1B\nXo1WDW0HHIISi32A64G70CIaTwAvoG2hISLyloj0F5EnReRBEekrIjeKyOVWrdVDRLpatdYBIrK7\niOwgIk1FpGaG2Mogg60XxphpxphhmTbJ1okMKZVBdSBOSv0O1I51spZSmpRag1Z3aE5pRAHm5Vn4\nyiWlbEbNfCpHSk2HTRqMNxM9xjgLNhKoj46iJpEkCFIi9NzVaP/wxOrIzAk99yc0jLkLJaPTWw1s\nfsbtKElyFkpObXbL1laCcWgn6XQoVkYNRZVRDey0XFTZdJLjB8X3o63I9wbQ1fGDneIbteqAp1Er\nzcmpPtgYMx+1AZ4sIuWGkhtjfrXbOxG141QK9tq4B41EunVzE5b2XN6PqlL+Xh0kcOi5Y9EO2pmO\nH1RrRawCOG8NfNgbfcD2BtbAhwWaMZTB1osj0HfrADRIvBXwdkwl9Qaq1jkHDR2fuRH3pcOv/Npk\nLGNbAIOtOvJE9D05uJz1Tmu6qlbtI3/cfib67u6ODpB9aud3RsmNwQDWot4FGBKpiUbsP+f8lXXy\n8pY0yo0Hg5+1/fK6jdxxO+WjKqmUxU4cP2iGEkiDEwTSMegAWP9E1dCDUAXRi3H1VALno8RTvAIg\n9j1/HPBq6Lmlsq0W/zT2zQWTPz+kbpPt70MtemcDC0QkR7JyPq67XZsWHbv9/VYwh6PKqOFRkYm6\nzdrsUK9lu1W5NWqP7o1WaRmOvceNOSf03FGh516HXiO90fiAmVk5NfNWzJ1av/GOe6yfP/7j3ed+\nO+LotcsWHN3uqB47Hn/7GwXH3fqKOeivDyzd/eTLftm+07G/1t2uzSokqy5azbEHam38O3AtaiHd\nD7USLkbJq9fRwbK/G2N6G2N6oARgbzQb60bAQ7P1nkTJqY/Rgb2F6EBlM7Qgx3Fou+AKVK31D7SI\nxv+h1UYHApFa63mr1rpXRG4XkWtE5GIROceqtU60aq19RGQXEWkpIvVtQH8GGWSQQQZVREZFkEF1\nYAXQyHaqIqlkYzRDoZRSyo5apqrAF4VxtkAH6JKYj1U3VYBZVIKUMsb8nJ2TM/w//W7vbIzJ3uvg\nw/hh3FdRMN6HhQUF1cqy2+MeCxzm+MHzturEbMcPZqDWia8Sq8QJgocq2jwqV73M8YNbUlThqeq+\nfmzLZF/q+MHsFDL/LRo2R+hNxw/GAzd+8czVExo8deVnR1z1dK8/em7syPKvwH7GmK3qvFSE0HOL\nHD8Ygn7vza0lbAjawTuNEoXEMLTzcC5qv4gQoNfhxY4f3B0/18aYH0TkQ+ACEfkyjaR6GDoafq2I\nXFmOpQVjzCe20/w3EZle2VGx0HOnO37wT5ScusLxgyf/6DXxRxB67hzHD54GbkA7UeXl1VQWQ1Bi\n4e+OHywMPXd8NWwT+52dbK3N7YFf8jOjkVs17Du7F1rB8RdUgfJt6Lm/SF/uoUQl1RV9Z9+9kXdp\nv5d4qclKVk4DPhGRbPRZM9oYk7Kirs1d6nzs5FYrahVkf+v0Cxqiqq43Qs/Nj+dlhZ4bDX6djio7\nhwJcdN3Imtu3rXtCy9/rfvnkc0ctstttAZxUkF3Uv25ezjwMM8rZ73NQcVExgWTtxRcAY40xP8Sm\n56AqqYmoIijVMbWzx/BsnHiy39fFaDun1LNipyO6N1+9aPaZOxzcdeDsr95/2E7+FRgrknV+jTr1\nm+5/3l2DgKcmv/tovohcjLbXjnP84Lu6TVruuu73Rb/lrl97jL3H3wG+zTemlHrV7s8oYJTjB/WW\nTh/ftTA/953ZX73ffOdjes3t0OWihYt+Gtvsh8GPd6pRp/7aFh0Pm9a0XuO8pu32boTa+bLQAjgz\nC/PXf7981o+LF0watWrB5M8Li/LXt0AHJtsCB1My2AmQJyIL0bbigsTvn40xa9N+OwlYNVQdlKiM\nfuqi5GfdxPToZ7vE/LT2cRFZhw7ArrW/kz9rURVYuvl5CRIzgwwyyGCbR4aUyqA68Dt6LdW1f4Pa\n8CJSqoHjBzVtbhGoha8UKRV67jrHD1ZRvlLqaBGRCl7Ws6mkesIG473+xC1XFysKsrKzN2Yw3tfo\naGo7tLEI8AlwkeMH9a3qCSgmCN5DiaYWscZ0Gdhl/4OOJh5DqaiXDUZ/NJ/mNscPbohnZGwtCD13\nquMH1xbmrj2+8Y577I+qY562qp4NxWzUwrKkogW3UnyEhu+eCrwYeu4Kxw+GA6c6fvBu6LnrQs/N\nc/zgLZT0eCf03FmgFREdP3gRtVUcSEmWS4T+KOl0CWozKwVjjBGRJ1Cl3pUi8mAF9/p/UaL6DhG5\nNp21J4nQc793/OBxlAhaysYNba7M/ox0/GAf1DI7LV61awO3Z+zzoCVqDbw5+o6qA5YAzJBR2wb2\nR4mCu1DbZ1vgCRHpgN7DD6Pv9rOBT40xczbmzixi0SFDGFLbYAJjTJ6IHIU+bx8sZ7WuOQVSyx23\nE6i97lTUJhaFih+NKrOjwPP6qAo4iN65zVfWvii/RmG9gya3/k9su2cBa5Y0yh2AoVQ2Uxy2gl9n\n9HkZJ0ZcUhN5XVFl2kPlPN8uRNtPIxLTDwP2Au4OPbcoPqPedm2uMqYwuyB3zf3JjdVrvsMpa5bM\n227E3aeejzHnSt/iWbXQZ+iBxpiitUvnzwa9x0VkGSXtuZQIPXeNSLcvdBUzYNfjzu0PHNN4xz07\nrZg7teHssUPbtOh42ExKYhmWoAHpqwDJrlGrQ7P2+3du1n5/2fuM6wrQdtF0lHCb9v2b9y1c9OMX\nzdFnWUv0WmgJ7IOe8+KiDiKyirJkVfR7cVyRZs/7WvuzuLxjTAcRqUFZAisdoRWRWm0pTWylU8cW\nikiSxKoKsbXW2uIzyCCDDLYaZEipDKoDUWewEaWVUqCkFGijJBrpXIwSHkksoHxSqo7dbnnBdbOB\nJiLSoDylBaQe+a9uhVQCk9EGxKGUkFKfoSOfR6Fq+Tg+RiXq3VBrU1qEnjvR8YMvUIJrbDLgtKoI\nPbfQ8YMH0awfz/GDm5JWga0Boeeuk74L52bl1FgI7As86fjBoxuq/rKN2bQE4daO0HNzHT8YBpzi\n+MEb9jsfhCqgTqEkw+RD1EJxPprxFOFrVAFwseMH38erOxljVonIC8ANIvKxMea75OcbY5aJyDPq\nw76YAAAgAElEQVSoteI41OKaEsaYfBF5AHgcuFlE7jbGFKVbPnGcIx0/2A640PGDpaHnJu+9TY1n\n0Sy32xw/uP6P3mv2/n0I7czfbe/fZRWtl8GfDr3QIgMT0UyfiaHn/iR9uRslD0ajJE9jEmHb1Q6h\n3ju8c+RSlq4Ehlo1y5nAhHTB6lYFdeqec5rMbLKmVrtRe8//AbgUrZ632iqLegLjYmRvNzT7KbLy\n1dypbv2/HPRL89+6ftd2tJ3WEg3m/l8l3qW9UXK7uLKeiDRAibzQGDM3Nr0+anf9yBiTUnllCeqD\ngAfjz097rH2A70LP/S6xTqv6LdsdiTHmtwkjlyfm1a7btNUBhXm5c3NXLD6WBBFyyKWPtAJuW7t0\n/s+mqHBDiIwlQIEpzJ8Ueu4IYITjB40L83Kfz89dczhKvhShyu/VaBtvP9RWNx39HqKqzDujtkMH\nkP3OuSMiqn6xPx8Bs0PPLbDXR0NKiKrtY3/vhhKRkZXOiMgStA2airRaXlVlkjEmH3UJrKjKehHs\n/temLHmVjtiqi7oO4vPTVloVkVwqp8pKR3qtz6i1Msggg02JjPc5g+pANJrWCB0BK6RkZCzqCMVz\npZZS1r4H2tkvj5SCaqzAF2FTBePZBua3xHKlQs9djlarKVOFzzaGhwGOrZpTEfqjnYczq2l/VwM+\n2ri7cWsIPheRuiLysoisEpF5InIDwJolc+cDVxfk5f42aeC/3s2pWWeZiKwWkS9F5Fi7bgMRWSsi\nTmKbZ4jIShGpLSI7iUiRaEWlaP6eIvK+iKywy42SWKU5EblERH4UkXX2999j82qIyFOi5bPXiciv\nInLrRj9R5SNAG7udoTgA/xOgu+MHNe20AjTr43DHD4qLAlgr3Ato2fhUmUafoh3gK2yAcRkYY0bb\n5f4mIsnsueSyS1B7676kDlkvDwPRUN0rHD84tKKFNyasivQBdDT9ymrKl1qHVrjKBu7aQsLdM9hC\n4PjBHmjhjQEoCbIL8JYdpDkIJaFqosTVx7aS5kbDZCbXf4mXpIiiwBizAlXDtCcR5p3AUUDTCz7p\nsASYft9Z4w9BO+3v2fkHo22Bd0AJGtSKPCKW/XRSjcKsNsdNav0BhogEOhvtyBcTTalg852OBF6L\nKcFBz1k2+oyM42y0oMurabYnKPH0M7FgdItTUNIl1QDVxQ1a7TIPWIdmcMXRq1GbDutyVy6phyqG\nZkQ/XfoNndu4bccLgUnrli/YIDW0JWfGoZmBAISe+/vK+b/krFv22yg0M+oFtG24O/qM+x59pyxE\nbYqXouReY5R4ugm42R7rbDQP6ip0AGKA4wePduk39O9d+g09tEu/ofld+g39whjztjHmCWPMncaY\nS9C8qktQFeBT6ADHMrRIRjdUKfsQmiX1jog8IyJ320D07iJyuGhlv8q0vTbkvBljzDpjzBJjzCxj\nzI/GmHHGmFHGmA+MMQOMMS8ZY542xjxkjLnHGHOTMeYKY8yFxpieqC31fOAyyoa/v4oOHo1H28/5\n9vzujt43PdBMrptRNd9DaFbjS+gzYbCIvC4i/xGRx0XknyJyp4hcJyKXish5InK6iJwkIkeISCcR\naS8irUSkYZRVlsG2CxEZaa+NB0VkqYj8JiJ3x+ZfLyITbVt7tog8LSL1YvMvFJHlIuKKyE8iskZE\n3haROnberyKyzH6GxNarKSKPiMjcZDvezt9RRIbYdVeLyCQR6WrnHWvb8KeIyATb7v5SRPaKrd/U\nXvtz7T5NFJFSxX1EcYuITBORXIkVlbDzdxAturDcnptEYYkMUiHz0MigOhCNFDWy1pEVlCWltost\nvxho4vhBTnwkEG2g7JLmM6IGcWvghzTLgFbsKUSVWOUtt7kwFrjJ8YNmsVLOI1HSp6UNY44jQBse\nnSlpaKdE6LkLHD8YBPRw/GCEzQT6Q7CZNw+jQaLnk6YxvQXhEdSucSp6nd0PHACMDz13iYg0q1mv\ncV6ns26ZVLN+4xkT3rx/du6KxcNEZB9jzHQRGYqOZIexbZ4HDDLG5Nr3YvHooYi0RtVun6DKnpWo\nDSbHzj8fzS+6Em2I7w/8R0RWG2NeQcNdu6Gj+XNQeX/bjXBeKo3Qc5c4fjAaOM3xg6HWJvIOeg2e\nREm1qE/Rztdf0GOM1p/h+MFHwHmOH3wat6Vai94zaCfhbODlNLvxLNphvk5E7ipvxNYYM0FEXgYu\nFJGfjTFj0y2bOE7j+MF/UcL8FscP7rRB/5sFoefOc/zgSbSTMJmyyskN2eYSxw/+gSqmbnL84L6k\n7SeDPy16oc+csahNbwowCX3WRyqpM1BFxpsbe2f2YZ+9UeXKK3bSmahK5vtUy1sCpzswfp9Z2/nz\nm6zZDiV2R8fs7j2BKaHn/mj/74qSVpGVL0eK6LXrbw1ndZjf+EM7rRVK7LxYCZXUheg5LFZ0ikgL\n9P3zljHm99j01uiz/g1jTDrV4pGoyuf2eNadtRyeg5Jppay4jh/sCxyaU7P2w6jy6CERyQfGNN1l\n345Nd9n3+jYHOk/88smrtwPv2U7jXKBdwza73dqp583U3a61jxLYG4qHgTdF5HN7Lk62x3qsVWgO\nAYbYnK4j0Xf0fmjRm6/tftdAn/kX2L+XoVln49H3xFpUSdUetRzuhX6fAuQ7fjATVVNNA6Z36Td0\ntm1PpcwiE5HalLYERn/vjX7/tWPLxq2BSaVVKWvgpoT93JWUuBWqBNvRr0VqVVa6fK3WiXlpBztE\nZD2Vz9FKNT83o9ba4nEB6qg4BC2a8ZKIjDbGfIz2xa5Gn+O7AM+gbZGrYuvXtcuchSofB9mf5ehz\nZBf0eT0aJUtBydOOdp3f0PdUcTvefk4OSr6uRUnt4naoxUPANeh9fD9aubODtb3WRuMn7kfJdBd4\nWUR+McZEsRQPoC6X69ABhBb2c6LcwNBOP9Keh7vQwhL7bK7nxdaADCmVQXVgFdpRjyx7y2N/r0HL\nyseVUpFUuymlrVALgeaOH2QlO042X2IJFVfgKxCRylbg2xz4FpWyH0zJKOxXaOPsOGLlpKG4U/k5\nShC8X4kO5QCUOOhDxQHplULoueMcP3gZtTrNDD13dHVst7phR2D+CpxnjPnUTrsQbYAjIm2Bi/LW\n/N62+e6H1ANuPubG/nt/+lDvn/JWL++DvjReQ18+tS0J1QB9IZ0e/6jY31ehSsFzYxkO02Pz7wFu\nNMZEhOIsOyLzN7Tz1RaYZoz5ws7fqJktVcB7wLFohskXoef+Zq/DMy3hWWCzzF5Ds7r2jHX8QMnL\no1Hi6YX4ho0x80TkLeAcEfnUGDObBIwxa0TkMeBeVNlQLiGLqil2R62B1xut5lch7DE8inbI+tpC\nAXMrWm9jIfTczxw/2BvNkvs59NzywpUru80Z1srnoc+FFypYJYNtHDZI+2Dg30An9N65Z0Tfbu3t\n9EfQzuqZwAhjzEa1LNvOcXfgG2PMHBFphw4mPFJOp3QvlJy4G0NRH//TjmjH4D4Axw/2RK1gvv2/\nJtp5GRkbsDnBZLFdeODci24YvG/0HDobHWirSCW1H6rQvDfxXr4AbRMlqwX2Qd8VKasIWnveBajV\ncHJidqSwei2xTjaqMpoCfG6M+cwSUv8AWq+cP31dvWZtfqnVoMkb6GDCg+izsoFkZS2o3bAZkp1z\nf+i5c2I5U4hmijWhpB1XLowxg0XkcuAOVM00FehhjPkyvpwlCwcBgyz5dxSag3kM2nmMCNI89Lrc\nnxIV+SyUoPoeJefWW+VbRFS1JzVRNQ0lq6ZjrX92n3PtNsvk7dnrMWkNjH6nsgYuJX2eVZWtgZsK\ndr9y7c/SDdmG7YAnQ+PLI7Yaoe34+PzsdLsomq1VGQtiShtihgDY6JhojPHt39NF5CqU1P3YGPNE\nbLnZIuKhlS7jpFQOcLmxVV1F5B10oLOFMWYd8JOIjESfAwNEZEdUfdnWGBOpOx8VkZPRZ+xdaLv6\nHWNM1CadmWK/7zHGfGI/M+onnGHXm48SbRGetkqrs4BvRG3Y1wBXGGOigfpf0ecX6PNajDGXRRuQ\nWGEJVA2aQQpkSKkM/jBsx24l+hIHbXg1sfOM4welKvBREizZnNKk1CL0mmxK6iDpeVRs34NKVuDb\nHLA5F5NRC98wOy3X8YMvgeMdP3g7RTWw99AH2WHAF5QDGxj/P+A6xw+C0HOrSy02EG38Xe/4wfzq\n6CxvBOyKNtyLKxoZY5aLyFT77z5o4+fnEX27CYBkZdcAajRsvVuOVYR9gFYGOg14Gx1pX4Hme6XC\nvmhnoEwWh6jsf1fgBRH5b2xWNiWW15eAD+0+DgeGGmOqowLbH0LoudMcP/gB7ShG19wAtOT2sZSc\njzHADKC34wd3RNdu6LnLHD8YAJzr+MGw0HOTJNFA9Jq+SkRuTdVotwqoIagC6rvyQpatAusxtCFx\nu4jcbDsdlTnWPMcP7kU7bP+wweCbM3/pvyhJcJvjB9clwpM3CJZYfh74m+MHv4We+0GFK2WwLaMn\n+r79DCVtfgG+Q4nLecDnqJKqNvoc3NjYFy0AEgWN90DbCUkLWxzdURJ/vFVN9UAzsaJBgZ6o9Wuc\n/f9EtF0SWfly0E7GmNBzZ9tprdDOzwsJO14p2M+7EPiJ2PtGRNqjz8en4s8fEdkHfX8/YoxJt92u\nKOnxz8RntUJVR29au3+p2Whb54bo2WuMuR+43/GDg4G+wP2h567HM4vQTlu0//9AbdYv2/X6iEjT\nGiLDKLFe71tDpFWBDvSUl+WJMeYl9H1WKYSe+xv6Thng+MEO6CDG0ej5Xw18iUYSzELf3fvb+d2B\nAscPfkQJqvHA0Oj4UxBVe6OKi4ioimdU/QLMSSj2I7ImyouaSgKiVSGbUZaw2gG1viarBi6iLFm1\nEFhojFlT2XO2JcKSPqvsT5URU2ulUmWlI7ZaJeaXp9bKo3IZWumIr3VbKqm4hSCZz/obOjiAiJwE\n3Iaqmhqi/bta0aCvXX5tREhZLARmWkIqPq2F/XtvbDs+bulDreZRv/EJ4P9Eozg+AgYaYybFljXE\nKp7H+gl72P3OAu5E34Ft7LZrotcDdrmaqEMiFfYFdrMKyziiwhIZUioNMqRUBtWFFZRWSsUtSElS\nKnpwJHOlIpl1S1KTUvOxD40KMBtVt2ypGAv0cfygdswe8AnaGGtPorJV6Lm/WCIrThCUh0/Q47/U\nhib/4ReqJRefQElBz3aWNyjgczOiPko4HYCq1TBFhXR0L+/UvMPBfwGe6tJv6GMj+nZ7B7XsvQ2c\ni9ow0inUygukrm9/X0LZ0t+FAMaY8VYVcDKqcHtbRD40xpxV1YPbCBgM3On4QYfQc38OPXem4wdj\ngV6OH4wMPbfIXhevop2ffSlttRmMdm76kOhoGQ0pfxpVNXSmbJWpCP9DOyM3iciN5Y16WnXVfcC/\n0Myqf1e2MWnJ4rtRhcg9jh/cVh1k0IbAkmRRgPvVjh88VE338FDbwb3c8YNFoecmqyNm8CeAvQaO\nAZ5Dyc+9gX/GVFL/Qjt7ZwDDjDEbpKCoIs5Aye1J1v52LPBCuvvdVrw7BHjSPoOi/Kl77Px26LE8\naudnoyTVmNBz59nNHIu2Ne6NtptVJOe2W9ig+TXv7/0tXrn7e6T9vGKbne0g9UGJsuJOh+3gXILm\nRH2W5njqova8j5P2PJT8WkFCYWUtfX+x6/ySmFcTzRn6HiV3Uu3//kC/0HPXRxNz4LV60Plp9AL5\nDLgSOq/RbKyT056NPwirTn3D8YM30eiFiKDqjFrTxqADIU+gncT9UfvfWVhlmuMHkdXv+9Bzp6Dq\nMaAMUbUbSnJViaiKww5CRcRSmaIpMWtg0h6YzhqYSmG1EFi0rSt9EmqtDRoMsiRhXUqTV+VZEBug\n30d8frr+sBGRypJYKYktm7u2rSJ5bAbIsvlJ76NWuzvQ7/ZodNCtJhRXNE21fspt2r/LtONjWA1g\njHlBRIaj/aAu6EDlDcaYpyt5TLeglsJr0SiFNWh7rKadX1Ehmvqo/e88ylbY/MOxKtsyMqRUBtWF\nFZSMDi1HpdcRSpFSVs2zBlVKxRGpplqSOg9qPnCCiEgFnc1ZQCMRaWQ0MHVLw9eo5P4ASkimieh5\nOp7U5dYHo2HFu4eeW2bkLg7bCH8elcGfhIZd/mFYufw/UcvHHTaDZ0tqME1HX1aHUmLZawJ0QPOP\nxqPPvJbGmPgI/AzHD0ah3vB7OnS9+Kefh79woYjsiYaw3lHOZ04ELhCR7KRayhizyFpJdzXGpM1k\nMcasxo4Yi8hA1BvfOJ5HspnwNTrqdTp6LYHu5yNoblZ0Dr9BFQMXOH4wIaaWynP84CXgZscPOoWJ\niofGmEki8jHQR0TGprpXrW33X2hH+VxK8mZSwhgzS0SeQHOZpqKZbJWCtcreg2YF3OH4wT2b6/q2\ndsnH0VHGyVThOCrAC2gn6VZrVfy1ohUy2ObQA+3of4iOBs9EB0ruQlVSn6GN6RpYVdHGhO28HAA8\nahWPp6GdunRENaiSdSUwyv7fA33vfxf7fzGq+ALlWFpgCShLUp0NfBVV5XP8oE2zVbV7df+qXfYe\nc5vUSffBVmHVG/g2YbM7EG339Eu8C45Hc1FuKafdcgZqgUra8/ZACaTH4uSRxbnod5Qql6872r76\nR5LQtgTYpcDY0HMjFRn23dP1aTQ88niU+bkasu+FriKymlieooUxxjSkmmD3dSYw0w527EIJQXUy\n2rYcjX6v76OKiY6UkFRXA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80xdv/fAb4tMOavdr8Gtdj9kH7NOxx8xqoFM+rOH/9JnUU/\nfdlu/aplvU1hwenADBH5BLW9rGQTEJtx2BzO74DvbLzA/ihBdSZwvuMHMyghqBbatso4+4PjB81Q\nBVVEUPUC1jta+fh7+zMrnVLVbq8iomo/9DuMiKoZlKipNgpRFYft0C+ipKhQKaSwBkbEVVT0JW4N\nXE3pSoFx0ipjDdxKYSsFRsRmlWHVWnUoX5WVitiKE19p1VoikktZQqsu0NV1XTp10hpbnTp1whiT\nPWjQoFRt9C2uT5iBIkNKZVBdiB5gjdFQtwJKRl0ipVQ8VyoK9IwTVaAvtSw7PdWLcz5qA6oIs9GH\nWxM2MLhwE2AsqmJqg60WZwmAiWhWQhlSKvTcpTY74TTHD4ZWsgEzGm2sX+r4wTXV2egJPXeV4wc+\nSkzd4PjBfZsrGHpjYfnMSS1BFVJxHLtH8Z/tSV0xcVvCYLTjeiia2WEcPxiAVtbbLfTcaQCh585w\n/GA0cK7jB58mRpnfQcnUC1HrahJvozm7V4rIHanIZKuqegINmL9SRB6oBOn8Hqq+vE5EZtmqLJWC\nPc7H0efIXY4f3Bbaal2bAS+hx3GrzZcqZTOx5FsjY0yPqmw09NwPHD/YHn0+LAw99+uqrC8iI4Hx\nxph4ZsMYoFWGkNpi0AVt9L+L2s+WovkWt6Lv38+Ay9CKQhvdqmpDgbt3otOvO7NzuxM4IQslW1IW\nO7DYB+3gewAf7zvvjBV181bn5xRF5IeDdoYGAzh+sBeq5LzX3seCZgpNCPu6M4F9vui4ICgSLjts\nasuJdfNyhqX7YKuYPA0YlAgWPxe1MceJKkFtv7NIU/nW7stFKLGfDA8/FyUt3kis08jOG558Bjl+\n0HTt0vkXm8ICWb1o1tvJz2vQst25S2dMaDCibzdf+hK3A9YC2RU40hQVFqxdNn82FIcJL6NkgDFq\nm1wpIm83bLXr3Q1b7bpHuyO7Zy2Y9HnOvPEf1Vu37LcORYX5O6LnfAbQw+YEVib/slph3ztfA19b\nK+RBKEF1Dlr8ZRolBNWS6PjQDMWP7PezMyUk1QWo2nyZo4U+IqtfuW3LcoiqXSmx/e1PeqLqF2Du\nprD+QXHVwNmUFAsqRswamLQEbo8eSylrYKJqYJK0ylgDt1HY73Wt/VlSweIpYaNaKms3rId1xey0\nU2lzTLt27aI/i9voxphRqG03gy0QGVIqg+pC1HhpFHruHMcPlmOVUjaHJpfUpFQzSpNSUQNme9KT\nUl0qoYCKXqo7suWSUhPQ/IFDsaSUxUi08lezMFaNJ4b3UNLqMLTzVy5iYdOPotlA1RpMbr/vR1A7\nwHmksV9txZgOatmLlFIAo0pqKf3hqmhbOkLPneb4wQ+oUiHKMRmNdnB7oZlQEV5HS+92IXat2efA\nK8A1jh+8n1T7GGPyrI3PR0dlP061L9aW9zRqOzoOvV/SwhJZj6PX/50ickMlgtKLEWoFr/uA+4F7\nHD+4Kc19uVFh9+NBVIl2neMH91YjAdwffebe4mjw+fQ/sjE7Sr7JO6MZlIW1fJ2Bkh/Z2Mp0I/p2\na4u+e/6NDgJ1AV5Lp+ypZhwCtOpL36+LKKo7kpHHoJlM5SkAu6NEz4Qv9lhQf9KByw5tvKbWiNA7\nZok9xu7ApzEVZi+7fESyHoJWQLodtVblPNVt8s5LG66fVC835xoM5Sk7zgHWE1P/iEgb9H36ijEm\nThAfAexB+Tl2B6PkzT3xLDebMXUympGVVCpE+eOp3q8XZdWolUsKBYDjB3vl1Kq7a43a9abmr1sV\n2cmKcfgVj7cHuq1ZMucnU1RUbq6cfd58am3tV9Vu1Pzsdkf1aLLDwV1l4Y9f5Pz6+TsN1y6ZWxe1\n3FyGVkydjKomv9gcli+rQvsC+MKq6Q5GCarewF8dP5iCElRjIpLJHucM+/OuJbb2pMTqdzyAo1WU\nI6vf5NBz11dif9ah6uJi1W2CqNqN1ETVNLQtskmJqggJa+DPyflprIEtSW8NXESaPKuMNfDPDdt+\nqLRay4abnz1r1qxipRTAzJkzoz+3+Tb6toIMKZVBdSEaEY+qE/xOiX0PdGQ2HSkVR9SRaZHmc+YD\nNdDKfeV1ehaghM9OaINhi0Oo5azHox2DeKWjL4Ar0A53meo1oef+YiXl3akEKRVb5yNUxv5ZZcI8\nq4LQc792/OBVoLfjB7M2V/7OxoAx5uca2TL8yv50NobsY/dQQuqqlyjMyeLD/MJt17qXwHvAHZEy\nKtSKkANQkqlt6LlzoJikHIlmenyUaKh/jKr2LnH84JYkqWKM+V5EPkXtduPSKW2MMWOsQudyEZls\njCk3P8FWQ7kPJaauEZGHqzJSG3ruWscP/oEGg/ez+74pLE7J/VjcfPdDJqxZPPvOdb8vvkv6Fq1C\nO0XjUQWaiZVnP94Y85mI7IMGWR+Ojl4ORKuErYFihVVjyc6ZmJWdc4opKjot597s1wrz1l1akQXD\nrnsscIyIXGc/d2f7MxJobCssXmj34S+oqrItSlheiFqV7kHfHa8A10Xfja1GdB9KCjRGQ9lvs6Od\nGVQOx6Hv2XdQq9kqIEQrlf6GklVXoDaIoak3Ue04A5jSne6tBjJwAZoF9I90C1uy5mDg8dBzzb+/\nndh7de38WjsvahDloB2LHuNAu3x7tCP8cEwldQ5KHEymL1f90mrFyqUN13cCnjh2cuu0nWD72V2A\n/omcxwvQAa9iy6u9Xvug+Uop2x02cPsiNAvpu8TsPmhb6f3EOu1QAuyFJFnl+MGewPH1tmv9DEqW\nnIjmPUaE5BV1mrScmv/jqgOBxXFrps3J6gd8kbtiSQdi1aXKQ+i5K4H7HD8YAdySU6vu3m32P0kW\n/zS2eVFB3pr6LXbKXfbrRIry12eh6rZO6LP6K5Sg+r6qhSeqAzYL6nPgc8cP6qJtr6OBv6JK0cl2\n/hfx82yJrcjC19/xg8YosRlZBLsDBY4f/EhJaPr0yg4apCGq6lLa+ncAcKqdvT6mqJqOElZzw81Y\nrKIK1sA4YVWeNTBV+HpUNbBMzlcGf14YY37Ozs4eHgRBZ2NMdrt27Zg5cyYffPBBYVZW1oeFhYV/\nljb6Vo8MKZVBdWE1WtI+atQsp/TIyDJ0FAUozjpahZJLxKbnO36wDH1hpUKUN9GackgpY0yRiMxF\nlVJbMr5CO/WNokaQVZR8BZzg+MHANA2bwaidaPcq5Mu8gpaZPpeNE2o8AB2Jvs7xg/mh587YCJ+x\nWVBQxHlr1vN67/8rqb5Xu179sQVFq8/bnPu1iTEWbRx2R8kZUOLhPFSVELfevIF2FF3UMgRoMK2j\nJb3/iTbmS1Xps3gB7YD+FSUy0uE51NJznYjcVRHJZHOrHkctS1OpYmB46LnLHD/oix77XY4f9E3k\n4W10iMj2gN9yryPf3v8v97SY+83wJ2d/+V4btMzyjmhe0EXoCPsyEamL5nCNQTvpLdHz+yR6fiOc\naAoL1jXacc/jt9/n2H5Th//37KycGgtQVUl5uBbogJJFnv3cxSgplfw+6gJXoyRUQ1R1Mgh9V5yM\ndsDeRRV4UTj006hl8SyUQDkDGGbDmf+QmuvPAEerk/VE3zPr0M7fKyP6dtsBVdo+hnYUTwL6V0VB\nuKGwo9p7HsIhTwNX/pN/1kQVTd+Ws9rp6EDXKMcPZK9mTc5qvbzuvGuG7DPOEk5nAmMjYhx9Hv2G\nXkug13574E4EAQ565fifa6PPs3KVliiRugz4IHYMe2DzoBLVQruhbZq0BBv6HbRFs6SK7xFHqxYf\nihJp8YypyA44n4TK2X6/lwPTajVoOgwtQf6QLVU+ZrcufXqZoqIjWux15Hkzx7w7GHhPRO5Gldnt\nmuy09z17nn71inrN2jyHksVVQui53zh+cCFwYf7aVRcs+eXbDu1P6D2n3ZFn1Fi14Nf8mWPeLVw0\n5ctGhXm569Hnwp6oRft3O/jwiTHm16p+bnUg1EIxI4GRlpw7HH0nXQ5cbmMUPgO+Sg7ihZ77O0rm\njrLfzw6UVPU7CyUsV8Wsft+Hnlsl5ajdv/KIqt1IT1TFrX9bRFXVSlgDG1BWZdUSvc+aU2K5iqyB\n6UirZRlr4J8PRUVF5+Xn578+aNCgePW9D4uKiv5MbfStHhlSKoNqgR2NXEFppdTOsUVKkVIWSyir\nlAJ9saQjpRahGQ6tqVgBNYstn5QaZ38fRGm70ieoemBnVEKexNdoo7s72hCtEKHnLnf84C3gAscP\nhsUa8NWCWP7Og8Cdjlbk26CwxC0NtqTsySKyGyLtD+5zf/cm7fYuQlUHfwpYQmkIqnLqH3ruEmsp\ne9dOez20ValCz11gR9F7Ohpsvja2nYmOH4wFLnL84KsksWOM+d0qcK4SkY+NMZNS7Y8xZo2I/Bsl\nuCpVlc4YM9p2ivuIyC/GmB8qWidxDuY5ftDPfuYNjh88tIkb/a2A7N/n/HRX/eZtr+h48qVndjz5\n0mtCz10rIuuAmnHVmIj0AWoBF9hOwRQRuQp4X0RujS27HuizdMaE9Y4fXJa7csnAmZ+/c73jB3eV\nZxOxKqg8tCpO/HNTLZ4DXG6MmWmXeQft8LcwxqwDfrLqt+OBASKyI0qwtY2FSD8qIiejipK7qnbq\n/pQ4HM0sfBTogRJTHwA3oO+PT4Fr0Pf1B6k3Ue04A/htFKMKpzCl9mQmtwb+la4j6Wjw94nAgNBz\n80+554P98rOLdt1/erOX7CKHoCTPk3b5tmhH9kn7zIpUUlNQ8nTnGS1Xtv1hx+U5wP/ZgOyUcPxg\nN3Qg5/HoOWU70H9F38ufRsva0POzgQ+MMSnfrY4f1EKv+c9Cz/0lNl3QzKKpqFInjsOwSrIU+9oV\nHQi6MfRcg2f6WULqH0DrWWMGFTZq23H4tA9fmiLP33g0+m4eCDSQ7BqLa9RraIDrQ89dJn1LNmqf\nkU0oPbCYElbl82yjNru1oMgc3OaAzouAnAbb71y4z5k31lm/annBzDHvrpr7bdi8cP3aGihZsgK9\nz7uLyEy0vTPKGLNZohas6vVD4EOb3RURVFcDVzh+8D36vYwNy1ZFNsAc+zPEqtM6ogTVfsBVgDh+\nMJ8SVeuksHLVk5P7WR5RtRvlK6q2OKIqgr33V9qfqlgD25CxBmZAoo2u98EvGYXU1ocMKZVBdWIl\nJS+H5ejLMcIy9KUZR5VJKWNMgYgsoHIV+GYDh26pFfgAQs9d4fjBT2jDM05KfY823E4gBSllCaDB\n6IheiyqMwg1BA2Evdfzg7uoOJbcKuHvREfjbHD/wymv0b22wFTym2RyKJ9DG3yatMrSZ8SGabXIq\nmkMEMALtjJ2JKlsivIUqME4D3kxs50XgGZRULRPMa7d5IhpmfnU6ub4xZqKIvAdcKCLjjTFlRmFT\n4H/os+hWEbmuqh2h0HN/crTq5J0oGfef6r6PysEE4OP1K5dO+Khfj5E7H91z+9b7n3SH4wfpFE0d\ngQkJBcwYNJB2d0rKRk8wxqwHCD131s4j+j9UVFTw1vJZP9zq+NxfTce3NiKkLBYCMy0hFZ8WWbf3\nRkfHf5bSLFdNNjBA9c8ES3T0Qm1iS9Dn/lsj+nZrhXa6H0NJzuOB5xOKn40CEWmBVv57rja18+7n\n/jX55Eeqk3SIRr6HAdRfV+OC1svqFRw3qfWQ2DH+EHpulPLXCz3eT+z/+6HXet/Qcw19OfiDg2a3\nWF07/ysqVkldgJIN8eUOR+8rL9GuOB9VB5YKKE/gNFQl+Epi+vFonlApS7PjBzVQAuzb0HO/ia9g\nyZMLgA9DW2gCwBhzP3C/4wd3oirGv9vpi1AyF5uR9ATaZhts5/cRkaY1RIZRcs73rSHSqgDOs52+\ntFgxb1o/xw8eQN8F56ABxdm1GjTJ3b3rxQ3bn/gXmfP1B7NnjHqrQUHu6vZo++wrez56owMF49Hv\n7avoebSpYQfShgPDHT9ogl6vRwPXA/mOH3yLElRfWztgcv0CSoijV60KqxOqpDoQVQ8XOX4wlRKr\n388bmhGVhqiqR2nr34GUEFW5jh/8ihJU0+zveVsaURVHJayBtSipGlhZa2AqpVXGGriVI2qjb+79\nyGDDkFXxIhlkUGn8jjYwwNr3bKMRbKZU7H/QDlEp+55FvGOSCvOpHCk1C7WMJBVaWxq+Bva3DUUA\nbANlFHCszaBIhU/QHJBT08wvg1Cr0ryANpAO2uA9Lv8zlqBKko7A3zbGZ2xuhFr9aChwnuMHTStY\nfJuBbYSHgGNDY7GZUe8BJ8XPRei5S1H1xRmOHzRIbGc+ev562YZ/KdjO3tNow/LMCnbrZbRReaOt\n2lIubAP3IbQDeWtl1kki9NyxKKl2KqpA2SQwxhQZY7oAXYsK8sbPHD2w6ZfPXHPdop/G/r06P2fm\n6IE/YUxRzbqNjkc70tWBZGPfpJkWtUvqo1VcD0DzW6KfPVDbYAblYz+U6BiAkr/56D13DiUqqXPR\nd3O4ifbpNPSd9bEgP7zCKwZ4L112mSVlugGf2AGcnVfUz9ttftM11+cUZU1Ew8J3x2YvOlpF8ljg\nXavijCru/YxVVn/RcUHr73dZIiaLN8sjAhw/2Bc9h69Ey9lnxYXAd/HMKKvq6wq8mS4Hzyq+egLD\nIkWpnV4LJZfGxIi1CKejbaQXUmyyt/39corPOhgd6PpPGkVOL7Tj/lScBMuB1+pB51dRxuhVoB50\nztHiFRUi9Ny80HNfQRVG41FVew6Qk12j1u/tjjyj+fG3v96801m3Ta5Zr9FKNKtrb/Q98TJKHtwE\nvCIi14rIPglCepMi9NzloecODT33VpTQexnNRr0ZeM3xg1sdPzgi3nZLsY3Voed+EXru06HnXooG\nwD+LtpFPQ99Frzt+cJfjB67jB20S7eQN2e81oedOCj13UOi5D4ee+zf0vr8D/S4Xo0TVDeh77C3H\nDx5y/OBSxw+Od/ygrbWGbhUwxqw3xswxxowzxrxvjPmvMeZeY0xkFz8fuBE91wNRIq4uSjBfhioL\nnwUGikh/EXlARK4XkXNF5AQR2UtEttuc12IGGfwZkFFKZVCdWElJmPnv6PVVH7U4LUMbHHXQsF3Q\nxnAqwmghsJ3jBzlpVDbz0RdqRYhUEzuxZY+sj0UbuvtSYucDHZ09zU5PBqISem6u4wfDAdfxgzeq\nIAf/Gm2gX+L4wfiNoWQKPXeK4wfPoHlZv4aeu6msIZsSr6H5GH3YgDyOrRjvo53czpQE8n6Akkfd\nsSG7FgNQhUYPVKEUx5voKOZfsNabOIwxs0RkEHCWiHxmjJmfXMYulycij6AWpXMpq0JItc5yEXkA\nrah3EfDfitZJIvTc4Y6Wir/I8YNloedWpLqoNhhjvgS+FBE/GxavmDPliloNmv64ftWyJIE9BVWR\n1Ykpko5C8//iWXT7ikitmDrhcGB1veY7vAZc7PjBwtBzv0qzO3lsnBLL4+12WxpjKlXQIYNS6IWO\nGM9ArY6DR/Tt1hy1tj2O5uAcDTyzKdQBIlIPfRYMMcbkish5qG20PELsGNRGNsT+fwaw5OcdVgQY\nCvDpCcykJI+qB9reGGH/3wclMftF5Mt9vcY3zq9RNIaY9S4JSwpciN4j8eveQdVl9ydWuRglxsur\nbHsWmrn2VmJ6dzT2oNTz0RL8ZwNB0mpvbYVdgOdSBJ/XQnORxgNRQYjxxpgb7Py2KDn2Tui5xcpS\na9nr+jQlZf7OB56D7M+hq1WYJBWTxhjTMDGN0HNnOH5woz2289DiNA30c7Jmbr/3Ue223/uoOivm\nTftqwpv3rctdsbgLqoD8HFVu7YS+G04CFttj+MQYMy/5WZsKdrBtMDDY8YOW6L1zNJq7l2st6Z8D\n39nBv3Tb+Q0lhYfZAcf2KPm5P5odlg0sspbB8cCEZKbVBu7/GtS+WmyHt4qqqOpfe3SgMhqEyE1h\n/duiFVWpUAVrYDKAvTX6ncQHzTLWwAwy2IjIkFIZVCfiOVKR1LsxJaQUKGkVkSeLgQaOH9QKS1fo\nWog23pqjL+8k5gOniEh2BRVcFqGN3h0pP0R1c2MuepyHUJqUmm7nHU8KUspiKNpQ70wlg5ut9e+/\nKBGw0exnoed+6PjBzsBljh/MCT03ZTbQ1orQc9c4fvAScK3jB2HouZMrWmdbQOi5Sxw/GA2c5vhB\nEHpukT0XgZ02IGpEW3XDEKC74wdDQs9dHtvOascP3kCtpENDz00VePsm2vC/QkSSdpliGGNmiMjr\nwF9E5BtjTFJxkGqdKSLyAnCZiEw1xiSzXCqD19EG7bWOHywPPXejVvoUkUNQW+MI9Pl2WGH++rq1\nGjab3LzjYbvN/WbYdrZzuRS1/76GZtP9T0T+gSpQnwBeTlQsrAm8ICL/RJ/h96DPh/+hnfCbHT+4\nLW4TimEmapPeCS14ET3r/9CosjFmmv1OXxaRm9AOWgu0szrBGDPsj2x/W4bjBx1RQuY+VG1jUGLn\nSrQD9Smq9lgEfLSpdgttcw61BFVXIDDGpBxMscRQd+CbUCt6NkNJqv5WBdUOHZz6l32nNUXfg6/H\n2hPnoO/RbwCedicft2ubhpc0Wlvz1n6vHlxe2+EI1OJ7R0Rm2aIB56LkyMxoQRE5EFXz3ZeO3HP8\noAVq23ozTiJZlWhPYKglK+LojarbStkB7Xm5HFWCD0/xcWehHem7Qs818awou+7VaBtrQGK9XUFP\ncBz7URxydTXl2yxLwarLBjp+8KVdtxPa5tsJVct936jNbnsdc2P/uutXLx857oXblq5dOu84tFrk\nFFSVtNz+76KDE1NRhfjnxpjNlucYeu5CVJ33jqPVGY9C31PHAmscLVTzOUoopR30s+doqv15y/GD\nOqhyLApN7wIYxw+mU2L1m1Ie6VXF41iD2nsnRtMSRNVuaNGRJFE1Db2vtkqiKo6ENbBMG7WK1sA1\nlA5dj5NWGWtgNcAWauhujNl/c+9LBtWPrUaemcFWgWTQOZSMMsRJqQiReimZKxX5xsurwJdDautf\nMWwHdjZbeNi5bfR+BRwSl23b6SOBwyOrVIp1l6IVYk4rx+aXar1ZqLrlHJtNsbHwApp1cLsdXdzW\n8DHaoPxbVc7/NoD30IbZIYlpQlm717to56pXiu0MA+ahqr0yJIZV7vwfqhY8roJ9Goh+F9fb8tOV\nwVD0/rlGRNpWcp1i2Hv0GbSzcKfjB7tWdRtVxEq03xigx9oPuGHHQ7tdsfPRPWfUa9a2AO2ALwKO\nsOooB33ufo3md32IdhLj+BjtaHyGdoIHo8HKBlUB/gp4jh+0EJEOIhIFigI8giqvfrSfG53H6sih\nugjtnD4C/IReSweRooJTBqXQC81CmoQOPAwb0bdbU5RseQt9Jx4BvJHOOledsLa3U4FPbTZRV1Q9\n8345q3VCQ7wH2/9PA3IpUUH1RK+3iEw+Ax2E+gDA8YO9UWLujYhY+r1e3t0N1tVYcdL3bZJqpWLY\n53hvNMcp3kntgSq9X40dVzaqkppMaUVVEr3Rezc5cHQ++mwstT+OH7RHyedXbQh3HCehWVHPJu2H\nVgXVA1VBpRrQc1Dl2FNh2cqh06FsOdS5JX+ONsbMSP6k+IxSsFbtO1CSuw76HS5DCcVlwKha9Zsc\ndtS1z/U86e7B3zZs3f4J9Jzcilr5fkNzsR5A25iXoUT1HSJy2IbYr6sToefOCz33rdBzrwKuQK/p\njiix/7LjB1c5frBvZdoHoeeuCz13XOi5z4eeewWqwn4CbfN2RmMR3nD84B7HD7o7ftDuj1r9UuzD\nmtBzJ1rr30Oh516Gkrt3ou+Gpeh7P279e8Dx/5+9846yosq6+O90AyKomLMDZjGgyBgwJyilUATF\ngIpp9FNnjGOcsVAps45ZR0UEs4IKIqUUBgygIpgDYkAxgIoiCErsvt8f+z66+vE6QXcTpvdaLKDe\nq/iqbt2zzz77JH9bFkv/qkI1SwPPQ6WBT6L3aDNUPnsqug9ypYH9M6WBPRpKAxcZNZpbmFmpmdWW\nDUFum1+b2Vm1uc0GNCilGlC7mI6UT0WUV0pBGSmVLdfLkVJrocA0u9xROSkFktf+WMF3cvgWZeaW\ndryNJtWbUd6k7xU0oW1PxaaszyA11a7IxLi6eARl9o4D7qjZ4VYPaRSWBHFyHSqtujSIkwsKmYMu\nq/AZ+lw77U5UHmQtN0ij8PMgTj5FSoa3/LLffTnpwUGcDMqVk3oV1dPA0X75lMx25gdxcj/QC010\nR+fvyzn3jpmNBE72KqiCGXLnXImZ3YQm8SdT3nS9IJxzzsxuR6THv83svIqUG5Vci/n+Hr8auDyI\nk/N9Jr3W4Zz7DDio0GdBnFy5+5l3xUgh8XhmnU9QIFvVtq+gQCv7NArnBnFy5ezp7/K/SAAAIABJ\nREFUv9z+wWNXjiFD8hc3ajQMmSDvnrfat2RK+pxzD5BXnlRof865E/P+X+K/s9BxNaAwgjhpiZ6l\nW5AfUzFSw56GsvavIJLgByopYatl7IGST4PNrDEimEZU0WTgUKTC+9CrNw5EpWyzfIJjL+Be/45Z\nGT0Xz6Rl3dGORGTq2wCP7fVll1+2mN16459XvmKvj9evTLFwAOrqdX1ugZmtgd7PzzjnslYAASqD\nrKx74CaIUL8z++7zv1NH4L4s8eRJhlPRM5TmbWslVFb4ShqFn+R9Zoi8mYL32MqgqHHT5rc6507D\nlc4umTfnMCL3sT+3Fuj9dQhm7njnbCKaFLzKgpaMDivaxsy+ROXZqyIi/h+ou+ejwJkVEZyeFBwW\nxMlYf4w7o1Kqpoh8exP4qai4UYddT7ulA/D8e4/GA6Z8Nnoffyg9EHHeD43veyGVyr+BGWb2GlJQ\nfbEkm9r4MstHgjh5FClOcyV+ATA9iJNRiET9JK1G8whfMvgi8KL/fTemrNSvJ3rPTQ3i5APKSv1q\nvYNhFYqqnJn6zkiVCVJU5ZRU2dK/pbLh0KIirzRwIRVxBaWB61C90sBySqvlqTTQzBo3qMYaUAjL\nDZvdgKUC05BSYmWUDZuDH3S9nP4PqqGU8nLnX6jY7HwKMsCtrtn5RstAFmIcKnPcNbswVVe9j9EE\nrCDSKPwKZcQPrckOfYnVo0BHP3GuE/j9xOilfF5tZ/aWNHxJUwocU8eqs6UNzwDbeH+THAajICWf\nOBmCnv+jCmxnLCpNOClQO+1C6IOUFcdXdkDOuclInXegme1U5RlondnII2Y14OxFGSt8sHkFMAvo\n7U2N6xVpFH6Ayh17BHHSppa3Pe3NO8/YcN7MKRudfcMd3DNiDGffcAdNmzXrUFRcXC0T5AbUGw5H\n78jRiPxJh/fq3IIyldSmqCTnsSrK32sF/nnqiszBJyKCZnWkeisIr/j5KzDYB7L5yqqu6H35gv9/\nLgv+jF+/NQren0ij0GEUfbfWzH81nVc86fcV595TyX6bIALktTQKsyqgY9B85qnMeTX3y192zn1V\nySU4EQmOXiiw/EcW8D4LsCdSM/XJV0L5Y1uBss6nWeyDlGH/LaCCOn6NTdu23umka54varzC+UAv\nM9vff/YksMaWB516TbueV77mioq//zdino8DWGnVeUWNmljjps0fKypu3AeV+u6P1EB7ozG9G3BZ\nJdcAWECyXIkIv3XQffCq31Yn9B4dBBzQtkfUq2PvoTNa7XH42f4Yd0Oq2XPR9TwPlaOmaN70H+C/\nZnaE7/K4xJBGoUujcEIahQ8gn6jzEGm2M3rX9Pem4ltVdz6U2ebTaRRG6LpHiFhu6ffxQBAndwRx\ncnIQJ+28v1idIKOoeroCRdVv6Hz/iX63ARlF1T5BnGy4vM0F8+GcK3HO/eyc+8g594Jz7mHn3H+c\ncxc453qisfoMpHjuh+ZC81Bp4FHIr+wW4HEze9zMbjWzS8zsJDPrZGbtzGwDM6vQaL8qmNkIv93r\nzOxXM5vsS+Ryn7cws/vM7Gczm25mL5pZm8zn/czs6bxt3ux94LL7uN0vn4IvOzazjczsGTOb4bf9\nRP6za2YXm9mP/vP7yJRL+s//ambDzWyKmU0zs1fMrG3m86+RyGGwV0xN8Ms3MbPBftszzOztzJhY\n5TVDz9zNfpslZtbMH2O3vO8eamYzzay5mbX03z/SzEaZ2Swz+8jM9spbZ1sze84f149m9qBPjCz3\naCClGlCbyHklrOonktMoU0qB1FLZ7lzz/Dr55Xug7MC6hXbinCtFk7nqkFLfokGs0lK/JQ0/+RxL\n+XKoHEYA2weVd3kbDGzlvURqgufRBO+UupwgeEPVG9Hk8ei62s8SxIOo09AJS/g46hNvoec0lx3N\nBR0vIQ+pbDfJ2cjD5IAgTtbLbsSPFfch76Kw0I68ouIBIDCzras4rhQ9S2eZWbXIIW+gewsKfLpW\nZ52FdiqvmMuA5kCvugwIKsHjKJt9QVCgq2FN4SeNM8xs5rzZf+4zb85su+eyizg73Id7L7+YI8+8\noLi0pOTATClfA5YgAnWf2wsF9gEql3oaBTg/oXfJMai0b1E81BYF26H29IM8QdUNGO2c+76SdQ5B\nQe1rnqg+BKmDpnrivwPwbBqFc4I4aYZKA4elUZjrfHckOsc3AIbuNPH4yav92XLFuY3+c+kT7Srz\nvzkYWRBkS/RaIvXUY3lqhSMRQbRQ97scgjjZAZFjD2QJpiBO2qLytf5ZzyE/ZpwIjPYkc3ZbrZDy\n7dF8NYxXUJ0MjEyj8L3842jUtPnX2x91yZxV1t/sprl/TO+Dxsf9zWx34K+7/f3Os1q2P2SPNTbd\n/pGSkvkboWTercAW8+fOubFpi7X+XKt1+0bFKzQ7DuxA9K470Tk3znu79QKqVcriyZXXUTA+BhFb\nOdXeIYjwuh/dtwdu0fGEmzr2HrpCu+Pjs4GbUfKgN1LCbo3GvJOQmf94VLra18yuNrMDTF5gSwz+\nfL9Io/B+f5wXIkX7HsANQN8gTk4M4mSzmszBUnU6fD+Nwn5pFJ6NGobciFRJe6KysceDOLkqiJPu\nNd3+oiCPqLrOE1VHo9/mcRYmqp4I4uSaDFG12J0HlyVUUBp4lS8NPBKR0OcB1yFi9nMKlwY+6UsD\nr8uUBu7vSwPXrEairSfyg9wZ3Z8LkdbofbIj8rd9ycxWLbSh7OkV2MccNMc6zR/TEBQj7onG2E3Q\nfQKAmR2B5lQXoyTFZDRuZLEy0N9vdxd0jZ7zSQNQAibXuGJd/39QE64EVZnsgGKhIWa2YRXnBXqH\nfY9I4XWB9bzC/nE0fmdxAjAg791xPXr2d0Aq0WfNbDV/zi3QHPoddL0DJNCosOR8eUJD+V4DahM5\nUiqnFvmN8vLUcqSUxxQqJqU2qGRfk6i+UgrEav9c2ReXAowG9g3iZJ288p9RqPRibyo2JR+DrkkX\n5L1SLfjSo/uQymM3alb+VyOkUTg6iJOHgeOCOPkmjcI36mpf9Y00CmcEcfIQcEYQJ8PSKBxf5UrL\nONIoLA3i5BnUna2/J6RAaoKOKHDMdqN6Hr3Me5DXrTCNwolBnKSoxO/ltHC3oWFIMfh3Mzu7olKR\nTEneHf6711anpMM596aZPQmcYGZfOuc+rGqdfKRRODmIkytQKd9FQZxcVUDtUGfwv8mNqMTl/CBO\noqpMaPNL5vIwCfl57Q3cf9n9j7Pa2mW5gqKiIvpd3QsWLjtuwJJBrvvcKyjoe3F4r87Ngd3RPbEF\nKhu51id36gO5MrwPgJ3XZu3tNmfz+yv6sied9kMqp3lBnOwPrN5sdqPcu+8QRIrkxpZOiBwa5Nff\nHBE+N3iVVNPxh047p1GpTRi19Y/lTMPz9rsSIjTSPD+mE1ASbIGxvpmthwisJyoqQfTB9YlIBT06\ns7wIkROfoIAki64oSOtbYFv/h8ibQiXixyEFU5+FPrGiotVbbdcUBTk5InIyCnS2B1Z+8+6zvzQz\nK50/r6P14iaUyJvlmw3M+XPqpC92P+vuSZM33m7fcc/etWrJ3NnzwF1qZjc656b781jJzDZyzn23\n0DEUgCcQbwri5FVUBrg5Sq5tiDzvxiEPpTbAIWts2rZzx95Dh8z9c8alr1x7dEt0/c9AwW6KTPNv\nNrP/IruD/RBRdrqZvYmUSu/X432/EHwCZhwwzs+7tkYB+f7o2Z0cxMnr6HeaWJNyN58UeRV41d8v\nG1JW6ncEuk4zMqV+73slfp3Cl6Z+4P8AC561bOnfLpQlt2YVKP2btLyV/lUFP2eZ4f8UKg0sQmRR\n1nx9HZTcyy8NnG9mhczXf0Ll3R8652L/3a/M7B+ItJ6NyKC1M+V2F5pZV6TyqknX4i+ccxdnjr8D\nsA3QKtdZ2cx6Ap+YWTvn3DvA2UAf51x/v1pkZgeg8T53ncrZmpjZaYjQ2xt4zjn3i+fkpjvnfs6s\nV64cFbjMq5wOQV5pFcKpe3MJMDO7TXQ9RpnZOs65n8xsLfR+yq90ud05N9gf7+lICXwyIpX/gVTF\nUeac/gZ8a2abOee+rOzYlnU0KKUaUJvIJ6UKKaXyJYi/UpiU+pmKPaWg+qTUr6jb37LgK/UuKkss\np5by9fyjEaNfEP6F/Qywe6BOP9VGGoXvIlLrpKy6pY4wEBiJyvg2rurLyxhSZBZ72vJk9FkFXkTZ\nr865BT6gew04LFuO50tKHgf29n4q+XgEvZMKKul8MHEnmmxXqmbygeIdiGit8LkpgIdRKeyFZlZo\nXKoSvpzzWpTlOr2+M79pFE5DmbjtWExVoi8/mIAnq6dM+oF1N2q54M+4d97OfXW5nigtC/DKuANQ\n9nkflEF+CqmkfkYqqWORz1K9JARMzQN2AgY759wqrNLjIA5adyQjV6xktVzp7zD/7HQFxgy6Ojhu\nevM5ZyM15TCfCGiCSK8XUzX9AJ3vD+g9w0ttfjjj+zX+WGfTyS0eSXsVFGLm0A0lahdkpH2Zyl9R\nt8osCX4Cmu8MpmLshTL//fIC6gOQgXvf7PJA3QW7I1+sfJPyPVFXtnvSvG5unoQ7CHikkJ9Q01XW\nWKeo8QqNgLsy+3NorF2pqFGTqbuedsvrm+133KGIpNoe2BJl8v23XamZdVt/+32fWn2TNqWNVmze\nuLhx09OBAWa2WyXXoEqkUfgOIpdeAA5DwfQdSBESo0TmP1FTii5Nmq18X8feQ7fv2Hvobag07iUU\n+PU1swuAls65ET6oOwmVkm2CEm/9TKVPrRbnmGsDqbrWfpxG4X+RiiNCVg2dkCn8XUGc9PClrDXd\ntkuj8Ls0Cp9No7A3eg9cgkpF10KBb98gTu4J4uS0IE528YrDekEahTPTKPwgjcKnvKLqFMoUVQNQ\n7LArMrq/mzJF1clBnOz9v6aoKgTnXKlzboovDXwxUxp4oS8NPIyy0sC+SB05F5UGZ0sDtwbWs0xp\nICL9W6MxbGVgqldMzzCzGWj8qmlTl/wO6FsB3+UIKX9O49Bv39ovao33BMygHJFvZmubWR8z+9zM\npqFxuTlVNLjy5XQ3mtmnZvabP6+tqlqvMjjnxqCGLzmbieOAb5xzI/O++lZmnVyVTO6ctwf2y7ve\n49CYXdeNdJY4/lcCpwbUD2aheugcEZWvlPqVwkqpQqV1PwGrVUKSTALWsSo6r/hsw3cs5R34QJ1X\nUDZplwIfvwJs7CX8FeFl5NuzKF0m+qLfpka+VDWFnxTfioKGS5cnDyavSLkbZf46LuHDqRf4ezYF\nDgzKd4gciJ7rvfNWeQEFyMcU2NY0NCENgzgpKKF2zn2NyNejzKxgeW/mu2+gQPz/rJoeI36CcD0a\nxy6uanypCD7Quh1Jr49clG0sDtIo/BgRbEf6UqHFgnPu86Li4mF9el9S8uqQp/hl8g+8OuQp7ov/\nVVJUXDzMOdegklry6IKSGikKSF4Z3qvzCkgl9QQKPrYDHqlHM+gu+A5rZta6Oc13OoqjJpNRTWTh\n3/edgZe8kmZHoOVKsxoPAXZ4cL8vNkBZ8lwXuwBYBe9P5b0Rd0Yqq1KAR/b5Ysum84onnjqsdQdU\nzlhov6v7Y30mR+z48pKTUEnYAgWxmW2DyO4HvB9doe01RsqU0WkUjsssb4qIwVc9eZ3FCSiBNiBv\nWyuiLPobaRS+n/dZEQo8v0akTf5xbNF4xZXX/PPXH8YVUsWsvO4mE1zp/DXnz5r5yvi073OufGe9\ncgSXL8E+qWTOrC8Msw137tSkcbMWO4Ldg8qIZlZXJZWPVF3n7kEd95ojZfgbwL1oPnQjKi/6P3R/\ndwP6duw9dN+OvYc+hq7dfUhtdaMPNvcCpjnnnkTeU+ei33F/4HYfhHfJlc0sSaRRWOJL8W5DgewV\nqAypCyKnbg/i5Ij80vcabH++J8AeTqPwfKRWvgYpRdohMuixIE6u90RY66CeuwlniKonM0RVD0TW\n5Yiq9hQmqvZqIKrKwzk3N1MaODRTGngW5UsDv0VjXLY0sCW6L45DRFaKkoa3ot/jRFRytiYisPKv\ne+MCh1RXRu0PIjXlmej+2B69c6pKsP8HPV8Xo1La7REpvLiJ+fsos/E4AZUi1wQrocRSG8qSBNuj\nsS2/OepyhwZSqgG1Bk84TKd8+V6+Umq1vBfHL1RcvgcVe0FNQvdvZWqqHL5lGSClPN4Gtg3U2SSL\nd5CMtzK11GxUYtCxplmvNApzZQFHBHFSp4Z6/jivRMHFxZWYWy9zSKPwM5S57RmoI9T/Ap5Fwd6C\nDm9pFE5E6r7uWdWYz/I/CrQP1PY8H0PQmHBSJft7FI0zp1fDK+EeNBk6pxrfBcCXo1yLslInV2ed\nQkij8CXgIWSAvyRIyoGoTOP82nimS0tKesz+888XbrvwTP5v35247cIzmf3nny+UlpT0WPxDbcDi\nwL8vOqGStvYowTAQZcSnoITFsagMJD/zXCfw3hj7AUO9yqjbJmxCRzq+i1ugqs7HXmj+kCOdugFf\nPHHdAaVzi0tWfHXbSZsib6lf/HujGyJ4csqio1Bp2msAQZxs88Oaf6y/34cbfFSEfYKrMDA6Cik+\ns4a9e6ExoF+OxPNjyN/QdXylktPvhOYuD+QtPwwFHeV8qLwX5N7Ag6nvWprBkX6dviyMTv4Y78ov\nE/bX58zS+XNn/T75qwkF1qX9Gbdt12yNDX4e0++Sw82sgzfi3c3MrjSzHfO/n0bh3KnffPR2ybzZ\nc2dP+7nxJnsf2bjJKqtvgBJhP5hZIU/MasMTeGej3+EIVNZyI1Lk9kREyieUKaSOQOTUwR17D30R\nkVa9UaOdC4D7zOxwYCXn3JfOuXuRiiFG98kJQH8zu8zM9rTFMIyuLXgCaWwahTcjUuBKNIftDtwb\nxMnNQZx0q6kiPm8fM9MofCONwjs9+XMKKvf9Df2W1wOPBnFyaRAn4ZIifNIonOHJuhxR9TfKE1XT\n0Xh3ASKqHvdE1UkNRFXFcMIMn0yajkrr7nTORc65U9HcbSTqmt0YjadfIMKmLRqTLkHm7HsCu5nZ\nFWZ2hi+B2xNY0cxWquQwxqEmVAtsWrxf6KroGc99Jz9Jv2ve/3cDbnPOpV5pNY+FY8p5ZLoBZ9br\n75wb4tSh+GekAKsu5hbYJigZ2NLMzkTqp0KegwvOwdShsR1SWIEqZrYBJuYlCSY452bV4PiWSTSQ\nUg2obWRJqWnAqpmXQo69zhIuU4BmBUiUHClVkRriB/93TTrwLQv3+9tooGuXXeiD+ddQ6VNl5zEU\nvUQ6LMK+n0CTuUo7nNUG0iicgnx3tkITouUJ/dHYetwSPo56gf8tRwGH5N2bA5AvXH55xyvIJPLY\nAtuaiyY6O3mT4IXg1Qn/RSqKPSo7Nm8ueQtSiHSp7Lt5641H/iydzWyf6q5XAANRycTfgzipVjfA\n2oJPEtyEJmQXLG7m2zn3W8n8+QchX6JOwBYl8+cf5Jz7bfGPtgGLiRCVniUoeB05vFfnIqSSGoAy\nra2pX5VUiLLow7x57C6ncuqfRRQtZMQNC3yTDgXGpFH4QxAnm6Js8dONSot2fHXbySvMWHFeY8qI\no31R8DHQr98KBagDMgRNj+IS+3b/9zdYDZVIFNrv+khxNdCXyuPJiZ7IkP2TzNf3QUrYvhVdR08Q\nHgkMT6Pwu8zyNRGJ9kxWteTP+1RU+v1i3rY2ROPWwHylk1d3HYc8sAp5GB4KtJw9/ZfvKXCsK66+\n3nrAjm26X9gd515BGf3xiPTfBti6YAMD51zp/HnPOVc6asIrj61cMuuPVVdYZc3ZVtyoCepGdU7G\nZLjG8AbeDyFl0zykwipFJXw/IlXPecBwNHd4BZV+9e3Ye2i3jr2HfuScuxQpJ95FJEZ/M/u797ya\n75x72zl3Lbp+/0Vz0guBh8zsLG8QvcTJDH8tRqdReAN6X15HmdK4bxAnNwZx0mVxkw5pFP6YRuGw\nNAqvQdfrfPScNUfX+G7gviBOzgziZI8lmXDLI6quzSOqBqIYZDfKE1VXZ4iq9RuIqmphtnPuPlQu\ndwJS1d2JEn0fId+l3ijxtiZS4u6CCN+tkbLnMTN7HI2ZO1mmayDyvv0EeMTM2npC+wFghHMu9464\nFTjJzE4ws83N7Ao0NmXxBXCcmW1lZrsgUiif2P8GeWStY2UG7V8A3cxsezPbHinBanJffAPsZWbr\nW6YznnNuGvI3vAFIs+WJGfzd1JVvS3QdV6Wso+qdKKn0uKmz4CZmFpjZ/UvDmFTXWBaC9AYsW8hX\nShUheT2IlILyJXw5c+R8ZnsqUILMOAvhV8RUV5eUakL1VFVLFN4s+isKl/CNQJ5c21Wy/lRkknlI\nTYNQPyF/CJmtb1mTdRcFaRR+iiaEnYI4Oaiq7y8r8GVoj6CStuW+BtxjMDLYXEC8pFH4OfA+Ut9Z\nZnkpuj7tgjgp1ElvFMoanVwRAetr998ATq0qAPKGls8APU2dtKqL55HC5MxF9SDxxNA9iGy+uD6e\nq7z9T0dZ79YUIAEXBc65L5xzzzeU7C0dCNSxrQsqjd0evTMHUKaSegkFseNQkF7n8KROCLzgnJsB\ndF2N1eYdwRGzkXqvELZHZSM5n6ZuKDn1Zimu3XM7fdsMY3Qahd/5ceFw4K1UnV1BRNDPeAVTECfb\nAm06jf3LO0VYE+SbWAjHovlGtilDiOYk/TPn1BQlbEblEVX5OAypgB8tsJ9ZeBItg/1QANcnz2Mq\nZ27+C+UVXDmchEibhTLxvszraGDw/Lmz2jvnzst+3rH30JP3PKfPdGDEG3f+43Xn3DnOuY2A9YuK\nisYhQush4POioqJdUclbOexw1L867HvJY+fuHz351R5n3zOt1e7dihqtuPLqiMz7rw88FxlpFH6N\nyJH+yDPrYnQdeiMV2u2IgH0UEScj0TW+L4iTrh17D53snLsNlRoNQGWdd3lFRzszM+fcTOfcMOfc\nhYgYzJXNXItUVseYWXXmmHWONArnpFE40hNHuU570xBh0C+Ik2u9qqmqrmhV7ac0jcLxaRQ+kUbh\nJeg+6o3UM61RieUjXrF1fBAnbXy56hJDNYiqGYigvwC9jxuIqjJUlaQ4CCXEs6T1hsgcfYw3SO+N\nru/BaN7UB5E+ua6Bf6Jk+a7oWb0czf1/ATZGHkuvovHsTjPb1pcGDkQk13UoqbARC5uQn4RsYt5B\npNYA9Htnq2z+iRL131L2DjwPxaij0PxwGDV7P/ZCyqqvWLiJVl8Uc1ZUunex/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HpeuwNX\n5632EMpO74m6vGS3NzuQSfc5QZwMSaOwIpPkh1HW+jQziyszdHbOTTazvqgt72ivgqoSzrlSM7sB\nuAW4xMwucs7Nq2q9Qkij8MMgTm5G3hW/oq4x9YVnEHFwbhAnZxUoHWrAUg4f3HRHhO5KSCnyb8pU\nUi8jb5cxzrnP6/HQuuI75iGCZ02U3CgIHwSHwEtpFM7wBEKLzDqH+e2N8v8/Apmh57okdUekdYqx\n6oeb/HrKpxv9Nmtms3n3VTTOBupK2xN5Un0IC8inE9E84sXM13dFz8rlntAutD1Dqqcvkbl0bnlz\nVGryUqpOcrnlRej9PX54r86XWS+6ArOBv1lRcemG7YKprQ8+4+Q0Cmeb2bn+uDYpKm48c62tdpm1\nyT5HnfDGHX/PkWbHA7c0atr8hOLGKzww94/fm7nS+bOsFyP9tbocaFHUqPFj+0dPrWRWNBZ4xXdH\nvBrdL6si77/EOTd+7ty5PwwaNGiPvNP8i5kd6JwbZmZ7o8RYZ+S3twUi6//mnPskjcIRO510TeOv\nX3+y34zJX601f86fxSusvMasVf+y9fhp330GrnQKIiL/6kthuqA54Y/APc65a/y5bYjKpjsi0vJ1\n4GxvUAwsUH/eHMTJq8A/kJ/SQygJ8iJSr52FkkL3pjKTvz6IkycQiXQ28jt8HHjV/8ZjgbFm9hdE\nkB4JHGlmI5Cn2IK5qFfqvge855ti7IaIwXOA083sDfQsfui/u8SRSTgO8qTuHmgu+S9gVhAnb6Fr\n/V5avtHO4u7XoefrO+BZryLcCilPdkC/nwVxMgl/TYGP0kxjgKUNqUzk3yXTtc0rPzdF6pzN0LU9\nzH/8RyAz9dyfr4Afl+c5YX3AOfd5cXHxsCRJOjjnilu1asU333yTI9RfKCkpaegUvIygQSnVgNpG\nLkNXY6VUgSxCLliqyFfqNzSZq47ZeW4is6yU8M1DLU4XUjP4idhYVPJQ2TZmo85lHRfF08iv3x/Y\nw2d26wsDEPF23vKgLvITu3tQcLPnEj6c+sBQ5AW1oI24L+17EmgfyNSYzGefIbl0Dx8w5uNlNIE7\npaJMo3NuFrrGOyEVRFVI/T7PMrMWVX05s59cCVwrFFguMtIofA0ZeR4exEnnxdlWDffrELH2Bw3+\nUssqtkcBz0BELHz2Yu+uUynzktoTvRfrUyW1Fgpwn0G+Gd0QKTaxktX2RnOFIf7Z7ga8nUbhDz5g\n3hOVsZUEcbIlOu8BXiW1NiIAnkqjcG6puR7pjt9t9OvKc15B786KsB9SmGWJ4HbI96l/jnzytgAn\nAu845yrbXnuk3uqfF1x2R6XbD+V9vyMqE7vX/78nMHOFVdbYbZN9jv7ouzHPbz78soNzKqIS4MyV\n192k7TZdz3nvt28+av7mnf/IL6lv1qhp83i77heOXbXl1kegecEg5JN0EHBsaUnJqd+OHroZ6k7o\nUMnzLoi42g4pXC8HXi0tLd0TkU7v+PU3Q+T5zLz9Xg+cixKKU1CnxWKAsf3+9fHcP6Y/sf1R/xrZ\n/vTb3l+/7f6Tpn8/vu3Gex7erLjJiqv5be2CyuBG+Gt/JD4R6VV2KUpy7o7InhnAsELegWkUvovU\nT8OREugGoHkahf/xx14CXOsVQWulUTgxjcJrEWE10Z/HnUGc7O1JQ5xz3/rSoBORMm0nVKYXm9lO\n+T5SzrlZzrmXnHP/9scwABF2MdDPm6kvVb6maRRO9iVqZyKV2CD0e/dCJulnBXHStoL38uLue34a\nhR+nUfhwGoXnIwL3GkS0t0O+XY8FcXJ9ECc9gjhpXRfHUdvw6rCcourqNApPQsnhy5Gi6k807l2E\nxoBHgzi5MqOoWrdBUVVzlJaW9pg3b94LgwYN4uabb2bQoEHMmzfvhdLS0mo3tmnAkkcDKdWA2kbO\nBC7bcS/fU2q1vEH3FzR5yydOpqKWoBX5yThgMtUzO5/uj22pmhRUgdHA5kHh7iUjgM0CmatWhqHI\nWLnDIh7DK8iM+pTcZK2u4SfNtyJlTRTIvHWZRhqF7wNvACcH9WhwvSTgM7GjgC55z/kI9KwXMgt/\nGAWKC3ml+fvhPuSFtE8lu34LPTP/Z2YFO/bl4MeO25F3zd9rYlTry1juBg40s/2r+n5l8D4szwCn\nBnGy2+Jsq4b7nYnItU0o34K5AcsGuiOithSpDR4vnT8vp5IagVQgb9RzqcHBSN37ArAjSgA9XdGX\n/djQFU9CoaB/w8w6XdE7O6dcOgKpnHPq2e6I3BiGsdEHG/96xMd/mTpjTpOSB9KKVVJNUMnN62kU\nfgULWpSfiNTJWdVkZzT3uL+Sc2iESKV30yj8ILN8baQAetqXcOeWN0cB6og0CnMKtg+dc/He5z+w\n3ab7HDWjqFGjD3BufwDn3G3OuVfbn3Hbnuu12fvPRk1Xuog8bz6g0Y7HXPbj6q22vXfqhA8GI/J/\nd+Ak59xnHXsPndxig81/+37M81PTKPzFEyMnAN2dc28gFfpKaC6Ve9euATzjnBvmS9Wec86NzNvv\n5c65l51znyBF0rroN8M5N+n3SV+et1rLbc5qvtZGX2+6z9E/tthoq1/n/P7rhu3PuK20aYu1G6Ek\nzQuojOxcYJoviQMRVOacO9V3whuPiJ6/UME7II3CWWkU3ouC/WbALUGc9EBqlH8iIn5bVLZ3TBAn\nTdMo/DqNwqv8/iehkr07vC9Qzuz8d+fcQMrIrmaItLnbzMJCZXreq2oAInrOQ+/+jojUusXMDqlJ\nMqQ+kEbh92kUPobIvTOB59D16g08GMTJ34M4aVNX88A0CmemUfhGGoV3plF4CjLs/y+KIQ5BJOij\nQZxcGsRJGMTJBssKeeOJqncyRNWJlBFVg9C4mSOq+lBGVB3fQFRVD86530pKSg5CRHAnYIuSkpKD\nnHOFSpUbsJSigZRqQK3Cq2vmIAk+SDmVr5RqRNnkBxSoQp6vlJ9Y/kzVZufVUUrBMmR27vEOCjoW\nMoFGk+c/qDxIz3kavQ4csihZJv8b9EHB66ISWzWGv4+uQmTlxcuJmuM+NPk/akkfSD3gGWTmveDe\n9Yqxp4G9Axn2kvlsAlLHHe19Zcj7/BM0se8ZVNC9xxNN96Cg4diqDtBPVu5ASoeqGgfkrzscBVRn\nmNkmNVm3APqicz8/iJP8DoV1hjQKv0AB9yH1SYg1YPHgFUNtKPOS+urF3l1/wnegQ++EtVFXsnqB\nJ4ED4Hnvx3QYMhH/pJLV2qKyrZypeFeUABnn/RIPAIakUTjXK2Z3Rh32SgM1UjgAGJRG4exScyck\nf524xq8rz3kNlf1UhBAlybLqpf0R2XF/ruzXewgdCQzLlmsVwAFo/pFffns8ItTySbkj0Tst+/0P\n/fkcBTxbOn/eRPycx8wOaNSk6cgR1/a484XLuxz0568/3AmssYAIsSIrKm5cstI6Lb/I7Osn4Bvn\n3CyfAPmHFRVP/mPKd3P859siMv5zM5uBiL2zEAG3sf/ObUBkZiPN7HIz2y7vPBxKAug/GkvHoy6r\nmFmRmUXDe3V+dPhlh+z/Yu9u7ad/99kac2ZMbd5s9fVKWh98+vrID7Qp8AVKPt5gZj29Qm17YPNs\n1ytEuK6A7xJYEXyJ91mInDsCJbi2SKPwJeTJ9QxKjPw3iJO9gjixNAq/TKOwNyKvfka+QLcHcbJb\nhpya75x7zTn3T0RefYXUsv3N7KRCfobemPkL59w9iLy80v8+JwIPmlkv3+mrVr2cFgfer+ubNAof\nQtfrHMqI5quA/kGc/J9XLtUZUZJG4Y9pFA5Lo/AapKI6H93jzRFhdTfQN4iTMz1xs3JdHUtdII+o\nuiqPqBqMiKp9KE9UxRmiap0Gomph+Oft+ep44DVg6UMDKdWAusB0ykip34BVMoRILmuYVf/kSKlC\n5sE/U3H5HtSclFpmlFK+TO8TCpfwzUNk077VeDENRte2OmVNhY5jPMq+H7coZYCLCq+4uQbYGk1C\nlmmkUTgFGbB2CeJkwyV9PHUJf8+MY+Huj8NRGcZhC62kIHpNlFEuhP4ooOxa0X6dc1OAR4DO1WkD\n7JUCLyN1VU1NVu9GY8q/zGyRJ8Se+L0ZXa+oGurH2sRQpGo725dLNWDpR3fge/RubQM8UTp/3pGU\nqaSOBF6vomyuttEREQZDzWwLVBL2VGXebmhs+Ar4JIiTLRBZ8rR/Hg5BJVfP+e92R3OBV/3/D0dB\nW4LR5v2Nf+nwUaupv5cWu4cqUUk1RyTF8FRdbPHkzrHAa3lBTA9EmlRI7AVqwNIDeMWT6rnlWyKC\n8OGMpx5BnGyA1GQDU3WQy2Ee8qSahZopOKDIzFoCz66+6Q5NtulyZtJ4xZXaIhULQBOAdbbebXsr\nLga4PeP/4/w2QeRYixk/fT2Osvn+SogE2hGpwV5HJMxWyGMJ51xfRFA9iH6XsWaW23d1cCFS21yD\nK91ro10677/K+ptOKi2Zb0Dz4iZNp2Nmm+zb4zuzopb+mF5CY/vNaE43Ft3f2c5XW1ANsjWNwnlp\nFD6CCJXZwA1BnJwCuDQKH0QKpi9Qad91gW/AkUbh52kUXu6X/4Y6+t0axMmu2XmWc268c+56pJ56\nHiXs7jOzS8xs60LKW09qjfaeWT1RAmUVRDo8aGZ/N7PWNVHt1jU8QfVVGoX9kQH/+cj3sT1SLt0f\nxMnJQZxsUccEVWkahePTKHwiVTfBo5GC6y1EhF6EDNNv9qRNm0LJraUdGaLqiQqIqjmUEVX3oXPO\nEVW7NxBVDVjW0UBKNaAuMJ2ykr1paHKXI6kKkVJTkSKoUAe+H6malFqzmp1cJgIbFPIkWIoxGtg+\nKNyBcAQimypVV/gJ84csTBDUBA+grGa9dsXzCpm7gU5BnBxYn/uuIwxGwdX//Q9MHgYD2wZxsqAd\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1UnVFvszNZ/345Ty3bGmfH8YNrIuIlBHAlrN+/KpVnfU2fr1W/fV3aXJOhzP8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4OAc8XyX/KGkxNPAyeJSIUywPy6fAo4WUROrEhbKahRuWrVACdhRONKoGj8M7fX93+DdThfyrRh\nVUJENsKC14dhisHtyaxcAiAST/wNs54Mxt7Hx2DXeh2MYBvthM6ZmLX+HR9QHgG87AHjbXz9TFlS\nZ2PKklf9OPfD3l39dXV1vYuxSa1MIfnB8W7k7Y0MQsjdonc2ZtH71ZcJRt7OwMjCYPvtMeLupWQs\nOju0fGdf/kLK8kJM8TEt9dgi8cSmwOXAu8lYtNTN44TSNdgzq4wtz9UTN2H33lwRec9n0Oe4smBn\njCA8Ahu8nOBqgSUi8qmIHO7tHIcRb+8DvTOoBWSzf+x3d0Fh3eLHbr6aK5odysgXB5TY1KWgYDRw\ntysVlorIVBEJcvQCoupTVxO85W32EZE3ROQOEZkOfC0iMRH5PM25fipWsbPawpWAd2OW1bsi8cSh\nvnwCphzaGrO0bRNa/x7sXm8P3BwOCXf79g0YuXujiFyfqphRyxN8FCO+dgG6ubKmslRTmoxF38KI\ngM+winsxt5vm2rY4GYuOwK7vERh52j0STxxZXgW9t/W2H8cjWBh/14hV/ctUwKRccDJwoqre5fv5\nCHtm9RGRayVHJdzKhKvhRqnq7ZjN8FVMDflf7B69UES2z9rI2kMfVX3Z+zh3YOrYMv0nt7otAPTr\n4T0nf9Tjhu51N2x4GUbOJLH3TRzo53lm+9TZoP7umNKwg6qOV9VJ2PdRohoXKwBxCHCWqk5S1e9V\n9RbsXRC4AHbALN3f+uevqWrwnLkZGK+q16jq56o6VVVTi0l8q6q3+fbZ+vZd3ZY5FbOyLgAu9cnF\noL3Zbv1blLqxWDXT1r7NWD/G87FxangsVQe4ws/3U6xQTWX256otakmpWqwN/IGTUj4wnE9ZpRSk\nz5XK9HKcRW6l1G/A1tVw5qHK4bPRU8mdK/UN1ikvr4VPsYHJ4VlyfNYIPps8AFO9VDhnYH2GWzl7\nY9XpchGUNQFJzP50SpkPYtGlGGnVMpMVIRmLTsY63//MoZZahl2Dx0SsWlc+eB6bhb1yDQYNozEV\nyjUps5BrgpHAKOD/fOBaYdTQXLV1ArcqtMNy3Y5ePHPamFXLFjfDFD+nACN0dWj32kZLrMObwAiN\nr9IpcFLQGvjz6ClbvyXKqdjE0kiMeNsYCzvfBiOrXnPy+GzsHf22q3VPxSx+f6Q2HokntsJIk9eS\nsegiv3cuwd5fH0AJSXU40FdVV+Q43nZAPex+DHAONkkTXnYYVlijV5AZ5c+Ey/3YSwimkAXvF+y9\nF0YrjDDompI9BaaCCqzUZU4dmzF/XFUXp/n8Ukwd0AWretXF12+GEXjDMLIjCOP9LzaTvz/2Xn9e\nRHbACLOpGEGSVi3QcKsdn1gyd3qr7Zq2fEwKCt6ZM+NXetx9a4lNXYuLf8IGzRH/+1+szv08FPtu\nm2HETEnhAmwgtTt2rbTCVGp7iEhJwQoRORCzVT9DNYcrcu/B7u07IvHEMb78W4zQKcaIqd19uSZj\n0ecw5cahWCW/kslUV/E8ihExR2PWsjIkjKp+jKmJJmDKmv9UwnsifF5/JGPR+7FraBdMNXVKnqqp\nJclYtLcf3zSMoLsnYpUry3scRU6S/QuzRu6GkVO3hPO5KgpV/UVVu2GTTs9jGXFdReQeETm0ski/\nPI9llqq+hCl0/o1dWy0xAvJhEWm9ttRcGVBCIrv9dCG5BQFAyfX/QzIW7YdNANyI2dwOBe7dPXJp\nd0SKWnQeujSkJJzKakcN2DN6Y2CeW9kWicgirNDGLr7OwxiZN0qs4mG433MApgrOhon5nA+hyqxq\nFYUnUD63yB7Y5FRJ1Vgnx6amtLPUSesAv5Hnd17Tsd4N1muxTrCQ0iTUfMoqpaCshS8bKfU7sHk2\nrzJGttQhTS7VeoKPsYpjGWXzTi6NAY4KMhHKgbcwG0jrXCuuAUYCP2FB3TWuWkk1wwdYxtjlNTV8\nMoDbKEYB0QxWgcHYIDBbJtkArENzTJZ1wDoyPwAd8rkGVXUZll1xMJbZkzfcdtPV/3tNRTrF3tZT\nmJLxDrFw6AqjpuWqrUMcg3UgFwEyvs8ddbCOaAGWw/LKujgosQyV1tjzfitgb8zemxGuXo4AIy4f\nseepe/7S+HZRhmHn0xZ4PxmLzsRmrBcAo3zweBSmklrV5sOdum81f8O/k1mRdT72XQXV/44FdqlD\nnT6KHj5FpmyEETRTSVOZLuV4N8dsggMDm2AkntgWIwNfCSx6/hy8FJjoSpcAR2CDmJ5OQJQ0jYVX\ndwsTT04wtMdsh6UCxiPxxJEY0dAjxRoY5HpdCiTdpkXK54diA9NeqjpdVV/3GfofVfUzLDy5CdaX\nCnKkHlTVEar6HXAXsCNm552NzcSnVQsc8a/Hdlg6d8blu57Y/oU9TrnipuKiouMxImkEMNht61sC\nk3zm/mdVfUutohysLjwzzwfY4QHlYkwF8ZX/mY692y8OrXMx8I6qTkv9Hqoj/Pd/AKv6enMknmju\ny3/HVBkzsFD0Q0PbfIARDg2x7KRShS1U9S3MDleEEVMtUt8BqrpIVR/CftM9MNIi1zusvOc2DiNf\n38WIoXv9/sln2+nJWLQzpiZrjNnwrsonqypNW6vcGnkF0A0bsD8ZiSduyvd48oF/p69ihMkDGJkd\nA3o4GZSz2EklHov6fdkdcwn8D8vbvRTo5yrDoyQlHL+CKCYlmBvL7AsjNexbWQPuwAmqb5Ox6DPY\npMMtyxbM/kqkoACzxPWOxBOXpJmIbojdU/thhHvwp4lvh6p2wjIPh2Lk+Jcicppv/ye5Ud2CyNN9\n5+vFOKiWlKrF2kCJUir0/3SkVKpSajawcQayZBZ2k2YjnGb43+tzrlR97GGeDW/7euWyDnmnPQE0\nd8tEpcEtHz2xzkildrzWNzjx2AMbWKS1ttUwDME6Ks1SP0jGoouwwVQ00zWZjEW/xuyt56XJNwiv\np9g12AQbKOeEz2h/CFzuVqm8oRZy3BWbRTypPNumaWsF1qndCLOGVLhDozUwV21tw8nLM7FCEEcs\nmf3rOyuXLjgeU/i1BIZp7ip3VYVjsImfgRihNB17R2RDc2ygNnT0AdPbLatbtEKFoRjZsiXwqlt9\nmgFv+DvhbGww9ea9Z0762w9bLzph9+mbTkglZqAk0+l4zBK3zAdcFwDjVrJyKXBHnPg/sZy03k64\nZkOpan2Oi7A+Rjjz7DQ//pLMKO9ndMCC0MeHljfCqqy9mYxFp4SWB+qpRaQEr7s67F/Y9/te+DO/\nF6/HJuvKBJ+7AuZa7BmV9GW7isjzYkHACzAllGIET5FvGrbF/Yb1j/6OkRj7kUYtEIkn6q9atvR/\nxatW1vnitS7njuzYaqGrED7B1NNB/6o7Zk2eJCL3i8gRqW1lwOch+2WAnt7WBp4zdW6676E6w/sn\nj2Lvmmsj8URrX74IuBNTXtwZiSdahrb5CbPrTQP+G4knTg63qaq/YnbNtzBb57/TkSKqOhZTJX2G\nVfG7tTKVNK58egL4D9Yn7xqJJ87IMQEc3n6iH38v7JnTIxJPnJbv9iltrQpZBJ/CYia6R+KJGypT\noa+qq1T1PVX9N0YefouRQX1FpIOs5ZBpVV2pqh+q6j3Y87AnNrF/G9BfrHLjnpXwXp+N5R8BICKb\nYNbJNcUKSmc1pYUTVF/9+N4rj2txEV8OeXIA9rxrtmD6tz2AxlvudWTTSDzxD0Q+wRSYRar6Q8qf\nknepqn6nqo+pagSbbAmI78+oPOtbSYimZ0AdjBWqATt3yH7+X2FCiZKxlohsjvUxp2TaaH1CLSlV\ni7WBcKYUpNj33CqzlPT2PUivlgpCYrO9LGZhVp/1lZT6Gfuesubn+AzfV6QZ5OeBYdhDNrIG22aF\nV0j6ELg4nMVQi/LDs1UGYwHyNVo56CGyHwGnZlAwvYENpMtY/EJ4FlMPZLWteqDrh8BF5VASPo3Z\nbcqdiaaq4zAl2OXlzaZK09ZMLBzzEIwoqBRozctVW5s4FMtpmgdsML7P7YLNehZi/a1MmUpVCh+8\ntMEGy0VY5/r1bCSPF784DXi/Q3KPpV/uML/p5ovqvc/qLI+JyVj0R4zoXgYM73TuhCYFxXI8pkpa\n9UfD5VeJIkd+vVX3DLu5AFM9j/L/R7H3fV+g6WIWr3iFV44C3stlM3SF1knAi27lxRUphwP9AuWT\n59GdjdkJwwHvZ2CTZT1Tmg4GN31Slh+NDUq6e35QGB0wxUG3ZKgSn6M1Zld7TFVLbee/U1AN67HQ\n7zPUj60DRmgFoejhGf7w7PrxGCk1UC3EvoxawJ+d1xSvWrENRnCdQmklwl54BVJVHYHltjyMDWLf\nFJEHUttMg3QKhCGszv5rjfUfsuaaVUf479ode99cHoknzvTlKzC73lDgqkg80T54TyVj0YWYim04\n8H+uJCoha1R1hao+iSlAmgKPpbNgq+oCVb2P1XbNJ0XkyEo+v88wcmkIdp928UD/fLZdlYxFB2NK\np3cxgueJSDxxcPYtM7a3MhmLDsPIqZ6YmvGpSDxxrdt/Kw2uVnoQu9cSWL+4p2ej7bM2rX1+PAtV\nNaGqN2FEdwJ7pz+AKbrOqUBf4S2gvYgcLSL7Ys/dVBI5F8Lfx09AQxFpJiKb51Kaqeo3QPLX8cNv\nHdmx1cQ342c8NqHvfxpJQeGKBpttsxfweItOQ86ot/Fm30thnYSINBerhHekiPxXRA4Skfpi1fOO\nE5EdROQo7N4JyKJ7gaYi8qSI7Csie4jIlbJmRQOuEpE2ItIEU/Btyur3wjTsOdpaRLZINynpKtbB\n2PV0lIjsj/VFg/75eo9aUqoWawMLMMVTcL2lKqXAOvGZSKl0g+g52AMgo8/WPb8zWU9JKe80jcPy\nhHK9SMcAB3owa3n2MR9TWrVek5mwPPAM9uBvm2vFWuTEi5id4pJ1fSCVgIHY4P+g1A/ctjMaOC0T\nkZSMRX/AbI3n5mFp7INdg3mF+nte0AAsbLxJPtukoCf2zLyxonl4bg16ATgvnONSi8qHP2PPAr4G\nmi6ZM/2DFYvnH4cRLhFgqKvh1gX2xdRGAzEy4A/suZ0Nh2Pv10Hf/n1B+6UbrKq324xGvTEiZidM\nJdUIU4ANScaif264os4De09rvPM2cxuMjsQTjeY1XN56vx83/7bZZ9t+k9p4JJ7YCxs8PJuMRVeJ\nyMYYWZR01UjTOPFVxRQ3xAZLuXAhNhE13NsXbDD8LaVtf+0xAqckX8pVF+2A18PV8yLxxN7YLHu/\nsNLLlVBXAB8kY9GSfBD/7BBsINsrmVJpUES29eMc4ja8VLT07+Sx4FrxwdPuWN7PdxhxNznTl+Ak\nxiVY/2iSL06nFjgVOLZeoy3uw0iiHdMoEaYHK6vqXFUdoKoXYMTY5f5RPgqBEni/rL8f48XAi6q6\nPJ9tqxu8j9UHu5YuCAiopFWf7In1X84Crg/6R07Y9MBUsScRqtoXQFXfxQKilwJdRCSajgxR1aBy\n3dfA7SLyb7+PKuv8lidj0T6YgqsAsx5emME6n277BclYtBtGtM4F7o7EE3dH4ont1vB4ViRj0SGY\n3e4Z7F7pEYknro7kUSm3PFDVOaraH7tGu2GVAe8FHhWRE2UdVJNU1V9VdQB27/wHI17aYSTHfW77\nLI9C+17MhjrE/7yBFVYIyPB0kxapy0r+r1ZB9Cks3H8WZmfNhYsw1e7bRSuXvVy0fOnDWlw0fdrY\ngQOATsDUI6/uNmWrvY7aqE79hq8j8i1S8BJGks/EJlk2x6raTcUmfr7AyJ6g+EsLTC06Duv3ncpq\n8i3TxEy65bf5n0+xSn2tA7WWqs7ACOf7sImWrmm2D853IvZ9f4BZKKP+XFzvUUtK1WJt4A+MTQ9e\nlvOBRilEyTzKZkrN9b/LlHh3X/9ccoedz2A9JaUc47DvL1fg8fvYwzEvm1IKBmGz25U6UwclKq6B\nQLuarvBZ13D1QB/g6IiXtK7B+AobbGYiil7DnjctsrTxHEZ4Z1snUGYNAc6IxBP5zq4NxfKorpLS\npX5zwtUTj2C5IZVBxr6IdYJuEpH1IixzHWFfjDz4HWgwse9/VmEd3w2wDm7W/KYqxunYLPY0jJwY\nrLkDw9tgnfvvfm+89OwdZzf87cK3mozDBkFTMbvBadh7Y8jAw388cmbjpYdtO2+jF/s+esIKoG3D\nZXUbt5i03Rto6Q6+v/svwu6RwN52JkZsPI+wya/8uu8LvPB3YJCqzsp2oE5wHQb0T8aigWLoeGBX\njBxSX29XjAh41gtqBOiAEcGvhNqsg9nzpuI2uhAuxhQ+pQLMI/FEA4wkmESKXc6fAzdgE2r9Us9B\nRLbz4xiuquNDH83H+jpXYsTUBti7tsygyQekt2GDvDBKqQV2Of6c1t+Peb7z4lk/jxz7xFWjMEXl\nIyJygYjsLCIHisjVItLe2+0kIqeKyC4isjcWWh4oEWZhSqyWIrKlW4ByoRdG3EWoAQHn2eBWpBdY\nTUB1cGJKk7HoG5jq6VisYl+D0HYjsWpmfwcejVh1xxKo6m/YoH449tvflkF9MR8LX38YU9A8KSJN\nK/kcv8Wu3eew50LX1FysHNv/hNka78XInSci8USHNY19cHJqEHa/9MMI9B5e1S1n5cDyQFWXu1Lw\nKixvah5GyvYRkXOlEgPny3FMqqqfqYXkt8eKIKzAihr0F5FbROSQXH0Pz9Q6T1Ubq+pOTjofpKpx\n/7xQVQenbLOZk3Wo6ju+zsLQ51ep6t98eec8zmWWqp6qqg1U9R+q+pyq7lxctOrRZCw6IRmLPlJ3\nw4bn7Xfmzec2u+PFzi06DRnUotPgT1t0HjqvReehh7foPLSxqp4HHFRQWPg2ZvVrA0wprFNnuIg0\ndmvmMb6PzVX1lOCYVbWZqt6Y5rhSz12xwiCHq+qGqrqvk8fhbe5R1b+rah1VvcSXnRBu31WOF/n3\n2FBVo6r6fejzfqq6WUq7g1S1XP3ImopaUqoWawPBAyt4eP+BdejCAbxzSVFKuQx6AZlzo36nlpTK\nhS8xCX3WvCjPQhhPOavw+bY/YTMHbaoolPxl7BwuqoK21ze8gw0mr6giZdtagQ8yBwIHeC5N6ue/\nY+faNtN5unVnDGZpzGXNewlTV7TP5/jUSgQ/gSlKsoWuZ9p+CkZinC8iFcl4CILPH8Zm3e+o5KDU\nWqzGmRjxc8DSeb99uGzhnGMxYuIkjFgpUyJ6bUCstPgh2Cx4K4woG55tm0g80QTL8xsIHFJUoDs1\n/WbLkZHOiSaY9exVrGx3FBie7Bhd/MvfFt9dUCwLFtdf+UAknmhUf0Vhu6O+3PqPLRdu+GGaXTT1\n9vslY1F1srQ18JpaUPbBXem6/Rzm/EaOYHh/51yCqYje82VBNtXYZCz6ZWi9yzFbezK0fVPMdtnL\nowQCnIapMUtZ8CLxxL5Y1lbfVCUURlY1BJ5IY9s7HSMtH01VBomF0P8by3gpRdL4/Xs2RuKcj1Wc\nuin4OOXva7CohEdCy8qoBaZ9OOjVmVM+2GjyS/cN8M9jWLn227A+w0hM0RUQfEFG3WRMYbcKy4IK\nlE/XYMqx6YSqFmaC21jGAl+nEHA1Fk5AdcOe91cHzoBkLPou0BGrJHe/h/EH23yFkT3zsap9pSYF\n1bKFnsa++/2Bx0Vk99R9O0kxBiNRvwc6isj15c01zHF+q5Kx6MuY6mkBFoL+f2GiLcf2moxFx/ox\nPocRkk9H4omWIRdFeY9puX/vHbzNY4CekXjiinJMIOUF/44/VQvVvhJTubTDyKnr09ks1wbUKji+\nraodsefPc1iRg7uwgPQOTjTX2KBsJyHHJWPRB4F/AvdjKqnzsID0hzbcdMtR9Rts1Py6B5+gx5jx\nXPfgE9Rv0KB5QWHh81kbzx819vurSaglpWqxNhBUYwkkykEwbmrYeaqlD7JX4JtFfqTUVuVVK/xV\n4IqyCeQXYv42sGtkzUrvDsQ6XXutwbZZ4Xkd/YBjfUa8FmsIHyg9heUpVUXVxLWJsdjz4bQMn7+C\nPTuyEa0vAJuQPX8qqPr3HHBivrkaPvAaihFLa6JQeg6roHdjRYkkJ0T+hw2yr6xIW7UoC68YdACW\nDdFoYr/YCmzgXg8b2OccqFch2mDv148xEmmEquaqNtQGC8sev+HywnN3nLWxHv7NlsOx3KVfMQVu\nFMtNGvhhk5mRn7ZcvG+D5XWejr148DKg3aaLN9ikxaTtpmPWsRL4APQCXx7Yy9pjgeEDAZIkW45i\n1IZ/8uczamXIs+EILCi2b4gIaoNNgvUNrXc0RoT19KDqgLy6DCNbxoaO8W8Y6TLYrb6E1r8KU2qW\nUk9F4on9MPtdn2QsWkrZJSI7YYTSa5o+G+tcjMDuolbFMxVLsPDx01R1b5/5L1TVIao6zWfRd8Sq\nHj6mqt/45yUz+ar6XovOQ09s0XnoUyfe+epzR1795MGLZ037I/R5V+DogoKCMdhz8xDghcLCwuFA\nN1Xdx2f2/6aqbTVULU9Vn3GlRV1VbebLLlbVbErPv1PDAs5zIRmLDscIwebATSHL3ufALRhh+VAk\nntghtM0cjAwci1XzuzCVpFGzRV2L9Z0f8FybdHa+eUBn4DHsvniysm3bPplzK1Y85QSsKl7eyiwn\nGF7BSMzx2P30qJO9a3pMy5Kx6KuYXfcFTCXZ09VY6cYVFYJaRczu2ETpAIzsfUxE7hWRwytqu6/A\ncc1V1dcxxdR1WJ/+eOx66CoibdcwS2mN4FlVi0Rkof8d/rMwdwtl4UTk+8lY9F6MoHpo7vefFv75\nx6yDLuv4v8JjW7dli2225djWbekQ+19hcVFRSxFJrei3JshVZKMWlYBaUqoWawNBFkNASgUdobDs\ndR6weRqlTTZSaiZZMqUcMzBLwPpsWxkH7JyH/W08ljlUbrUU1mH+hTxzd9YAb2F2rcurSI213sCV\nbUOx6nNrrYNS2XDCdQhwfLqOp3ebOlltAAAgAElEQVSePwTOzDQT64qqUb5OrhnfEdiA/NJyXIPP\nYvfUleWdqVTVlZgsfzus81UhqOoP2Ex+cxHJalmsRblxBkbi7Ll0/u8f/Tn/96OxZ1YzLFB8nZSc\ndmvJCdh9ciJWZXVQtm08m+UoX2+X+ivqHHbsF9v89r8zJ83GJjdexci2NsCoZMfows93mvufosLi\nOd9us/BJvxejx33x91mb/LnBZ2iZkO3jMQKlv6ukdvVlz6nqsrfl7cIBDDi1DnW+xRQ72Y61DkZw\nfZKMRSf7sk0x1VoiyIdyJeTFwLhgPUcbrG/QI0XZdDlGBKXOsp+JTYR1TVFP1cfUQl+QokJzFdQN\nWF+kzKy92+HOBJ7XNMUDRGQLbID5EVZYpAw8u+4STJE3Nt06jisw8uvedNUQCwoKnqtbt27ztm3b\ncsMNN9C2bVvq1q3bvKCgoLLUBngI8DXY99i3stqtLkjGom9huTJHArcFmYXJWPRnTA23GHggbH9z\nV8DDmEquHRBLtbapWVhvwwKRLwVi6fKjXNEzGiN7fgbuFpFrRCQvRVOe56jJWHSo72Ma0DEST9yc\nmo2Vo415yVj0UUz1twL4XySeuL0iweXJWPRPV3N1wCalTgJ6ReKJS8pzbPlCVRc7CXQZ9psXYllP\nT4vIaZX5nZfzuFQtE64XRpx1wq6Ff2IVBTuLyPEiUtUFhMZjCr8DKF1EIVhWIfjv/c7EfneOBNjr\nkNJz73s3LSmWt2tF9hMQ/5o+B7AWlYhaUqoWawN/YrPGAQmVSSm1AWYJCGM2me17M4HNcoQuzvC/\n12cL3ydYGGCuKnwrsWyp48tL/HgHfRAWql5ppXpT2u+JWRdOquz210M8h4XbXpxrxWqOJPZsyaR0\negWrFnVUljZewgbrWW12rq7ojWUH5aM8xFUeT2N2pXzLqIe3/wmbiW0jInlneGRp702MXLuykmYP\n13u4svQILB9p808G3LUcuyY3wt59Q9bh4UWxZ/8ojIB5Ry2IPxtaY4TMm0Db+Q2XT9nn583Of3/v\n35tjk0TvYNabjYDXvtx+3hnfbLtg12Kh+/MPnbgMG1SvPPj7LeLYc6YEPkA/H7PVTXWi9mJsQmM0\nwI3cGJnClLr7sd+TboPNhpOwd3vf0LLzse//pdCy07H+Rokyx7NnzsLUUL+EljfFMmp6BlX8fPkO\nGPn4akrVPrDB3makkFUiMgYjEXYEHnGimdDnP2H5Sl+TpjKjKy5uwp7Vj7uVL3WdjTHlyvdkIXki\n8URLzMLXzTOCUtvZvbi4uGU0Gi3cb7/9aNSoEfvttx+nnHJKYXFxcWWpDcAU7v8FCrQSg/9FZIyI\nPFxZ7VUEblO7BzgQI5jq+fK52G/1HRCPxBPHhLYJMqg6YYq+LpF4Yttwu6q6SlWfwdRQe2B2vj3T\nHYPf53cBT2KZVk94ta/KPM9ZfrwP+7l2j8QT5eo/JmPRb7DsrC7YOXX3wPg1JkySseiSZCz6Ikbe\nvY4pGHu7Ci2fzLNyQVWLVPUDVb0FuBFTUl6M2ecuF5FK7xOX49hWqeoEVX0AU6Q+gY21bgIGuPVw\nv6qw96nlcaUWTyj5U4m7+h7gywnjSi2cMv6j4J/fVeK+alGFqCWlalHl8E7aH5hNBs9tWEZppVQQ\nap6uAl82pRRkJq3ASK2VrMeklFuPPie/gfQY7Pvcew12NQazYFSJLczzF97Fqtyskxmovwr8muiH\nEZAVJjvWFfw8RgGnpCOnffA1CTgrU0fZ7RPDgNO9qla2/U3ESN5LypHJ9SFmnbp8DWdOB2I5YDdU\n0szr01j20W2VWalpPUY7bKJl1z//mDVx6ZzpR2LEzbHAq2rB9WsdIlIPI6VGYVUqt8BypTLCn6sR\njLjcFDgKYWC7O0YuwdRMA7FsjbbAmGTH6OKPd5t9w9J6q2ZM3e6PPq68PBkYtP8PW0xGS8KwA7TE\n3i/P+v8PxqwvfVW1SEQ2mMSktp/yaf9e2itriWwftJ4HvJ2MRX/0ZTv48b/oOYkB+XQGRj79Fmri\nUixn7cVQm/Uwe+skLDMmWC6YJWYmKRlXkXhiD4zQfjYZi86gNDbEcqRedjtvKnpiOUxdVLVYRIpF\nJEyOn429ix9Kl0nmA8kbMVL9flVNW87dM8KuAIYlY9HR6dbBJnzYcccdSy3caaedgn9WSG0QQFUL\nMHXaTjlWrdFIxqITWE0wdQr6LE503o3ln90SiSdOD7+b/B1zE2YX6hKJJ8rY7zyH61qM4LtPRM7M\nYOdTXR3S/RvwXxH5V2UqZJxMGwP8C7tvbsJC3fMuTONtvI1do69jBHqPSDzRrCLKeCennsPu9UFY\npl5vJ72q5N2nqt+qahdMuTgYOA7oISJ3VhX5U45jW6KqI1X1Nkzd9RoWuXEP8IyItPeCCzUKqvpN\nQWHhiJ6dby96Z/BrzPltOu8Mfo1e8TuKCgoLR6RToNaieqKWlKrF2sJCSpNQ8ymrlIKylfbmAA0y\nkBBBbkNGua/PLP7OekxKOcYB++ZB5nyFdbyblXcHLkEfBjSPxBMNc62/huiDqenOqqL21yeMxipL\nXRGJJ2py5toQrNJeJtvpy9gA6JAsbbyCvQ/zqXbXG3vmtMrn4PwZ1APLEym3Dc/VIo9g53h5jtXz\naW8lVgVpQ+Df6yr/4q8AH3gdD3wDbDXp2U5LMWVSQ4ygT6y7o6OZH8dg7Lqe4Mq7bGiOzaIPxbLa\nFmOKqTaY6iuJ2QAbA6+ec/PoDUcd+OvKJfVWdfPsvzOwSaAyhFIkntgQI1lGJ2PRX/y6uxizvAVh\n160x0iqfimxtsHvi2dCyS7D3ffh7vxCbBCtRTnn+09FY/lM4s+psP7fuKXa+lhi58IS/54J2NsCs\ndd+SYov0HLjtsb7Py6kHLyJHY4qsbqo6M83n+2BZUy+oFT5Ih3bYc62Lqs5Ot4LbGe/A1AI9M7QD\nrjaYNm1aqYU//fRT8M/v/LgqXCDDFRS5FHs1HslY9DOs6txOwH8DIsSt549g18UlwGVhi3kyFp2O\nkTtfYgRPu1Ryxr+/OzCFXXugk4iktai59e9O7D10IqaaqtTJqGQsusCDqP8L/APoFoknouVUTS1L\nxqLPYgTXl5jt9SEnVStybIuSsegAjJwKnm29IvHE+WtaATAXVHWeqg7AnnFdsapw92DqtubruuCI\nqv6uqi9iROAtWPZsFOguIl1EJJpnJc1qgeKiovOWLV066vFbruGKE5ry+C3XsGzp0lHFRUXnretj\nq0X+qO2M1mJtoUQpFfp/mJQKLH3plFJQlqwCU1cVkV/Y+bY51vmr42Os4uFB2VbyjvgY4KgctshM\nGOb7iazBtjnhqpZXgdOqwia4PsF/6x6YtSRr0Hd1hqsfxmHXRLoO8BSMbD07i1pqATaQbp0rGNWz\nQUYA5+RrBfBBwXNAqzWxwfj2TwMnisjhudbPo73ZwAOY5eLcira3HuN0TG2z47IFsycvnjXtMEwB\ncRSmjlmedesqgs/Gn4ap9LbFBsWvZdvGielTMTXqCoygSmAkVUtsMLcSI0LGJmPRX+dvvPz0OY2W\n/fr7Zktf9KpiLYGBrmBMRRtsQiHIJzoR2AF4RlXVB9RnAcNU9dccx9rIj2NoECoeiScOwJRXfX3Q\nH6iYjseq/C31ZXUwNdSXWBBw0Ob22O/5SlhR5eqvi4CRyVj0i5RDOQcbbD6WjEVTrYbn+3c3GXhE\nRP4Qkdme57IFpl45CqtmiIj8P3tnHi/XfP7x93NDRKy1VrVqV7XU3tp3gxES+1bU+mspRatUB81U\n7WJJKGKvNcjCREYQaishxBI7sRNZRch6n98fn2eSc+fOzJ275N5E5vN65XUzc875nmXO+Z7v8/l+\nns/zIVLHDDCzevTbvQG8aWaPh1nwJDMbbmabBKlwBLrPXiq+RmZ2pJlNGP30/Tc+cfFvezxyzl4n\nPXLOXg8VKyHC++alOM4ZAwcO9FdeeYVJkyYxcuRI+vfvj5m9AVxqZpMREVIWZrZ9KL72NLORZva9\nmT0X3lkNji3xeaiZDUl8/pGZfWJm5yW+W9/MBodJ8pdmdpuZlRoXzlPIZ9Jvo2u2IvJNWjq+9yBK\nrkETHH9Njrnifv0nmjA5ChmnNxiTRdrY7ai63+qI8ChpGB6qqYeQ99k44AIzOy4UlW15vs+jCntP\noOfswuI0xCraGJPPpC8CzkLjyUtT2dxpycqFLTy2b/KZ9K2InMojsv7GVDZ38Fwkp6a7+1B03f+O\nsjdORsqkw6wdjcfLHJ+7+5vu3gf1Jxei+Ow4lH54tpltZWYLd+RxNgV3nzBr5sw9kDJ1T2DtWTNn\n7uHuE5rYtIZ5CDVSqob2wiQaK6Vmf47Zx8k0JqUKs3+NpMDh8TKW6szOF2ilVAzcP6T6KnxdacKD\nqsx+JsT23ZqR3tRcPIBemsfMpfYXGER6Wx44bG4YgbYjBiBVQiPSNci3e1GFrkoVfvojL5oDqtjf\nnSiNqTmzcINQ2tyJ1rJqoI8hs+M/hoF1q+DuryCVycFmVnX1pBqEeF5SSCW10st3/nMKUI/UO+Mp\nqs7WztgCkVH9UeD1LiI4KmFL9C4diAb1hoiodOL/2yIS5t4gb/cABgYJtT/yPiqlkloqjuOhfCY9\nNtKHDgf+m0itOAyRMtWYah+MJqTujfbr0PtgFCJzCil3xyOvr8cS26ZR8YDZ5uax7u/ReKOYvDsB\nkXQ3F53TGogYuzuI6tkIn58eSHW8HyLzNkfB6GnR1nSkoipgc3Sdj0Qlz/PIZ+d25Lm1KerfLkTp\nemcglVn562W2+Gcjhu643FqbHoeMt5dG1ckKx7ktSuPuhfymXpk1a9b0AQMG0KtXL/r3V7anuy+H\n3rsbUJ2KDUR6n4qUXF8Dg4r6vaQS7UhgszBAB02WfIK8kwjC8jHgpbgGKXSvNlKgzYuICo5noonZ\nCyOltLDsYUQ+bUZCTRXL6oO4uhg9nxcnty0g+vKTUSGO883skHIKWHf/ApE9fRGJXNaXqqWItLk+\nsZ8fAVensrkDmzsmDBL4VOSDtAlK6TuwhROmyXYn5TPpmxDx8hgiw/tG24u2pu1yCPJnpLv3RH3K\nfxFRf6OZnWYq+NChCALtGXfPomfyJiQIOAu4LVI/1+nIFMSmEOmTD9dS9uZP1EipGtoLk5hTfQ8a\nK6VAA/liUmo8GrxU8pX6cRP7/hxYoS1k5/M5ngc2b2pgENLxd2hZFT5QULMslc2lW4x8Jj0NDep/\nHbPjNbQOt6Fg+siOPpBWYBQKvMtVf3wJBadl0z7zmfS3KIjfo9TAv2jdSSgdaI9QWDQJd5+FTGdX\nR4FxsxBpgL1Rf3hyGw0M+6F+4fSONGOdT7E3em5+PHXS2Dcnf/H+psiH6DdIvTK94tZzF92RefYs\n5Nl0fymT7BLbvIbIgG4oWJuGzvMRRKAcALwUQXYPROI+GM/L7kD/onS4Ag5E16rgx7Q3CtBvBzCz\nn8f2d5fyTkoiFLJ7IMPxwro7IzXYjYm0ux2BtYDrCyqmINIOAx6OcyhgB0S4XFuUnvdrROZcH/1D\n4fuFgD+hymMNSKwg3E5F79CvgY/d/bQIlu5CKsvtERE0+zdJpLOthdRTl8R3qwCPxvbvoz6qQBRe\nGv1KIyy/zha/ABb6yca7/OOzEUPvcfeXUR+/tZkVUpnPQam8dyCi5yVUuewrQm0Qx/gfd7/V3Uc3\npWJL4Dx3fzxSD49E47QepVZ0988JVY2Z/QvdC4cnjO5PAka4eyauw8g4zh3nhWC+GoQ5/pnAwsBF\nSaV3PpN+AQX+PwEuKa5Al8+kn0Jm4EsCV6SyuUYkkruPBzKIpDwEyJZT4bh7vbsPRETWZOAiMzu6\nrVPKglQ6CRHVhwGXp7K5Zv1eQczlCU80dG7XprK5rVvjNxVtj89n0jcgcuqJaPvGVDa3f2uM1puC\nu3/u7tcjBdytyDeul5ldFKqkDrdTcPdJ7v6gu5+GlG9D0KT2pcC/zewgM1uQq5rXMBdQI6VqaC8U\nk1INlFKB8RSl6YUMfwKVK/BVo5Qymiavfuh4AVVMqmZWbBiwaUsqleQz6dHAK5RPp2oLPIVSso6b\nz/2QOhwR2N2OvMBa5d3QUUhUf9wolc2tWmZ5P+BXTZzjIJSOdXAVu30Q+dpVrdhz97dRyfjfRgpP\ns+CqVnUVUlXs2tztS7TnKDj+BjirrVM5fqgIb740In5WHnnPBRNR8L4kIiKGdtSxRXro+sxRSX1B\nqIfKIdLc1kGKw53QeQxA99hi0davEUFyTyif9kTKp28RWfU9UlMVt71CrHt/PpOeHKqX/YGcu38Z\nqxW8oBptXwJHoDHBoGi/C/LU+W9U8ip8dyTwdD6TTirEjkJE2mwfqvA/PCbWfTnxfVeknnoRVaVN\nYv+4FlcWUgUTOBKNY3rF59kloMxsVaRgWxSly5XCLsBD7l4oJXU5UlMMNbO/IiJhA0RajS/VQCqb\nW33pVX65C9is1bbd/6rC99H/TGTOGOBXiJj6FhEmR6A04eWAYQm1QaP0wCbgJM47UmjepsLYw93v\nQ/fcmcDpRdW5fgXsFKl7kyON8M3YzxrNPLYOQ6SF/hUp5y5MTmgkqtDVoXS1NYu2/QCRnZ+iNMBG\nFglBNt0NnI3UgFeZ2cbljsfdP0OKu1sREX2lma3durNsiHwmPT2fSd+CPLJA5u1HNVftFOqrmxDJ\n9RG6T/6VyuZWb4NjHJfPpK9D5NTTiEDrGyb0c+2dGMbjA5Ci8wJ0P58FXG9mPcxsrqQUNhfu/om7\n34r66b+j997+qF+6IDyyasWHamg1aqRUDe2FicDiCZXORGDppLkjpZVSULkC3xia9pT6LP4u0Cl8\nyKh0PNWl8D0Vf7etuFZ5DEAzvr9s4fYVESTD9Shla674Vy1gyCOj2/8reibnJzyDvDL2LrP8WdQX\nlE3PC7Pmfoigq6gcymfSM5Bib9NUNlfRq60It6EAvkWm5e7+AlKuHNcadZNFCXV3n4KUJ9sBf6hG\ngZXwjZlvjFDbGHsCiwDLTv1m7LuTPn17Y0T8bIHUPiWroLUTuiOCZzRSq/ZPKE4qbfM5MhzvDvxv\nzc+XHIOULU8iou1A4PWogtqd8D8Ks/fdgAfKqKQOQ6RHIa3vEKSaugfAzAppaTc3dd1S2dxayKD8\njoSiaT9k6H5rYtUD4rubE9uuiwi3WxMKKxCh1ZnGJuCHRxsNTM+jwt9BiGR7P7mBmW2I/IFuiYA/\nuaxQhn1cnD9Fy7ugybNxyeN293+g92jBoPky4C13f7W4jTi+JYCzZ03/fjxeP6vIsL0YiwPnoj6v\nLyK71gfWdvepifVKeYS1KcxsUZSiOBMptIqPcxBS/f0q8W8tlAY13yB8Mc9EEwEXJkmVIK3+gsa1\nFxRX3guF7t9R/39SKpv7v1LKd3d/DZGX7wE9zeyIcuqbILLuR4b93yPvsCPa2kMon0m/h1JX/4Pe\n0b1T2VyldPpy7XyWz6R7ogqGSyPl2IltYT+Qz6TH5jPpa5Aq63+IYO6byub2aW3KYCWEN9izrqp4\np6JU6yOAW8zsBDObJ2KXuFdGunsv1G9ejp7XPwK3m9lfzGzTeUHpVcP8ifk1+Khh/sOk+FsIYiag\nAVgyqBlH80mpr4ClmpDajkdpCPNEx95RiMHp88AWTSmYYvAzgpan8I1AaSDl0qlajRjkPAYcPrfK\n+y4oiPSWf6Oy37t18OG0CKFYeBDYsWAmW7S8kD7061JqqgQGI9K8Gr+o55CvyzHVKvaCBLoe2NLM\nqiGIS6Ev6lNPLecd0kxshGbMd0KpM9WgqXSwHyQiONkHKT9+9mq/SwpGqksjVdLjHXVsZrY8Im0G\noWP8hoZ+So0QqUJbIaVhwYvqgb1e+PltK0xcdAPkJVQgAO6NvnYvpJKajMiq74CHMNbB+DvGEtH2\nqugdclc+k55qZiuj+6ufu0+O4OUY4PVpTJuClVczxzvrKOBj4hqH8fG+yNeqYHi+IiLT+ie+q0Pp\nYe+SULGlsrm1ESH7n3wmPT7x/TpxjrcX2ojvO6G0vS+Bu4uufddY9hoNFV+FZ/wIpF75GHi3RDrl\n8YisGlic+unu76EUu9EoVbmkmiXO8y/Aop+PHPYgsFAiVQ8zWwfdp6PiqxEodXFZ4Ap3/6Dwr1T7\nzYChNNbCfn8Uxzyq7BYKcGeh3+MUM9shsWwESnH6KHmM8e/7Vh5ruyOfSU9E5udfIbXPLxLLJsWy\nV4FzUtncrkXbzsxn0teiVPDdgWwpQiZUtf9AZO1+yNi8rDrX3T9G985/0PPTy8zaVIUWx94PEWYT\n0bmf2BKT8Xwm/RIiQ25Ak6fXpbK57m3hZRpG670ROTUcKYRuSGVze81Ncgr0rLv75ahfHECcm5md\nY2YbzSt+Tu4+1d2HuXsGXZ+7UNXF84CbIx101Y47whrmR9RIqRraCwVSqvDynBh/k8HjeGCZEoRJ\nU6QUVEjhi8HfFyzgpFTgeWAlpDBqCo8D66SyuWZft0Q61a/ncpW825BHQ62CWCuRz6TfQgHsEfMx\nyZdHgU05z6aC6qOSWmo6UnFsH6qI8jvTfX4jep6aQ+Y9g1Ji/i8UEs1CBGKXA79AQXmr4O7j3P0R\nFEwfH8FrDaWxC3qPLTFt8vgPJ370xoYoNXpj4K5yHj/thL2R2uF55qSBNeVt1Q0pmR5Hweub9/1r\n189fWvPrLX/0bec3Ih37IODd3Hl7LLbZu8ufhkiHAZGatwtSSU1FpNa60R5oNv1LpOwAETPjEXkM\nUrn+tDOd+3am858or3IEqak2RNX1Ckqjw4GpqCJrAb9DZFzyuxTycrsu4S9Vh7xSPkRVBonvF0Ip\nQu/TOJ1wb0TcX5n0ngocg0zuryginFYxs1sRyf1BXJMrkhuG4fiuSK22kZmtaGZLm1kXM7vazHYC\nsui+60p5cudwRDBfPHXimMlIxXC1mW0RirSbgWd9TrW+fyESqAtQZ2a/CK+YbJn2m4NzzGwnU5XA\nW1C/O7DUimaWRoTjoe7+GHAJMlYujBf7oAnLu81sMzNb3cxSZnbTvBKkNxdB6P4dEY3ZVDa3YWLZ\nNPTbDAFOTmVzhxWPi/OZ9BCUpvcz5NW0WvE+wlz7PqTMWh6l85UtahGKnXuRWmcWcHlUiGtTP9Z8\nJv0pSmO8FpGi14R/W3PbmZnPpB9EhO6TiBzpncrmNqu8ZdXtf5XPpK9ChPYrsZ/rUtncnqlsbq5W\no3P38e5+BzqnK9HvlwV6m9lube3/1Rq4+9i4z05E987TyOfvajO7ysy6BzFdQw0VUSOlamgvFEio\nwiCjMLuc7KjGo/KvxQHxWGC5MuqeAinVVArfAl+BL/AaGsRXMwB4Ac2At1QtNQyZaFYKNFqFqPZ3\nD5Cu1nC6hoq4BeiEAqf5DuFvMxQZkDcatIWa6n5g2ybI0kdQEHVYFft8DwX0h1U74xtB67VIKdqc\nCn7JNkahcznMzFrlq2FmH5rZyYhgew94y8xOMrMHzGyKmb1jZt0qbL+omT1sZk+Z2ZJmtrCZ9Taz\nz00l4T8MP5z5GqGU2Q9do1Veu+/SgrpmGaQMfbKjji38R1LIs2xXpGTLVdom7tfCNqsiQumB+7b+\n4KBxS0xbtOu0ha+PtLf1l5vUZeD3nWedOH7xqd2BwaHoOBCldhX2sykwAsdjuy2QCmmmqcLXVsDt\n7j49jvcw4PFpTJuJgq4XyxxnHSItXi+sE2lPO6NUvinx3fooZfHWIMkK6Wy/BYbmM+m3E83uiYiq\na6KSbwHdkV/U1cnvY3LmcGBQEPizEWqk3YC+7j4msciRgqBgmH4k0Mvd+yaWL4FIsP8iD6td0b00\nApFKy6Iqc8cjYu5BpEYovkZbIbL91nwm/Up8PQVV8rsTpeR/Q0O/vEUQgbkket8/h9Re35vZHuFP\n1hJFpCMi5EqkNFke6FYqPTPUO32Bc8PAHJRS+CVS7xYqxm2NYpY8UhFdDkxIEIDznXIz0l3PRf5Y\n5ybJlLj3/o2UTgcjcmqhou3fQCTAt8ggfZtS+3H3N5E66U1EFh5TiWhy99Eo1fQedE9d1taql3wm\n7flMejBziOG/p7K5M1qShpfPpL8J9djJKOPi3FQ2d14qm/tpGx3rF/lMuhd6Pl9HJNV1qWwu1RbK\nrEpwVcR7FJ3b2WiC/SSU2vdbM1u2YgNzEWEBcGUYtI9DcdZhYeJ+JHpPHoAmCD4zsxeCUFsktj/S\nzCaYWdrM3oqxxr0xnjgyxg3jYx+W2G9nM7vUzD41s2/N7Dkz2z6xfBUzGxTbfmtmr5nZ7rGsYD2w\np5mNjPHJc2a2XmL7Zczszmh/ipm9amYNfEZNOMPM3jWzqWY22szOSiz/qZndE+c3zswGmAp61FAB\nNVKqhvZCofRxQRlVTikFjVP4vkYzeaUCvvFo4FaN2fkCT0rF7O4IqiClYt1ngB1aYlge2w9G/jyL\nN3f7ZmAgIiePnYvG6gsEIq3gDmD3lEqez48YhIKsHcosH4qUm/uXayDIqzuBraqsFnQ76qPKVvcr\nhrt/hQLWfVpBKt2JAtjT2mLmNILGi+Lj+Sgo2QA9x3eYWaO0yPjuURQU7uLu3yB/kr3QNV4bkQ+j\nW3t88wC2Q++ahadNnvDp+A9fXQ8p3tYH7qzCu2luYjekGn0EKQUf8SYq2cU2CyFSqQfyXHv+nZUn\nHbTs5EU+f3mNsc+he/rj2y/f6WePbvTp6p8uN+VToH+kye2CvJWmYiyNTKdHJFLtPgCeioDid/H5\nidj3QYgUuQ0Z909DAV8p7IhIs1vymbRH+0ej9/ojMJu4Oh6lVT6R2PYINNad7TmVyuaWQURVPklU\nBVF9CEoH/CDxvaGgcDwJk3QAM1sCpRG9xBxFWAE7o/v+ZeCn7r6cu5+TWL42mpibDFzj7g+5+zru\n3tndV4/n8SpEFu3r7iu5+5+K1W8xIXMqel8/kFzm7gPcfU137+ruu3tUzzOzxdFv+x93/7W7Lw6s\nUdep00T07A8G3qnr1OkR5mGIUCMAACAASURBVHhMNgdPu/sG7r6ou2/l7rN/W1clv2Xi/2PjvC5O\nLJ/p7lu4+yGJ79539/3dfVl3X9zd13P30xPLd3JVCpuvEKqoLLpHzg5ysbDM85n0fYiA2wHIpLK5\nRYu2/xqlXj8P/DWVzR1eahwUfcE/EQG4F6q4V3YyN36DOxE51Qml8x1obewXFMf/D+SVthGqrLdj\nC8eco5H67HyUhtw7lc0d21bjz/Czugwpgt6Kv/9OZXO7VJu+31KE6u1Vd/8nSischiZ8bzSzPweB\n3BE4ApGiW6D78Bwz2zn6rg8Robo+ItJXB65D/lMno9+oK+o/D0QTJDuiwhq7IxXn4eh8k+O1PiiG\nORCNT/oBD9ucdNNrkE/gNrHvvzJHvVvAxajP3AzFmIMS93YXNPmxB0obvg4pN5MKvAvjfP+BJnMO\nQkQ6Qfjm0ThzazQhMRkY0taqwx8aaqRUDe2CmLWcRiilgrCYQkOl1Lj4W8z8F0olN0rhi/SZaszO\nPweWm5ckrx2IF4C1UyqP3RSGoaqFv2hqxTLIoQHNXDMjD8Ppm9AscpvIthdw5JDvye/nR5IvzGJf\nALqXOv7oewYAO6VUyr4chqFKR4dXsc9xSLW0dyqba06VzwGIVDrRWuAN5e4z0GB+5WqOs8o2xyKC\n6QugS/jL/A2ZDW9RtPpKiAD4FNjb3afF9z9DvjnPuir3POvu97TF8XUU4l7aH5EMq77ev9fXsWjZ\n+O6Zjjmy2YPgvZHaZjM0gTOg0jYRRBW26QJsCQzoNMvWndJlxtobfbDcYOQRstkaXyz5yPedZ+6f\n2/yj+ukL1z8YCtWD0ED/4WiyYPY/Io7hl8Bt8Y7eEg3cb3Z3Nxn0dwPuc1WQ2wx4BadRqmEoHg8H\nnkkQSJshn6ubEtXvdo3jvaFg7h2EcgqpqSYlmj0GVUC7LbEfQ0HmRET2JlEITq4uKLASOB6Ra1eX\n8InaEQUlfeK5KsZhKB3w4vCaawAz+zFSLj3HHKP4BkipSuDZKLC6sglj8yQOQITkXYUv6jp1uqNL\n1667nnJJb64bNpxTLulNl65dd63r1Kn4ejSF+e690ZGIMcyFqA85M5XN7VS0fBgK6n+BzNGXKVo+\nDbgUEa8HItVRo2poQWwMRMH0Uqja3lbF6xVt8z4K3vuj5/ASM2tTVXqQb08gJdLLyBD93EgPbklb\n/0PP8n/Q8399Kpvbo62KuOQz6U/ymfTFiEx5D03CXJvK5naa2+QUSDno7jcg4v9mdF9cbmYXm9k2\nbU0cNoFX3T0bpPHtiMzZOY7zKnd/0t3fCtL5BKQMHYBSsQ9AEylDgHHu/jRSVW0NHB3bDUZjsR1B\nKih03gfEuOJDlwfXM2jiAzT+eMbdR7n7aHcfHG0ncZ67P+7ubyBV14/RxAzu/rm7X+7ur8X2fRDJ\ndGAcw+JokuIv7v6fOIbn3b1QoOIgwNz9+DiGt9E7ZxXKT5bWQI2UqqF9MYk56Xugwd+Pij5DY6VU\nYTC3fJl2qyWlDMobqS5AGB5/qyFwXkfXv0UpfKG8GQZ0m8sy5+dRie1j57ac+oeORNrAOsj4en7E\nADQwKVcOezAiyXuUayC8Z+5A1fXKljJPoD/q437X1IoFxGxiH6SY2KPa7Yra+AgF191N/i1thUHA\n/mb2G3f/Dqldk0GCIdXZu8DBRak5twAbm9nbIb1vYNY7n2ILNKhk+pSJX457b8S6yGfkF8AdJQiJ\n9sRWaNJmEEo/e6oojazSNgNjm2+Ax5ea0vnoFSYtWr/7iJ8NQIPwL6+8fuvVH9n402U+X+a7r4H7\nQ1G0M9AvQdJsCryX6pmbjGbPXwdGBGF2JDDC3QtpZUehZ6U/xuKIsCqZuodUHT8iCKQI+n6HUriG\nx3eLIeXTsAJxFSTT/6Hy8YMLjaWyuY2Q4u3moip8OyKi65ok8RSB8e+AIflMukHFuwjodwCuc/dx\nRctWjP0/XiIgwsw2QiTn7e7+TonlnVEK3GTgyuL7y8wGm9nkof/oPuHRnvse88g53Y545Jy9xpjZ\nN2Z2ZonrmNz2aUQ093f3CfHd2vWzZu1+3DkXdNqu274st9LKbNdtX47N/KtT/axZuxeUGGZ2rZlN\nLvHvGzO7JnYx36XSdTSCXL0c9amnprK5PYuWj0SKj6VQqt7PipYXVFVZpA65tFyKuru/i4iUV4Cz\nTBXeyk7YuvsMd78N+DOwKPKm2q8lEymVkM+kJ+Uz6UuAnkgZ2SfMxVuk1I/rcQKapPoDcGXSu6sN\njvejfCZ9ISIoPkLkXZ9UNrd9WxFgleDuU4JkPB6pw2aie6Rv/D5zM0OhgOIqoF8Q4wQz28XMHo00\nuG+QovxHSM15HEpLno4mLf5tZpcilfvH3rCAwVfMGXusjya630n2P6hPLyilrgIyZva0mZ1nZsVV\nHh1VV9QH9YFvo/cQZlZnZplI2xsX7e9GvP9jvc6UL2ryK2CtouMbhyYv5tcMhHZBjZSqoT1RTEpN\nIJG+Fy/lSTQmpSagTqScquFLqiOloJbCRz6T/gYZpVaTwudICbFtK4wdByE1wdYt3L5JxHH2RcqN\nvebWfhYU5DPp15GC4nctqYwzD+ANNINZsvpjPpP+Hnmz7N6Eh8UzSIJ+RBUVK6eimeqtUtncepXW\nTcLl9zEEOMLMSlUfrQYD0TmfZvLqaQs8DTyLKvytjPrg4jHDQ2gw2OB83f1lFFT8Halw7jWze9vo\nuNod8dsfgN4jq74x4KoC4bMcus+e76hji9S4HijAXBkN3h+otE2cTw8UUIxDBNNDwEqd3Lbb9vWV\nPvnTcc9OALba8MNln5lZV7/zwN+Mrp/VyR8OVeBB6F0tlZRRhwjgl4DtSaTaIaXCSmhGnyBOtwJu\nDWXdJui+akRKRdrNgSjNrvAOT6EqdjcmVEEHofvs1sTmOyFi/bqCN1S8w/4PPSuzA4roA44Fnoyq\nXsnr9EekCLuZBEwm3CciFdMTRcvqUNrTZJT6QdHypWP5y5T/rQoz6xeWUlEBx2x0yNln/eaEXk+v\nnTr6APANUTC0EfDvZIpcCayIAtj+ie/WAPjlZg2HBQsvPPu1XwjmM7Gf4n8bAeeEMqKTK423hmYg\nJkJ6ozHT71PZXI+i5aMRMTQVuDiVzf2yRBvD0b1VB/RKZXMlJ2binroIeRumkAKq4vg4yNNT0Lvz\nSODieDe0KeIc/oAmNE8ALmqpZ2g+kx6fz6SvQOqrqcD5qWzurGYqmpvax4f5TPp8REp9jn6j3qls\nbtv2UJu7e727/8/d/4Z+n5FI1XaLmf3ezNrEW6sMZhQfDiqa8HN0n7yCirFsgvpLgM5Bsn+OfGt/\ni+7Fb9DkxspmdpaZ/TomNZJjj8VR37UJDfufddG54+43ItXsbYjEetHMCvuuBmegfv8CNOnwK5Sa\nXSBum6r4uTh6nxX65MK/tWmswq0hgRopVUN7YiKVlVIQFfiSX8SAchzlSakxNO0pNRG9kNr8BTqf\n4nlg41Q2t0gV6z6OOtkWpcbFQOoVoMfcfEHHfh4GDmmJWWYNjXAjmtlp0ux7XkOi+uPGqWyunLnk\nIFSCvawRf7RzOxrY/KqKXT+BlEPN9Te7FQ3ujmvGNrPh8jLqhZ7TFrVRBleiSYGzSiwrmBnfBjxm\nMrJOHtO37t7P3U9ApMF+pTyp5hNsgAiOGdOnTBr79dvD10ZFI9ak41VS68VxDEAm7K9EymUl/AJY\nK7ZJM8cUfb/lJy660JZvrfj0uytP6oYz4Z+3b7724M0+XujLH303Ebgv1Bc7AvclKtCtCSzx9ZLf\nF4Kh/+Uz6bfNrCvyaHrc3UcHgXYMekaeiG03Az7EKZXedgCaFb8LZqeqHQo8XvB8CgPybki1NS6+\nWwypm/4bBHsB+yK19DVFaW7HxN8biva/MyJbeocpNTCbCPxDfOxT4vffP67x5aEypGjbU5HSsFep\ne8dk2rsncH2kTzXCbj0f+skK62652xI/Xu2mNx+6doC7f5D4N7HUNtH2qmjc9WaRGuF9gFEvNuRX\nP3xrdqG/D2C2B9QHZf6V+g1raAYSE2z3AkensrlDk++SfCY9FgXNHwL/TGVzjSb7orrd6cj36B+p\nbK5kKnuk8w1GJEoXlM63XaXjcxlv34QUOUsg1dQ+c0E19V0+k74GvXuWAq5KZXMHtVQJn8+k30XX\n7VLUl1+TyuZ+m8rmml39tsI+3stn0j3RtR8T++udyua2bi8rhHgOr0D93/1oMvjaUAxtHP1Pe2BT\nlML2Z3d/wd3fo0z8FffU0+7eExHl41A//Xc0vlgHWCyO/WX0TlixRP8zJtHmZ+5+vbvvjywOkuMi\nA34z+4MqA67NnKqmWwED3f0ud38NPWtrJ7Z/F8WTO5c59xHo/fp1iWNsyudxgUaNlKqhPfENDY3N\nJxR9BpFSpapJjKU8KfUVsESpHPoCEqz8Aq+UCryAWP+Nmloxn0l/ggasO7RifwPQTGzVCpIW4g4U\nYLWJv86CjHwmPR4Fg3ulsrlVO/hwWoKn0eBmn1ILI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grLAK4sVs+Fcfn/AY+6+3+LzzmI\noYLXy/UlLguhtvwrIhFvLbVOGbyPFBknoEm7W2xOpSlQH7PsL/c+8aOfbLRzz/pZM9+hseK8oIqb\nTV6Y2TLRxj/dfZi7v035sVkNbYR8Jv0C8rBZHzivWLmcz6TfQqRCZ5SK1shXM+73PojM2ZMyyqoC\ngiT9E7qPLqtG/eTu37n71UgJ9DOkmtplLqimPJ9JD0YeSe8jsu6vFTwkq2lzSj6TvgkRaqPRc/ev\ntvYojWN/Gf1e5yHi+PzY1/ptua+m4O71rgp5ZyOyfgTqY28xsxOb8habB1D1+MTdn0ymENYwb6FG\nStXQnigM8pYq+pwkoMbF3+IBToGUKucr9RVNK6Umo8F7jZSag+eBn1Xj8xRpE8+iILtFg4sY6A8D\nurW0tG8z9vUZSm05oK09AhZQ9EeKxPnO9BwF3KtQptpkVJh8Ft0rZVVQocp4Bjgklc0tXMV+hyK/\nn2Obc81ChfMocJSZtWiAHZ40l6PAc7+WtJHA+wAffdQwY2j06NGF/77XyvbnRfRAgdhK7wy58Uuv\nr69D75gXIwjvSOyA1H9DUYpdrpQHURG2QsTrAHRun6Dy2t0RUfUtIqXy6D15APBU9KOHoHdwKZXU\nobHtwAg6j0Yq3Gfi8zGxr5KV5IqwNUoluTmfSXu8I44CXiqon1LZXME0/+4CcRQG7N2BfgXyKWFW\n/hkJk9ogG48ABkcQX/h+8Vh/eFyPJPZC1Z+udFWkTCKFUmWv8qLqkkEenoGuXSMPqrg+J6Mx0YXu\nPr14nVDE/A2lVF6cz6SbUsPNRpCAt6JAc3Ts52ZkSs6K620z1uo6+VsPXVv3yDl7YWZ7o9SiJD5C\nyoJuZrZc+FRNQGO1481sDTPbCZn+1hQIcxmRTn8OCsSzxarzeF7/jO65i6IYQHEbBTIng1LSe6Uq\nVNh198+Ql9NjiKz5c5CpFeHuL8X6zyHiNhOEZpsin0mPRUqfS9Fzem1rK+rlM+nP85l0FlU5XAoZ\nlJ8Y6b1thvgtXkLXN4smCC5IZXPnp7K5ddtyX9XAZS5+FfLHuxdNWl9jZv8ws03bmlhsIyyI45Mf\nJGqkVA3tiQIzvRTMnrGZTEOl1CQ0sCl+cU1AAUKlCnwrVnoJxQxmzey8IV5Gg90mq4oFhqHr15p0\nnYHo922RaXozcTeSJB/ZDvv6QSPSL29AxM6WHXw4zcUbaOBSSTXXD6lgtm6irTsQOd6kX1MEkH2R\n0qO5/mY3oeDx2GZuNxuust33A4daK8q1u/s7dXV1Q3K53KyRI0cyadIkRo4cyeDBg2fV1dUNqeQ9\nMz8iAo8UMGHGd5NnfPHqEyuj+2d59Pt3GCIo6I4mFDZDKVMPVdom3ovdUXXHmSjQ6I9SWpdD98ge\nVs+iSD21EzrXe1LZ3M9RX31vUlUU7f481r07Ji22Q8HyzfG+3RKpOm5sKrUwCKgjgOF5lYEHKZp+\njJ6Fwnkci973Dya+Ox6prJOpeLsA6yKz8pmJdX+PSLfbig7hGFQdqYHpeZTwPgoRfw2M7aP64XHA\nEHd/ocRpHYWUIheXV4R1HwAAIABJREFUIQ33Qv3NleEnVwonIOLgX/lMelKZdSrhBUQg/Q55dD0F\nvATwq4PO3GXt1NEvjPtgZKGi5BkoOAbY2szWcvfPUWB+IUrJvDp+24NRmuVriJD6cwuOrYYWICq8\nno3GYucXEyWJNL3XgXNT2VxJs/LwODoVmW9fksrmyr6j3H26u1+DilxsBlxhZms0dazuPsXdr0AV\nzdZEBMeOc0k19SQill9C53VeqTTGZrY7AhHHNxAqylQ2172tJ1Xj+F9AqrTz0aTDxalsrmdbVwWs\nBu4+yd3vQZMMl6O47TzgWjPbc17y5l3Qxic/ZNRIqRraDRHUfk9Dv6iJJJRSEcRNoIiUikHieMqT\nUmPQDENTZoc1UiqBCCRGUn0K36vod2hxCl8YtL5M5XSqNkFUJyqkULX7i/2HhnwmPRwpCY5raTnm\njkD0HwOBTUJpUWqd95Bs/YBK92Woqp4ADqrmGsTM9nDgd83xNwsj5ZuA7c2s0Wx3M3AHUqqcHsqN\nFqG+vv7QGTNmDO3fvz+9evWif//+zJgxY2h9ff2hrTi2eRXdULrSCu88cvNXXj+rDqU1/c/dO3rW\ndVNEdDxEpPCFuX0l/BJNJBRUUhPQPbwf8ELva7dhg9HLnL/3C6suNTC7+36o7PYz+Uz6Y6SS+poS\n6YG/fnuFq348vqsBeTNbGJFKz7v7G/H5KOClUEzMgfFTjPWwBoazuyMC6laY7Rt1MJCP4wAFwxsD\nNybSCLdA5sTXFwzYU9nckoiEGRaBdwFbI1XTvyO9llh/E0Ri3ZjPpAtqbSLt9VRE6tzS4BRkBnw6\nUqTcWHxtzOzX6D66yd0/KLF8HRTwDXL3YkP1wnHtjsjva/KZdLMDqzCY3wP4u7sv4e4/cffL3H2n\n3Xo+dDHQ7edb7nOl19ev5u5dgb3rOnU6CcUG1wDvdFpooYeBa2LbhXxOZa3H3H39qCy1sbs/5UVV\nO2uYe4j31VlorHxhsRo8xnb/RM/tn8K4u9F7LZSFZyA/tLNS2dyhTUzuPo2IkynIHLtbNQSTuz+P\nVFMvIhP1v7VUBVwJ+Ux6Uj6TvhT5NK0C9Ellc91KFE9qTpsz86qCeByamD0a6J3K5jZv6zFskFP/\nQ0TYhShr5NJUNndec2wA2gruPjNSOE9FqYwfoXTkW8zsKDMrl73SrljAxic/WNRIqRraGxNpSEpN\noLF/1HgaK6VAA+NK6XvQdAW+GinVGM8D61XyFSggPD2eBLZr5UzRADSjvl4r2qgWj6DKQMfNh2ln\n8yJuQM/wgR19IM3EU6hv2afCOv2QKmHzJtq6E81k7lnlvm9ChHq3Ktcv4HGkRPh9SwmlqPR1Ger3\nftuSNqKdCbNmzdoDecnsCaw9a9asPbxxqeX5Gqlsrisie8bN+H7yrM9HPv5j1H8sQwerpAI9kOfS\nT9A9OKCKbbojYvID5lTs2wSRW/cN2eSTo3CW7/HcarP6pF9fGL1H74mUnq2REqqBSur4k57cePKi\nM7bY7vWVnople6F7/JZYZa9opxFhg+6fgiKncM0PBh5LVJU7CPms3BHrLIRUUq8g9U8hte14pIxI\nKpWOQuPbmxL7WBypjp6LoK/w/aLImHkkjdMTeyDvrV4llE4Ho3fYpcXLwtj5FPRubaRiCwPhvyL1\n3c3Fy+O41onjHZzPpCv6hVXAoUgpXGzmDlIPTyJx/9R16nRHl65ddz3lkt5cN2w4p1zSmy5du+5a\n16nTD7bC5vyMeFb+CnRBxNQKRctnIf+o/wCHAyeWSk8PAuti5NF2CCKnylbaDVXfGcgj9HjgLDNr\nsniNu09290tRpcB1kWqqyWq2LUFMoJ2I3qHHo1TGVnkj5TPpyflM+t+IMBqH0ijPbW27Zfbl+Uz6\nGdQ3XYz60stT2Vwmlc01qVBra7gwyt0vQP3wI2gioa+Z/dXM1u3I1L4FZXzyQ0eNlKqhvTGJhul6\nE4s+gwLHUh5AY6mcvgfVkVJLV5MPvwDhBdQXbFbl+o+jYKg16o2XUZA0103Ig0i7AQUXO8zt/f3Q\nEZW47kfV6uabSpYROD+IVHMlfSEibWgUcGATaqkvUQB7QATUTe37UzSAP6g5nhSRJtMHkfEHVbtd\niXY+QulK+5jZBi1tJ9p6190f/gFL4vdAitvl3h1621c+a6ah98rT7j66Iw8sUjA3ZI7i6ZkKaV8A\nxDP6a6QU3Aul7z2MKuuNAt798Mff7L3BR8tMXW5Sl5ce2fjTDYD/5TPpD1GA+iVSByTbtHrj1OUn\ndZl62JNr3hYky0GoetynUY3uIJTW9knDk8AQ6Tscn+1B1ANYlDkE1Eooda9fwnC8G0qv7ZtIr9sP\nkYU3FL4LH5ZdUfW+pMfTkSg9r9jb6ShkkH51UdreKiiQHxBpsCSWrYtI+TuLn4NQV52ODMJLGZ8b\nUh10AS4K0rgBwqj5LOSFckPxcjMbZmaXF39ftM7P0HW4u9hgPq7RNsDtQUhgZmvXz5q1+3HnXNBp\nu277stxKK7Ndt305NvOvTvWzZjWoYGVmPzez+jC1x8y2N7NZZtaoOnKF47vZzEqRZTU0A1HI46/I\n9uKi8FdLLvd8Jn0PcAVSA/49KlUWt+P5TPpepK7aCKXzlS0e5O4z3P0GlGq2IXBlqP+aRCgDT0TK\n+zOC1GhTryZQsZF8Jn0tcCZ6xq9KZXMHtzb1Lp9Jj0bea+ejwie9U9ncccX+Xm2B+F2eQtfrMuCn\nyN/q7FQ2t1pb768auPsYd78J9Z3XA6sj4uyy6Avmql9sE8f2Qx+f/KBRI6VqaG9MouVKqUqk1GRU\nGa6p/PFCBb75Jpie28hn0uOBd6nSVypeyKPRjHtL9+kosNoilc3NdeVapHA8CxxVakBWQ7NxH3pO\nj+voA2km8kA9lRVO9yICsyny5h4UWO5d5b7vin0fXuX6wGyT2X7Avq2sgjMAeYycGmbFNRQhlDf7\nAONnfP+tf/7yoysg8nxJpI7raHRHqeqgd1g1Qf3e6P34LLrv88DPkQH+fQvPqNuxzm3VnUauPOH8\ng0a8hvET4O6oNrUVcE+xSgrY1Ot8451eXXlEl+kLfYlM0TuhexxEZhmlr9nKKE3vRYBUNvcjREoN\nCsNiEIE0ERFpBY+vg5Fq6KP4bgVErA0Ic+eCmuoP6H02pLDDVDa3HprVvyWZnhdVrvZEBFZhYquQ\nmnca8AVFlRZjQut04C3UDxbjQKQAvjRScIuxHyLlLnf3r4sXxjmcicbnF5S49tXiKDRZ920QSEtG\n+wXz+Q/QBFMBawD8crOGmfzrbf6bwn+LK2wmybZngJVqFa06BpGCdyayx7iolGl5PpN+jDmV+/5V\nrkJdPpN+Ht3fnZEy51eV9u3uhVSzCcBFZtajynS+Se5+ISIzfoUq9DXXd7Eq5DPpN+IY+6O+qVdr\nU+ESaXZ/QAqz3ZDf1J6ViqW0Yn/1+Uz6idhfL6ToviqVzZ0Z3n7tDnef6u45lM7XE6V0/hm40cwO\nbA5JXUMNUCOlamh/FJNSpZRS4yhPSi1bJi/eCbPzJvZfIKVWrrjWgofngU2rrCgGmjn/dSqba01w\n+wQyv682qG8tbkKzZfu30/5+sMhn0tOQgffmqWyuqVS3eQb5THoyqiCUruDvNAIFbBWVSRFADwZ6\nVJn6OhkF7alKlY7K4D5ERpzYUol8KDauQCqg41vSxgKAnZFKd6n3HvvPmPpZMwxNdDzRSPHTzoiU\nsO2AQYjEebWp2eCYud8V3ac7IN/FQagP/Ah4aanvOh+3/uhlFv7J+K4PP7fuV1sjo/H3UfD2BSVU\nUjhHrvXZUvVbvLNC3sxWQCqm+919QhCnewD3lPG62hypiF6Nz4egYhv3R/vropTB26OfAaWd1tMw\nffJYRLbdk/iuGyLc+oRClninnYRIpIcT57EIClTfpHGK3QHAaihtr7gi3vFoDHN5sXm7ma2HUubu\niQqaFC1fP86ln7u/WLw88DtEGF4YE0bNRhzHFihYrkcEUqHf2BaR7jcmlWFEBatRLz7foK03hs/O\ndCz2UpvdD4XvzBhq6DDEvXImGidfkMrm1i6xzstIVbUcUkKVHAeHb+Jp6DfvGZ5MlXymCqTYAOS3\nlKmWkHD3ggroLZQG+OdQXrYp8pn09HwmfRtSKdYDl6WyuaNb642Zz6Rn5DPp+1Cq7fOokMIVqWxu\nw1YfdOn9zcpn0o/Hfq5CXoFXp7K5M+ZGGmE1iNS+4e6eQX3tcDR+utnM/mhmbUaamdm5ZvZyW7VX\nw7yFGilVQ3ujlFJq8SIyZDywdInZhq+Rx0Q5c8QxNEFKufu3aCBb85VqiOdR+sT6Va7/JPotWjyz\nFaa0g4FdqgnqW4uYCe+PSIRWVWSpAYD/oTTM45tj4D0PYBBSvmxfamEEavcCG1Zhjt8PvUf3rXLf\nORToH9Mcf7MIjPsgBcYu1W5Xop0xSG6/09yalZ5fEe+b/YAJM77/tu6zEY8shyYxujJHAdSR2Aup\ngT9DgUg1KqndkYLpYaSyehqdz2aIBNpq6SmdN9/htZ98f/oxzz2NUkPuDs+S3yCVVHHVvO27TO/0\nix7/W218ndtLiGSZzBxvoqPRu/rBMse0OfAqzrQIilOost+3CRXP+wQZFoqt3YA7g9gtGJNviYiV\nqfHdcogQeihItQL2R6qy3kUkzGEoOL+yKG1vDRRQ3VsiNW9rRFz+292/LFq2BFIJjEJVXylavjTw\nl1he0psslc3tiCZp+kaFNcysq5ndZmaTzewzMzutqN3DzWy4mX1jZl+Y2R1ITfEeIh4LaqgJZjbr\npVszfYHnHzlnr5XM7Ckzm2BmY4HLuv5oxfduyJ7tTw66n7FffMaTg+6nb8+/YXV104Cy5eAjZWe2\nGsvMjox2dzOzUXHsD5tZ2fGZmW1uZmPM7C/l1qmhMvKZ9DeoKt8nwD9DCVi8zgfoPp2BiKlflGnr\nW6SsGoiI2JMrTVoGMXkLqtC2DnBVkKNNInx/zkdV3jZDqqm5MtkV538aSmdPo9S7VhNI+Ux6fD6T\nvjLa/h5VRfxbpRTIVu5vZj6THorIsGuQR1efVDZ3ejmysT3g7h+5e29Ert+Dfs/eZpaNZ7wtfKe8\n6VXmIPqmNp38NrMPzezktmyzhhopVUP7o5RSChoSTePRLFwx+VSQ9pdL4fuSppVSUDM7L4WPEKlX\nVRW+SIEYSSuq8AUGo34o1cp2qkU/4Fv0wqyhFYhA7jr0PFZLynQ4ItXnBSpXf3wW+JQmzNzzKtE+\nCOgWaUhN7XsmUuxthKqoVQ13fxUF6r9rpf/G4+j8TjKzJo95AcK2iLxY4v0n7hpTP3N6QSX1WFO+\nTXMbZrYoIpjyiJwajRR9ZRFpYN3QPbMeOpf7EfE2Bnhq0Wmdfrvh6GWXXOXrxZ9+c5WJKWBEPpN+\nB5E7nyM1a3Gbh6/1+VJfrfPZ0uNXZdXvkALrDnefGlUiNwNudvcZFMNYDFUCHB7fHIGU0bn43EDF\nE8/ncehZfDhxDMejAgBPJ1o/DgWDswmfUA4cCNyfMFAvmIh3B+4opP4BRMXA09D7MKnAKlSyOxE9\nO48XLTOkuuqC0vaKFVR1iJCqAy4pXh7HtDpSGTyeuB4Al8Z16YbIuR2QSX0BCyF/mw1R6un6iIi7\nGZET+8V6a21x7CXHbnDAGe/EssWQR80mwE6dFum6SL37il7X+eWrzvgjJ+y4OVed8UemfvfdKK+v\n/x55W91sZqVU7NA4UCykOR4Wx79KnEsjmNlOyDj5LHe/pEz7NVSBqDh8Dkph/UcQuMXrjEGKqY8R\nefKb4nVivVn5TPomRBZtjxRY5X5/AKLS5sloPP6vSOOqJp3Po8rbHxApfY6Z/WlupJrHed0XxzkW\nXYM/tlL5X2j7XXRtL0GTB9emsrkjKhnHt3J/M/OZ9BDUJ/4b2Q5cm8rmTu1Iz093/8bd70WTDJei\n/uYc4N9mto+Z1Ww0amiEGilVQ3tjIrBIwtenUBmhmJSCxil8BVKqXAW+McAKVSgQaqRUEYJgeB6l\n5FU7k/EEsEEqm2txSdgwon0CBfVz3RwxZtVvBbYpNYtYQ/MQAd1AZPg9P6nPBqIgqaRfRjwP9yHP\ns1WbaKs/Mo+uNi30BZS6dEwL7vkbEWF/dDO3m42Eefos4OSOrJgzryD6vP2ByTOmflv32YtDlkWK\ntoUpoXrpAOyKCI9XEJn5QLGBdglsg96hAxFpPBIR8tshVdNG9cZq27/2k7F3bf/ecPQ83B1eK1ug\ninvF5MnuwArH5dcdW0/96x/x0eGI+HjUzDqhlLo3EHFTChsj5daLodDYCqXpTQ+15ZHA8+EBCFJD\nrY+UQwVvpX0QeXhdwtx802irbwTlhd/0RDQumE0whdrjFKQkKq5ceCgaG/RKGpDHM/InpC7pXeLa\n74GUZVe6+1ga4xAULF7i7o1S8kIpfDYi3/oUzisC8qOB0939CXd/I67R7H7D3W9x93yY8I+I81oe\neM/d64nx1Bo7Hjpt6VXW3b1z1yUezGfSn7n7A+4+wN0/3K3nQ69t+fsr35w6ccwSM6dNPYoGFaxm\nrofIsC/QMzIM/S5NYSHgBHd/2d1fAXojlVkDmFl39Dsc5+6lKjXW0EzEOOcf6JnPlCKdQnV4Dnof\n/S2VzaUrtDcMES3LIz+mRqmBSbj7OHQ/90Meij1DKdgk4vnoCVyJ7rM+ZtasCZxqEeOXv6H34bbA\nNeUIuma26/lM+r8oxa4f6rOuS2VzOzdHId3Mfc7IZ9KFaojXo4mvf6eyuZNT2VwlheIwM7vSzC4y\ns3Ghtjw3sXwpM+sbKsZJZvZoocBBLG9UsMDMepnZMJhd/fc89C4dh0jqvsAtZnZ6KCgnR9v3RDp4\nsq0zzezLWN4XvQeTyzczs0fM7Gszm2hmT8TkSGH5h4gwHxCKqQ/i+9XNbEC0PdnMXjCzRv1TuWuG\n0sR7RZuzQtE6ycz2LVq3u5l9a2aL2ZwCEQeZ2TNm9r2ZvWZm2xVts76ZDY7j+tKklC1V/OsHhxop\nVUN7o+AxUZjpLyilkjP2BSPSYlLqGzQorFSBrwtKzamEz6iRUqXwPLq21Vb0eBZ5g5RMg2oGBqDf\neptWtlMthqGS6selsrlaH9h63I2C3WM7+kCagdeRb1Sl6o9PooD2gEoNRZpDf2DPSCGqiAg4b0S+\ndrtXe8Agc1iktNopOTBsLsKQ+CqkamkvleK8jM2RceyiHzxxz7hZM6aBlEVDO9orJ8iefYCnkEpm\nbPy/LCLw6Y7Sa5dCJtUPIC+qb5Eq5cAZnepfW/WrxQ+7d5v3VwdG5jPpNxGB8hm6/5NtdkFm44+v\n8/nSd/yRP76F1Dm3hPJnV0Rs3ViBMOsEDE/1zH2N1KofMkeN1Q35ed0c++uMZtmH5zPpEfHdsnEM\nDyUMzzsjo92RRddlN6QQ6xOp4gUchEitq5Kkm5n9AqmK7ixRZXFvFORdUWxebmaror5vcJg+U7R8\n49jnHaF2bIB4B/0Fpc+fX3Ssa6Bg7oXCF5Hq9Hai/U3NbJCZfYTGSPugIGyV5H5+stHOB8T3d8V2\na5rZnWb2/tBz9578bO8TTwTqZ3w/eeXiClbuPhy9n59Ez8kViByvVG3su6Lr+AWNC9H8hiAu3L2U\naXwNLUTcR/9CafZnpbK5RuO0WOdiRFz/XyqbO6ocaRIKoFNRau6FqWyuYqEbd5/l7v9BxNeqKJ2v\nqndWqKYeRcrBT4DzzOwkmwtVs4NAGsIchdbZYR7eahVxPpOems+k70T90+uI2L6sXMpkWyC8sx5C\nytGb0LvtulQ2d1KFicMj0HthC+AMpFIrEDT3oX45hVSVI4DHqiAZi98BRyD13MYobXIIUnhujvr8\n41AVv9mTQGZ2IHAu8ivbDPUhfyhqdwngFjQp8Ws0th+cUNhtjvqqI1GBjUJa6OJIkboj6tsfBgaZ\n2U+bOC/QJM+nQCbaXMndv4tjL87COAqlgicroF6MlHQbAc8BDxZU66GCfwx4CV3vFOo3Gyh3f6io\nBWQ1tDeKSalJqPNKdnDfoFn8BsxwBHOVKvAVqudUU4FvCTNr8/Kt8zneQNUzqk3h+x51qDu1ZvYn\nn0l/jIKnSulUbYa4jwplbFvsz1ODELOyNwJblkoVmBeRqP64aTlz0FBm3A9sW4UMfhDwHQqYq9n/\nB8CjwKGp5peRfhT50vwh0o1ahAg0hwDHmNkCW400+pwDgKkzpk5Z6NMXhyyNyMg65C3W0diSMFtH\nEwADkiqeMlgPERoDEBE1GgVcuyGvp7WBdes7+d37nJPvNHWRWYWKe2ujQftdBaPwBLqjFIw7DXvp\nGq7ZBgVawyMAOBwYVtF83XkSp2fs45eoGp5Hdb0DgYcT6XTd0RggqZ45GphGw6p+B6IxwbUJ5dQy\nKDh4NJ9JzyaCIkXuAORhNbrwvZktggLudyjy6grS6UhgkLu/XLSsCwriPis6zsLy5ZB/z8uUv5cO\nQ8HJxZFWVTUiSB+CJveOAoaidxuoetpsdOq86C7II6xQIe8h4EcLdVns/zY/5qIhGx1ydh8UvJX0\nBwxydr9ovxA7XGJm5ZQlxembSbP1At5DRvPHWAeWkf+hIt5hl6CJuNNT2dxuJdbxfCZ9I1Kv7Bvr\nlXyvhJn6WYicPDWVzR3TVKW5UMmdjFIF/2lmh0U6a5OI6pTnICXT9sibqGI1wJYiCpdk0fXaAKmm\n2kTZlM+kv85n0hcjcqUT8vI6vZpJrFbsc3o+kx6ICPNbEQF8XSqb+32J/b7q7ll3f9/db0eVUXc2\neehtBhwYisf33f0M1N80t2DQu+5+ZhDeL6A+czGkWu2MvAlHATuYWaES+CnADaEGfTeM1EclG3X3\nYe5+Zyx/GxGAXYnJ8oRydZK7jwkVH+7+qrvf4O5vxnmdiyYqm/SeiomBWcC30Wah3+4LpCy888xs\neaQ4vamoiatDpfo2UtNNQhMwICJ2hLtn4pxGot9wJzMrroD6g0ONlKqhvdGAlIqZym9IKKViYDmB\n8hX4ynXkhY6h2gp8NbVUAjGAeYkqSanAMOBniOBpDQagIKoqY8zWIp9Jv42O/Yi28BGogadQgHp8\ne6RhthGeQqkt+1RY51HUZ1UcgAVB2w/YtRk+DrcjFURVRFYBoULpjfq51laSvBH1taeFImdBxHrI\nJHaRD/9774RZ0783lKYypEwqVrsh0sZ6oHTPjZDR+SNVbNodKQzGoqCiP1Ii1aPZ4QORSulFdP+9\nns+kX0fpa59QpMRKZXNLooA1F8TJzkiJc1Pcj/sjpc9tTR1YBLFHIWVTgeQ5hISKJ0ilA4AHCyRV\npFtvB9ycSNFbGREl9yW9odCse8G/rbDfhVCQ8zF6VpM4Ao0reiX9nsysM/JF+gIFdsU4DhGGF/8/\ne+cdJVWVdfHf6QYERDEMZpQxYAYVxayIYimFAcwBUcxxRMc0n4WhzaMi5pwxS5ISC8zCKKgoYEQl\nGgElxw7n+2PfgtdFdVd104DO1F6rV3e/cN996b57991nH8/I0hdIlsuRmviObOqxWElyT3Qvnkol\n4p9nKf+HcB5LvslhRj0dPrUNIu6uQuqvcuS1FcViMKsoL/2dkGXQ5AvVErih/b9eXHetTbctnvDB\ny2+TA+6+MJzTLZHjP0IN27AIpgPtkZLvpf/hNmiFIZDLvZF/54WxkmTW710gMG5FipNrq+oXpRLx\nUqSyfRgN4K/NlagmDOJ7Ir+34xA5Va03VWRfd/c3UCjuL2Hfc1eEJ1FG2N3HSNl0fV1ZE6QS8S8R\n+X03Ugw9GCtJHr8iE8WkEvFFqUS8HyI2+qAwxUdiJcmzI/5gmQrOtKqxNVIi/RFCyeaY2RykfNui\nhlX5NOP/bYAp7t4HXe9r0eRJGXCHmR2PJi5GZuz3YfQfM1vPzB4xs3FmNhP111YnQymaiRBOd7sp\nEcOMcF7b5NqvOoSJvq/QJAaIaJvo7sMyNv0osk85+g5vGxa1RgRU9Hp/jb6PNb3mfzkUSKkCVjbS\ns3RRZdQMKofvgQaLNSKlQhjNPAqk1PJgBLBFDWZwPkezJstreP4ZGgxVF05V13gKhXsetxKP+V+J\nQCQ/iAZGK/Me1hqBhB2ElH5ZjcNDeEO/sE2ud+J19C6ckOfxZ6DBcTxWkqxRW+TuU5Ci41gzq3Wm\nnTDI7IXMpY/Ksfl/K44FykoXziue8vHgNVB4irMscbEqsC0iD1Io1DPp7guq2yEQNW3Rc9sFhcOP\nRCETKRRusBNS7rRBhMALIaSkDfKSylRJpUNYXw6DwZOB9939uzArfCTyucqHxGuPJjLSKqlNkCfT\nSxEVTzdE5rwQzqkYzYB/SzAZDwqGc1GfYMm9ipUkd0OhZo+ks/UFdEGh6XdH/KkIIUWHA0+7e5TY\nIpznJsi8PJN02hcpzx4K72MmTkH37rYQLlsJQaF5CTCcKjIphpCPx5Ai6QAz2wGFuqSJs8noOl2G\nFFdTEPG2BNsf+Y/VMfhqwN2ThvTs1DSo2mYAvxfXX+3C2b/80G38+y99N2PiF/8ij6xWgVx7NWw7\nEfXTDkPjiZ1y7Z+lvDQxtQ3wQoGYqntEkpK8CpwRK0lmTeCRSsSHo5CkzYFbq/rmBfLmtbDtFigk\nrdrBvLtXuPuLyMNpY+Aeq4FXVFCjXB3O40CkmlohvqCpRHx2KhG/ExElmyDV1OF1YfeQSsQrQta8\ns9AEwXHImHyfFRkpEEIJX0GKnOdRKPgjDZs227C4QaPM83L0PjdB46VWiCxJ/2yNFGWgiY7MemdT\n2s3LskwHEz4NaqX5iIw/BpFLBwe1alV4OtTvQqQqbo3Gj7mIvjvQhOSV6HvRGk2sLi9B+CiadCH8\nzlRJ5UITpLzPvOZbAe8vZ93+9CiQUgWsVITO4FyWzcCXGZ9cFSk1jaqNziGYnVdXh9Cpn0mBlMqG\nT1GHt22uDWGJ0u09YP9cMu4c5TgaRLWt6QB9OY75OxrMHLayjvnfjODx8hpw3IqUpdcx3kCdqkOr\n2WYwUqh0rq5rlBAHAAAgAElEQVSgQGC9CLTL1UGPoD8aINbGuPxFNCA/LyhqagV3/xr5RpxoZsur\nePxLIVaS3BLNWBdNHPbqzPJF8w1NeiTD7P6qRmfkXbE+CvsYlMc+h6PJn7EohGEgClNuhJ63Y1Ho\nxH+QwuVrNFN+IiI5Ks3qhkQWnYC+Idvk4ci38ZmwyanheK/mqlisJLkagdBKJeLfh8Wnoed4UNim\nJSIpnkkrolAIxKbAg+kQPTTj3zosWxz2bYg8R0YR6cAHAugElIVvSXihKavhP9BgZGC0riFMqDMi\nqyZkrFsfhVl8gNSUZKzfPez7ZHi/Mq9DY2QEPQ3oHTmnbLgsHGcgUsl9QFAdBEKnGyKkYigs8tLI\ncYo23qXD4Ru2OmDY9O8+PR15utwTiKXjixo03H/Ew5d2+P6tZ2IozDBd/5ZmdqiZbVVNvTycw/DI\nstvM7EJqOLBz99/QPd8BeHZ52rMCsiM8Y08BzwJdYyXJbtlIkKDmuRy1F7dXl+gjhMZeQlADxkqS\nOVX27v4FCuf7DnlFdcs3dDOQF4MQAfE7cLOZnRnCb+scqUT8U9SevIlUkbdVFe5fi7LnpxLxJ5AC\nbAIykr85hBivMKQS8QWpRPwlpJx6uV7D1ddutnXbg2Mlye5ZJudGoUmMcncfn/GTTtgwDU1GRpEP\nOf010Dw6qWZm26FvS2/0XRmPlL73mNmNoV3NDBfeC7jblezha7L7Dpei72fmfk+6+0BXAompSAGW\nLxZnKRP0fm0W2sFtya4eXnIOgYRvw9KwxFFIvT0pyzWvdkLqvwEFUqqAVYFZVCalqlJKZcs2MB1Y\np5oZi9/IrZSCQga+rAiDgC+oWQjfu4hUrPEsaQbeQ4ObnDHddYh+6Fk7PdeGBeSF5xGBk2n2+KdE\nUFK8BXSqSkIfQvNeAw6pSlEVwRDUSTspz+MvRiadu8dKkjUyLg/KjfvRjNryKhWfAyYB/wwhS/8r\nOBqgbOH8elNGJpuggU4peRAsKxpmthFqhwchJcpbuYiyEEZzEJqBj6FzeRMpmd5FM897IBKyFZrx\nfgGpVHYmu5fUiWiWu38wYT0akXa/mtm2aJb56aC6y4VKhFZ45tsi1dTiMEg+EylwhoRtmqL3KZUm\nskJo0RnAf8LAMY2TQ/n3R/ylihDx9BshPDCC7mH73tHwuuA32QORdZUy9IUB9GXAHOC+zLA8M9sg\n7PsRMpCuhHCOPVCf58bQvlQJd5/n7t3cfQ1338jd73D39u5+SdhkGCIYj3H3vdw96e7FLlP19sDf\ndzzqkjPDvvXcvTvAwdcP+umAK/p80uGa/od6RUVrd/8AaFZUVHQuUqS9DowrLi4enDbhjdRpUjjG\nG+g+PI88KZuitn8vpMSI7jPA3Ysj/5/m7l0i///q7tu6+wnZQh0LWH4EhdOLSM1xNAq3z0ZMTUHP\n+CykmKrSxymViP/KUt+0q2MlyeNyKX5cCTuuQ6q/zsBNwX8nL7j7Lyhk9VGkIL07tEV1jkDiPIhI\noybA3SHkrk5sClKJ+M+pRPwGpDpbE7grVpK8MI++xvIed14qEX9h3tTJ3yyY8et36Do+FitJdrPi\nevUAXGbzH6G2v0PIHreXmd1gZmn/0LeBXc2sa0iecC0il6tFKPsLoI+Z7Rx8pJ5CvoSfuRJK9ERZ\n7saicd3TiKRqGiYUQORmVzPbJpBWzyK1VRQTkUfW+hGD9u+ALmbWOkxA9GFZxVd1mAjsZ2YbWSQz\nnrvPROOKfwMpd/85y77nm7LybY36cGsREnwg/7R1kGp0V1OWwJiZPf6/QNYXSKkCVgUySalsSqnf\nqTp8r6iKdVAgpeoCI4BWYTY3H/yAwgaWa2AcBuhJ4KBcHgV1hXDMJ5BCa+dc2xdQPQKp+QSwX6wk\nueOqrk+eGIjao/2q2eY1pKiqljANStDngL2CCicffIAGgafXNDzAZbz8PjIKrvU74zLOvgPNip5S\n23L+SghhbnsBNvE/feeULZxnaCJkYBg0rWocgUj6dCKQ/tVvDmhgYWigcChSArZF5/XqVj81vaTh\nouLZiKA6ERl7fxb+nkhl1UtaYXQgMsheiNRGFcCLoYN8Bmr/c/oRBV+qo5GZ+a9h4Ho6evbT6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LGWjwtEoRFDlHomdnH5RA4pM8dj0ShbQB/B2Rp0cBE29+sm3D8RvM3r3xovp9Pt1q+saNF9Xb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XDYgMOnbKXCsGQs+jOmBFgGvOvtSBR4w4sGtAF2Oeqn7d/IQXbr3uH72tgg+6lkLKqReOJA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lnFUY81hxSCfiC4Cbkee/exj4rlZIJ+KTUMf4+BVBvKUT8TFIgXZsDTp9HyC72d+quf5o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9X37dwPXTNPZiDZDA2syp0MMbP9kTWSqVOnrlBKAUyZMiX1Z5WoLoJwzv1V1ccMEWJ1wDk3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OuafTSKlZSKk7GViPJsrWOefOSBvPC8Da4DkzuxYRpPORqv4R4C7n3B3+9euAY5xzvbbY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2Qx1gGXA38n+dBtwT2iygMoSW7ymlvIi7MwNIR5yEw7XWM8tZPhb4BBHxM6ySPouTlTAldOWF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\nbp5nB4bizHs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2bTp06GCVYZMGfUpKyna9Xi+bNPxNFOhKqYKg0+nytLvb05KYmMjVq1f5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\ncz33+Ph4hgwZwnvvvWcKRqWrVKmSKcWuoA0cOBAvLy+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Y8msyCHCRpDPJ2h8fJZ8+T5blTovST/4BiIi7JB1K1nRahqyC/jx5IbYN2QHz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WdQb57u4bESHHmbK0P2FJakqa1SRNVczONqSFFRUZ94PE6XLl2YMWMGURT1W758+VOY0rJeISLN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\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NVywzqbs75iUYwf81plz8E+iHET97uf9/iFliHnOWutfSgtz/Mdz1MtoLo7HYpMU5wFNe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74RoE37JbutvdMx320bDVw72D43ROOhaYScqhBQfBQieTLACxUVFYMRmfMkcElFRcUbZjaLHdHd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\nDovL8bZHufuhrsIrbdx9y2hMvrSiSEot/YgG7VGuVBQON5UK+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qVY2MYUWZn6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\nM2SaPoU8JFOBPsxGC+t18NTBnM+/RcboW1NdMTC3jR+Rb9g6/r0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qy/E/quX43kO/2Rjg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C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\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PGTjgheztW97FiN8TYxzLG9hg61bffg/1WTL2d8tdJiIbRSRdRJaISJaIfCgiNeYNGzRk\n8hOXnTvhwQuazRs2KGXMwAE/+LZfVUSeEJHfRGSbiMwUkUjBw2WJXphiszMwy80eliQ6Hryh1mGP\nvNHpLCyXwqu69y1wINCo63cHbck8/rcaWLu4CGvn5mHtfW9ghsuh6QN8q6q/k29nnuhsMH2w8O9s\nt5/mWFn4ksLh7ni9GYvO2GBfMQthdfKzq8KVFB7Jtk1Vfz/+kgdeyM3ZtXP1wimvYwqyoW45z7qn\n1es0aAp8vX3Dqt+Ac7Ccr8FYdcQLVXVJIBiSo0+/8Y/c3Ts3b1n141fAWnd9HYcRpSmYGnYBNrO/\n0SO9MKJvKkYS3i8i58QaHLv1znLnORuzft0XZfH3MWvge+77SKL08SZGKl/hf9ERTy9gpPlezwyn\nInoeu56jVfmdjF1/1xUSaP46NmC9J5LyKsq284AngO0YWRRPZuJ4jOT5exQFWLT1fsaUEUdj1f9S\nsLZvPLDItelXiUjU4i9fvfev4YDWbtDszEAw5CfFFvr+XgNsd+oS/2t7SDdVnYM9y/sCV8S4917A\nlGGFVt8tY3xCPllUamSFa4fewPqRV4jIeaW1rziOpTJW5svCVIRTsWytmM+NigKn8L2V/DD78/4M\n55VEySJJSiUBBUmpbUBVX8fFs+8lqpSCKBa+vNzci3Zu3z722btv5tpeJ/Ls3Tezc/v2sXm5uSUi\nTXadxCXYgBlswHBsIBjyZNxzMJItvNrKZKBltHL3jjAYCfSLVFGnELyJ2TkuLmS5YsPXSf4Gq6bT\nrLT3+WeCm7l+HegfCIbCbZ7R1vme/NnlYs1k+tRX3wAZgWAoKukTjkSsEsAMsWovo7F7tgOmFOlD\n/uy+h1N827sQOGfSIxediQ0ULolBxN2KqXVe9e3Xy78JJxZqAjcD52M2mV7Ap7nZOy44/pLB6445\n86Zlf/w4z1OzeHgeU8mcj6kh/weMEpEWMT+ofQQRaYjlvC3Gck4mlMJuujRbWzv7q5brczGi4juM\nNJmGkTWbX+j/7WWT2qxMwzq6jTBSaSLQMiWPQ2vtSJssViWnHQUDzmerVcHrgj0DMt0++2N25vkl\neB6dMNL/u0Aw1Biz6MxS1d5Ym/2bqv4GoL5qsM7acRxwhqoODwRDVeq3aH9kp6ufyFDV+qpaG1Or\njvSyvPoNGXHh8X8btAaz7k1X1V5YRbvRwMmq+rE7pmMPaNqqZvc73zwdaAppYzCr90hgPKTVAlqq\nam1Vba2qd3ono6q9VfVWTLHxP4ywiFn6W1V/VNUeqlpDVY9WqyqbqqrDwxZtgJFXSevePoKrlvoG\n0CsQDLUNe2+9ey8Q/p57fyZ2718bCIaiVaN6CWuH746muHV2v0ewvsRdETKuoh37VuyZcgjx51IN\nw9ruu8JD3gvZ1yLgUYwYv7bfkBGqqv0wpeW3WBu/REQOi7S+5loM2/aNv48Frmze44Ku7i1/hlyk\nTDklbEzj1DYvYWTv+eH7EpGhWFvW0xHx5RY+smgSFkgeV9+kGPt6B+tLXCoify0rAkErZ2W+HCxb\n60PsuXGNlFLQ/b6EWpXMDOx5eClWcTCuogpJVA5U+Is8iRJBFgUzpSDfwrcdmx0MJ6U2EjtTCqKQ\nUqq6MTcn5zSMFOoPHJmbk3Oaa7BKCouBI52FcAE2i+nlVX2PnWe4he9L7LPoGWO7IaxD2C+Rg3EV\n8t4H0otSOjlRuM7ro9js4QOBYChqNcQkImIU8DWmNouLgHSzy58DVxVXoeaIqYcwpch9MYJywxG3\nVcJ1fC7GwsMvdaGvk4CbsI6of/C0C/i7W2YUln91CzZwOQyzUuwFlxmVjc1qe/uNlBcCZnHz7BjT\ngI8Q6Xb8pUO279fosN0HHdttODaw6wXgwkAvB85T1Rmq+rOqPonZ0OJSue0D9MICgA/AiPySJHEI\nBEPVU/I4/vifDsyZfeTauhiR2QZ7ts/ESKnpqw7c3jovhQMwq1FP7FqYA/Q++I9aNf73SL87BTkF\n+56nYW1zMwoGnH+rqiucQqMbMMoR4CWFTsA8d112xq6br1wmTEfCKtH50Nmdr6eiao9NskwFEKuo\n1YmCAec9se/Fv81TsMwqf2h4X4x8+w7S3oVafW2s9iv2u1ZfSItZNdbZF97GlFQ9sVyNuAL+wyEi\naY54/hcw01mZkth3GIeRvjdEII5GYyrEmwPBULUI676C9aciVsNzk16PYWRs1Iq9Tpn7GJYDF/ck\nl1MxDcWUkYXmUrl7+0mMDBiYSB8iMyN9tttXf5wCSVVnqupg7P7cjRFF2fgKCvjx3efPfQF8vF/j\nFunx7jcS1CqBvQP8zW99c4TUmUAvLfnCE6UC9+x8Fuub3Cci4ROrJbovtWyntzFV6N/KkJiqdJX5\nfM+N57H76F4RidSuVCio5Te+jU2UHoXZ+UrtOk6iYiFJSiUBMUgp1zHZwt72vU1AjShS8K1YpyNm\nJ0ZVl6rqqBKy7IVjMVaF6XBM7r4D68R5cvYvCSOlHBEwDegZI3B0AzawO8OnvIoXXwAr2Qeh57An\nPHuw+3eQv+JgErHhK8UdtaR3FLyBkaD/DARDxcpAcMTiY1iOzj2BYOjkOFZLyCqBqZ++UdWdvtem\nY88Gf27JN2rl6D3MBGqPGTggCyM3Lo63WlMMbFcrg+1hTdVaB2xLq1q9HkaCv01Bi8ax2IDmBxHZ\n6v1gBFmZK6Vcp7kXZsU6GVPl5JbwbtrXyE474IiV+29bVT+rAfa9dMUGzo0wO9xUTOH2O5ZZ1Asj\ncPKAHh1+arBWVH9T9BRgursW+mE26K9FpAlGdHmB5n3duiUW2C4iB2Lfmd+697UbqLfGnkfRSKmT\nge9U1Qsp7g784sKhvW1VxdptXNvbC5jpto+7Rzpg9w5uuVrYZzl2zMABR0DOqfB8qvEATbHfQ1Mh\nJ96qsY2xz/UfwHpnN/Wu24WFrOuhK1Yh8HjgujjXSaKE4FMhHwScHeG957Cssb3IIldl9WmsHxJR\nTZuZkb4MU1WfGQiGTohxHAuwCYHzE7TXTcT6IdfEU+U1MyN9F2bHU0y1W2jOom/dMcCw9T/Ov6Hu\nYce+ISIdRKQpVgnwQKyPthxoKyJHikh9v4pQ83IB3tq+4fdpQMpJNz1fnEzOD7HstWtFpJeIvIB9\nRxcBWSLSyP3EfX5lBUfaPwL8jFU1O6SU9/chphw/H/h7GRJTlbUy32hsEqI9phSLy7Zb3qGq8zAl\n/QbgURE5/c9ONCZROJKkVBKwd9A57J0rFcm+BxEsfK5ztoFCSKlSxjKMGDs6MyM9F5vB9Mvq5wDN\nIgR/TsIGvbE6bJ9hnaqTEjkgRzK8jA2mIwaqlzTcrOpgbIB6TyAYSpPI1dAiIjz7pzLBWTK8kt5x\ndfzdtfYodh9lFJcIdNfMExhZencgGIqZl+RmoeK2SpQQ3sYGaX2KuZ0CdoyqtevWrlKjtldVbTpG\nuPktGrUxu9rxmO3M+zka6+yUNY4AmgBrMVJlfOzFi4QuDTbXyPrtwO3VtlfN2U5+Bb7pWBuzAVOG\nnoSRU0dg5MhErBLgfoH5h+R8yIdZ2Hc4zimLugNj1SrwBbCJhhnOLnQaMNVZgkoKJ2JE13ynxDqa\n/FDzLsB6IhTBcNJ/z6qIU6h0whFQDj0w0soLZG+J2Zgm+paZiuXK+NfrhqliJ7CH5AwXBO65HeOp\nGvs5Ru6dBHzg9v9X7JrtH8f6qOpkVU1R1WNc3koS+xiZGem/YH2AC8InHjIz0ldhweJnBYKhvWb/\nMzPSv8FIocsDwVA0MmE4ppC9PUY1YDBb9iy3XOMETuF1LN7g3kK27x3zBoyYauL2lcjA8aPc7J1j\nNDenv6SmjcHaoiHAHaqaidm6v8cmCdeS36dSt29dOvatkYBWrV33qkAwdKp7vxFQJU4y2FMYvY5l\nbd6GEbr7Y/29Vb6fvSx+5RFugiiITdYMcaR+ae7vU6wvdDZwdRkSU556q7JV5psL3Is9ox8Xq4Rb\n4aGq67Bg95FYNdm7XaREEpUUSVIqCSiYKeUFm/t9vpuJTkrFsvCVGSnlAs5/JJ9cWgAc45Pcz8cG\ntOEWvm8xhUDEQFK37Z+xAfLZiSqeMjPSv8Zm/K9MZNaxOMjMSF8OPIwNfq4vwiZK0qJT0TABIzBv\nDgRDcRFzLjQ/iOW+3FlcVZwjup50x3JnIBg6pZBVErFKLAbaOSLCw8lYJcrvfa+1C5OOd8FCpVe4\n62sK8NcoysmoFo1YqNPkiGMkJaUK1vF+K4JV7Cu33Uaquizsp0QqwhUTvTBSqBlmC/ulkOUTglOm\ndTxuWf2Nc49Yl6opLMSIlTTyw86nY6RdLWwA1tMd00Kgd5WclF9arK5T52VeboApqb7Fvv9qGEFV\nlYIB5x0w0j5UkueCtcOLVHUb+cH5c93gpwtmVYvUDnWioHXvBCxrybPu1cHugXDr3kbsmeBhOvC2\nFgyh7wPMc8T+T/bSFOxrvcMtsmezhVaNVdUsd23OxQbFczEV5jFhlsEkyj8+wPpF10Vo3z/Hrpdb\noqhH38L6GHdEUlv7VLq5bploqm3FlFdbMIt3XNYen7VfcRNVcayzDJsc6YJlwcSFzIx0bXTMSf/q\ndM2/H+876LMp/YaM6Oyy0l4EUNX1qnqqqu7vstOmqOov7u8FAJqXO7nfkBGpVWvu/+murRtuq7Zf\ng7nu+GsDP4hUGSUidVV1sKpGLQzi2o+hGJH3GdDe7cf/MyzecytruLZqoPt3SGln86jqF5hK8HTg\nurJUtejelfn+FCRNLDhHyT+wyZvH/yyWN7VKzK9i6r8OwFOlPImaRDlGkpRKAgra97Lc73ClVKTq\nexA77Lysc4zCw86r4ixJztq2iL0tfIoN3k6OFjbq8BmmOihKNZDXsM/3giKsWyQ4Muw5oF+1/epF\nC1pNIgzuehiKtZVxE3qZGekrgMex66vYAf7OcvoMNtN7ayAYimhlEJGOInJvAlaJd7FsnbdEpLWI\n9MIyK4a5WSwPVYH/iMjRItIfywPwh6G/i7URkfI/lgOdRKSZ26/XmY3aqQ0EQ3Vq1Gt8rFtkFjaT\nXgCuk/YeMExEzhaRw9z53yMihWamlCbcZ9sDIzQL2MJKEK2BWh2/b5jy48Gba5Bv3VuMqaHqkW/d\nW46RTt0xJqUWcGK7ZfW/38rWlPnMPxwjnhRTRs13338XbILCs+6lA0szM9JLzHLtLDPtsM8KzG63\nJDMjfRPWxtYntnXv2zDr3o+uWIH3vpKvpErFPo/JjuxFRA7HVCBeiDuu2MVR2P2Gqv4AqaORm9Qc\npFuxmJqbFFJ/xl6MG2oZb49gqplrReR6l52VRAWAs32+jN3bXcLey8Xa0EMoWJTBe38XZkNqCUSs\nbOYq9v0bU3f/JcZxZGHZgweTQOXXzIz0jdhE1RHAlXGuMxuzp58bCIbiVsX6yLMFmHo4YWu128ar\nc167r2l2Vk6HRHPdPDjl5xNY3y8jXqVVeYWq/oFlLdXBQqNLNXPI5Uk+i6llby5jYspfme8JqRyV\n+VYDd2GqvodFJG7rbnmHqk7HVIzZWKXF4irvk6iASJJSSYBTSgWCIXGD3ywKKqUi2fe2YJ39aEqp\n9ZQ9KbUYODAQDB2I+e+3YoMfD3OANhEsVhMx0qhDjG3PwwJAz4qxTERkZqSvxcotn1VI+ecShQvi\nfrdqrQMOqtXw0EMARORvIjJXRLaIyO8i8m5YwLWHk0XkGxHZISIzRaT1vjrusobrwL+AEZVx2y4z\nM9LnYta2C+PMgypsex5BNgqbhY9EvGzBBuYh4rBKqOoOjISoh90PH2ID8ZvDtjseyyOaggX2f0Z+\nXplXsXAscN5+Bx3eVkRO83X4n8Bm/b9z+/WqW8ZS4J2Rmla1jmpeHvBGjEDty7FslScwEvoTTC1T\n1sG1HbA2NBs7zymxFy8SuqTksX5bjd2Hba+WsxMLv21PftW99Vi754V8t8MGL5Owa0SuyTx6w3CG\n77eVrTnAeBcev4eMwWygC1V1pbMIHY9J7UsS7TGb3Byn9mhPQeveVuzaAcDZj591QcX3YbP2Vx7e\n7dx6898ZfO3YB868VkSWisipGAH1FXCoiIwcM+j0LRMeuvDciQ9fmC4i3vPpFEydtack/IL/Pf7Q\n5Mcv7TFm4IDxIrJaRD5sf/H9Q6pUz9tlj5XXsFiTzQK532GDol4iMtJlRK0WkWG+fXjH/ZyIPCUi\n64BRqvoadk8HgEEiUsu3fA8R2SUiXX2v3e22nZxYKGM4kmY2ls9UI+y9n7Fn/AWBYOjQCOt+j7W1\nF0YjaZzV7yOsuulRkZZxyy3HrqFTsOso3uNfglmyBgSCod5xrvYZRt7eGAiGjk1gXzkYCfYrMDhB\nuyEAYwYOOGLHxt+OQYdKrFw3EWnq7sEt4ssa9F7DrH8PYUT9YDd5U2GhqiuxSaLDgHtKO2dJVcdi\npGof4DYpw6pwWjkr823FVGJfAve7ScI/Bdz3eSfWX7lVRG6NRrSKyCAR+WqfHmASpY4kKZUEGAmV\nilk2wAYBMe17jrzaQiFKqX0R6B0DS9zvVm5Qu5CCuVJzMatLgdK6TuWyjBhV+Nz2Pgc6F6WDheVB\nbACu3sef0X9zdmZt3O+gw9u70tVp2AOuLVaJphk2G+qHYIHbt2MD/nXA8Mo0s5+ZkT4NU51cH08O\nhw8fYYTEbYmU1Y5xHIqVuB6OVYA63f++qi5R1dNU9SBVrVmYVcK9/q2q9lHVWqraQFWvd0oOwrY9\n2L1fxy1TIAPqxwnvjp7z6j96b1uz/BuMuPghNS1tFLBeVbu67aeqVQWc7P7e4rb9lqrWgz25QJcd\n0feyHV1veuFDfCoZVf27qp7j+z/XHVcLVa2uqoeo6rnlIG+nF0YItQHmhNnCig3XZnRWYebz6d9O\n2Vpj9yxMeZGGETpdsevVH/LdC+u8/4xV4JrXbN1+B3/Mx9UU/UZV12NB3FuA2W6wdiz5KqlTsWfF\n1JI8F0xNuEKtJHt7d7yzfNa9Wbp3QPylWBGCKdiA/KVVX48PHXDo0ZsaHnNSD6xq4DuYmmweRqrO\n63DJkKFtz7vrs907ttUEPnQDuJ6YHV0BqlSv1Wn1oqkXN2p98vtYFcIAMKXBUR27nHTzCx9g1u+R\nGNnXCLgK+9xHAr9gxF0Aszl+GOG4d2HZOdcBOMJ4IKZa2WNFUdXJ2ODvHRHZT6wE/BDgyjAVYxJl\nh1ewCaxIVfD+C6zGJhAi9bU/wK6XO6PYnsGUoEuxPMGoVWBdgPlIrIhKIuqf0VjBghvjeT75nj/f\nYZbBg+PdkVOXDcYmQYMJPkch/ly3VRgBfxwFswa911apFXMYjPVT/yUijRI8lnIFpxp+EDu/W0pb\nweTsc09gbeedZdkX1MpZmS8bs7B+AVwvIpf9Wc5ZVbNV9VlMXdkdeyZGm7xPKFpELB/3jOIeY9g2\nfxaRW0pym5UZSVIqCcgPN/c6PeGk1BZg/wjkyUZik1LVfNvc53AKl9XkW+y+AY7yspwyM9JXY4O0\n8FwpMDVBx1gdQUxRtQVIuJFzlf5exRQVJxayeIkhMyNdd2xaszJnR9YfwH39hoyYoKqZqrpcVedg\n8tnTZO+wwQdUdYIb7F9GhOpDlQAvYoqfmxKwSXglnH8D7nchzsWC2+ZrwKfYLH25+B6WT/1waPam\nVQ1ufXwoL0+cy62PD6V6zZp9U1JT47JW+HAKptbZBrwWQyVVLuHULh2xgdvhlGCVOh9aAvVVmLe5\ndvZRu6rmTsasaosxK08dYGrX7w66t92y+tWwdqoz1mY1wciWCYtZ3HYRi6oDY0WkCkZWjVer8BRw\n6810g+a+wDhnPyoRuFn2EylYdW+FC4w+xB1rJOveN5jqYi4wCNhZo27j6s27nz9m9cIpczHypi5Q\nA2tj5/cbMuKh+i3btzzwiA4fYURSL6ztrkO+HZ16zdv1SK1SNadBq07PqOoKVf2m35ARbwJdq9U+\nYKT7TL5X1TmqutZZKlZgg+GDgMaq+o23DxHxh6AvVdV71CrP7rFAuvwcz4rybxHxVCgZ2OTFq5jq\n8g21EvdJlAM41fP7/8/eecdHVaVv/Pum0DuKBRDEBiigiDQVKcogwdV1/bmuumtde91VbDuojL2u\n3bWvveyuqIw6QaVYKaI0ARGliPQSOqS8vz/ec5ObyUxmJiQhgXk+Hz4hM7fn3nPPec7zPC9WjbdD\n1Hf5WNt/MJbDE71uAZYVuA9wdpztF2A28EYYcVTee+c5bDLtphTyDxV7ry3C3k8Jc4l8qqf1wIhk\n1vGtux67p7MwxVQq/UNfrpsfpXPd3ERFdMag/1+RW24jRgZvA0IikipJVqOgqt9j91N/4IJqIKYm\nYMTI0VhA9U6rhKe7YWU+taI2z2LP/WkYOVhe5EiNQ3nHq6qfYqqpbCxnaofdBmnUfKRJqTSgbI7U\nRsqSUnUoUVJ5WEf5pBTUDAufP+w8EwsD9jAR6BFjJnM81nGKW2HPEUsfAicEQuGKVACZiFlL/lrO\nTGlVQNf8PG0SsHLlj1Mey8yq85GILHTS9nFuGb/lQCmx06CqazEb2C7v4ffDVRt7HBtEJwwb9623\nDSvpW5ckg2WT2KZiira3gfMDoXDMbJKqhs8qsbGosHBI/vZtGf+69QauzunPM7fdyB+vvD6zqLCw\n2FqRCO45/Ct2rb7FZQHVMhyDtR11sTayKiTmnq2tIdY2f4cpdL50+18GLFvdeGvHjr82m+WWr4u1\nawOwNn9ygMBXS1gyH3u+e2Ht/hixgPNBGEGVj9kBG1P51r2DMVJokst76klp695WjICKxmxc1T0b\nZMqaZvt1ysKpuFR1Oda/WYCppQbm3vq71Z+MPPXk3BHDXnLrKzDMLbPV23Cnky5rlFWv0bpvX7pl\nnLPgnbk1b9Vg7G8aLxusE0ainQh8JiJbfPvw27O+jXchnA3nOkzJFhKR4921PxvLFapLScJ6GjUH\n72Gk5GXRpFEkmDMbGI1Z8PaOXtFV8nsZs/LHtMNFgjnLsffOOfThiQAAIABJREFUsZRT4dSRYHdj\n98l1cdRZsdbb7tarjymyEq7ninncjinoU3qnRYI5KzEyaA/gH8n2fSzXLetjuLzQRJCL8eW6jfGT\nvMnC9WX+gbWht0sVh4VXNVT1c0y9dzLlZJFV4v6+wu6dnph1cKeRImrYHSvzvYeRg32B2/wW8FTg\n7OWPiMi9IrLaxXnc6vu+qYg8JyIrRCRPRD4Rka6+718Ukf9FbfNhERkbtQ+/hf1j93lbEXnP9SXz\nROQtEWmlqgswh8YU4Fn3XZ6IPIcVNPHvq4eI5IrIShFZJyLjnLrY+/4X7H08yimmfnafdxCRUc4W\nv0FEJolIUv17d27tMNKsSEQKRaSBO8ZTo5Y9RUQ2ikhDsXzVIhH5o4h8KRaLMiPafioih0k5kQC7\nItKkVBpQQkr5lVL+xjzP/YyefUuklIKdT0rNATq4js8SbNbZb+GbhA2KSlWycGWQp1FOFT6HD7Hn\naEiC5crAEQvPYFXaqlXtUlSYX7BsxoT7pr99b6Bp20Pa12nU/FzMmucdR3WSZLUGLkfkU0yh1CqF\n9VZh8vqOWOnbyjgWxXrlrwN/CYTCf6oKK2i0ZS4KnlXiSoBbX3iTB9/7hAff+4QHRo2h56DiiJMD\n46wfjd6YhWsL8IyzCdc2DMTajp7AWKc6qmz0wdquXpg6oh0l1r2+wBd7r61/QmaR1O0zZ68INnvu\nVRYdCEzIHTGsYDGLe21m8yfODhAAZqtVgjsaewd41r2hwFRfgHhloRdOeYQRO40pUU31Baa4Y4vG\nHviq7mVkZdfJyMwCI+WQkuo9s9x5vN/zgnuf73Hunc9g7b9n5WmJj2gKhMLN6zZq3u3Ya549D8uY\n+g24/Zunr3l+6/pV09x7IRYaYZbaThhx9BU2c9+R0tKOTWVXLYFTb9yKqeuuFpHzMZIRLPetVqs5\ndkU45dCTmLozVqbTy1gfKp7C9j1MVXltjHxLbx+fYzlvF7sQ/njHsgpTVh0O/CmFc1iBWfS7EUe1\nFWOdpVg2U2diEHIJ1l2EkVoHA9fHqkIYGwVnwqYxJobZD/u5cTkUTq2ohUytUmsQawtuFSu8UGuh\nqqMxa+g5IhKzIEol728i1rfpDtzsJjR2GnT3rMz3BXYPdwDuFZE9Kripv2CihJ7AcCw83yNo/oM9\nIwHsbz0Vy6GMNwYsPrwY+yi2sDtF3/vYWNIj3jtg9zAu93SB++wndxx5wGVR220MvOS22wv4EfjQ\nR9IdhSmRPaeH51BphGWwDsDazY+weJI2Cc4L4FTMBRGkRCW92R37eVHLngu8rar+PsB9lLTXXwMf\niEhzKK4c/Ck2keWPBHgrieOqtUiTUmlAWVIqllIKypJS64gfdO513msCKZUJHOQG8dMpTUrNxUi4\neBa+LoFQOG6orKsQNQ44qSIKmEgw51esU3p6efupCkx/5749C7dvqdP5d1f81H/4K8cNHjl6PpaR\nEg3ByAL7xRrNgzElwO6IZ7Fn5qoUO+KzMavEiXFCylNGJJijkWDOG5i150zg7OrMKPOsEjgyYOVv\nS9i7bbvif7O/9QqqmbUiCVyIdRK+x+fLqC0QyybpjFW6awJ8Vtn7CITCbTBVzmSs3foaIy7mus8b\nA59nFWac1G5F4/Xz9s1bgBF947CMqz3ccRWTMiLSyv3uVaAbAkxX1d9cRs3BVL5KCqzzONlZanph\n740f3fEcQPyqe62xqntrATKy69TL37LhNx9p5AXNzAemimR0bdrm4HbN9uv0rmfjoSRwf5xvuwOA\nwoys7PHOrnxjz78+cGr+lvVNZ49+ypuc2Y69U/yYiimyFro8jDuwa30uKfazHIn5JNbOnIlVubwU\nI+tqTcn63QmRYM4sjEg8N9qi7bKUHscInzJKJ0e8/xNrLy4sZzfPYKTy9eWpi1yl3VexEPWkowHc\nei8B/xcIheMqxKPWmYmd2wmkWPTFBa3fg7VhiayJgCmbVPNPxNqjofaz8ESMDD4/lf1HbXcxRgbv\nh4VH1yobVAy8jg2ur5RqqNCmqlMwy3RXrKphlVYBTOJ4dsfKfLMwIqk+ds7tK7CZ6aoaUtX5qvoK\nplAaJFZsowdwuqp+574fjo0By1QYTYBoC/vx2LvzT6r6vapOxoir/iLiFZu6Gqt26hHt+2B5fMVQ\n1bGq+rrb7lwss7EBri/gMjMB8pztfrX7fLqqPquqs9153YpN9CWMZXH9j0Jgo9vmCvfVc0DA9QcR\nK0wyFHghahOPqeood7yXYmSbVw31CqwKctCdkxcJMDAqEmCXQpqUSgNKMqU8dVSsTCkwRZEfce17\nbvYwj51PSi3ErBl+C9+Bnt3OdQinEJuU+hobgBwX4zs/RmEz2ElXZovCm9jfIKnSzJWIRcD2qa/e\nvmrDsgV9f/r0lSewGaZYGCEiA13WyUtY53hUNR1njYIrw/0INshIiVyKBHNyMTvHxalUL0piu29j\nL7zTsYFRtYZequqPGZmZHz878qbC8e//l1VLlzD+/f/yXOjmwozMzI+TsVYEQuFO2LO2HXjKtSG1\nDQOw9mZP4CcnP69s9MZmGhWTsHszaV7VvSVAXn5mUZcuC1sseXLorIOxjtMXmEpqKUZgHY95YH7E\nBpVbgC/FKvB1xgY1YPf4SowEqzS4Gey2wEQvuB2Y5CYPegMFWNscjUzs+n4BEAiFm2ZkZtXZsmap\nJ8cXLCBVgSLgCcnMbDXl3//o/sU//7rFyfUDmOXhW1Vd59v2CT9PeHtt7ohh54lINxHZ79cpH92i\nCqvnf++RcguAXk6C773fnsDeAW+KSA/svfMRpra635FsSUNVFWsnWmEVK7thpcC7iMh1qWwrjWrD\ni9j9VuY9HgnmfIfNel8QK+Db5Vs+BwyORyQ5cus+7Jk5N8GxvIMpKf8WCIVTCfF+F5tguNaR3wnh\nqvr+BzgvEAr3TrR81LqTsXfpCTiFls/a0jXeem6Q9pH7+T02YP2dWMXNCsG9o0LYAPm6iiqvagJc\n+/E0ptgcLiUZdVW5z++xKoAdqQGKMy2pzLeI3acy32LsnNcB94nI4SluYnrU70uxd1A3bEy4RnzV\nLLGKjzGrh5aDaAt7R6zQyW/eB6o6GzsHb9zWCSsY8yOWezsHE1G08J5TEWklIs+KyI8isg4bfzak\ndBRJGTg73QMi8oOIrHXn1THReuXBEWs/YKosMEnnAqdo88Mfi1KI9Xe8c+6GEVD+6x0rEmCXQpqU\nSsPLFMinNCnlt++Vp5RqUM6s3Wp2MikVCeYUYgOwju6jadjsyaG+xSYB7aLtWJFgzmas0RhQ3iDf\nSdG/xXIhUiYDIsGcLRjRc3QgFO6W6voVgELxzME5W9Ys7ff1U1f2WzH7m//br8/Jnie8nYiciCkS\nFLgR6zxOxgaEJ1WRLalWwM0qf4jlOaUqD38esxXdlIoFMIljehebTT8VuLC6iamiwsIzt27ePObR\n4Vdy8YCjeHT4lWzdvHlMUWHhmUlu4jxMeTmN+Nk9NRaODBmAqWaOoApUUg59sPamJyYd3xcLA52I\nkTmfA8c22JZV/8if9pysGfTHOjsFmC3vs9wRwxq6ZT/B2sPjgfFqVamGYB26bxx5fxzwcRVYKXu6\nY/oO6wDuTek8qe81RhVIrHMsOOuenZOQt+Snn93vHbGOtNfOLe1x3j3v52/ZuHbzmqXvYR3vR7FZ\nVO9vpHWbtGwOtNm8ZukE7Bn6FPhh7YJZgbZHDX2kcPtWTxn6H3cMs4EVIrKfWuXAo7E+VcTt42rs\n+mZjOSepDtJuwYiuHHesN2KWp5CIdElxW2lUMVyI94tYfyHW3+d5rJ91aZy2ORd7Tq+KF1QeCeb8\ngk0+nBQIhWNNpHnLKWYf3YhVyUvKUuXWewQjoW8JhMLRBU/i4WVsEu+6VKrMisiLuSOGXYGbUHHV\nZBdhbcHMZLejqh9SUoksYR9KRC4RkWm+jJqvRGSIqs7A1Fu9gctdm14r4dSnD2ID+H9UUDmT6j5n\nYIqzg7BMp5h21OqCWmW+EexelfnWYu+KH7CMqUQRJH7kR/2u2DutEWZl96zv3r9DMPsZGCEffW1j\nKQ7LtbAngvubhrDza4a9D5tjbVBXLEqijzu+NSSOInkQy2C7EVOcd8Panh21oT5HyeTBuZRVSSWC\nFwkQfc0Pomy1h10GaVIqDQ+bKG3fqxcIhbOhmLTaSuxMKSg/V2pnK6XAhZ0HQmFx2QnLsYfbw1Rs\ncBTPwrcfNiNQHkZhnueKDhbGueO8uDKCsMuDqg5U1b+5/7+lqgdoUVG9vlc8cdX+x/yhe70mLadg\njeGHwGsZmZm5wNeq2kVV66tqX1VNusO4C+NF7Bm4NtlQWShWEd6DKVOCXjXIykAkmPMBZhH8HXBJ\nNVv51hYWFJSyVhQWFJzoWazKgystfjL2HD7tQntrGw7GCKLNWGeu0u2HgVC4pduPlyf1FUaG/Igp\nKBpipNRxnRY337J4j41LsU7MWKyjVg8jYvphiqOxGIG2B5Dr8kAGAmMc6TwI6yfkVva5YO3tNEeE\n9cbeMdNdlsKhxLfuvY9lM3j31bH9h79yf/6WDV7nuD+wCshS1fcDoXD7Zm0PadH3sscuUNWWqtoI\ny8KZjF1HVHXgcdf9+1tg5WGnXP2yqg5Q1T0Gjxx96rHXPvd5p2GX3C0iLUSyP8KuRWegPmTlYpM4\nOOn/ad4+VPVQVb0Ym7n+zf17J9mL42wUbdxA72/YrPUgIOA+S6Pm4RPsPX5Z9HvcFcp4CrvXy9jj\nHCH0GPZcxiOuwBR0k4BrXHsQEy6M/G7M0ntJsifgJsnuxAjRa5J5h7hjfwhTXo4o77jirP8u8D/g\nosEjR/dzVphUSfDnMdv3TRK/hLyHxcANmML0SKxNfE9EOqlVIf4npt46vzaTGGqFEu7ECl+M9OxE\nVbzPHzDFfTuMMNhpFbjd8eyOlfm2Yhbyz4C/VQIZNxUjimNVtvQs8ysxW50fySi1ZgNt/c+siHTG\nxpWzfMsU21CdErAl9k5tgxHpxwCPqlUTn40RbNHZWvmUtd73BV5S1fedBXIFicd7fsSy84NZqNuJ\nyJWY+imW9d4fi5KJtUU/uI/8kQDR13xLCsdXq5AmpdLw4CelNrif0WqpWEopqPmk1Bzs2L3qN6Vy\npZwiaiaxSanvsHPvn2Af0zBbR0q5Cr5j8OTWbbCZ8Z2B17996ZZ2mRQcdfX9j/OvsZO5+v7Hqdeg\nwQkZmZmv76RjqrFwdop/YsqMk1NcdwPWadibJDv+KWz7Q0wJciLxw3WrDH5rRQqr/QVTt/xAiW2s\ntmEgNjPXAZOar0+wfEXQC7PibW6zsmGXS8KdvY6MZ91bBBRkFUjHnj+22vb2MfObY237FHd8Mx0x\nfzxmXVsLDMbarp/cNhoCue6+GQp85bLzKg1iVZEOw5FC7rymODLSa4cnxlivMTah8DlAIBTeA+u4\nfe6+z8I6pxNcxxVMvbYB6+QhIhnus/HqQtQdMdwP+MS1xR4CWMD7Csh6DRqeYH3NRdjPhidAVrlt\no6rmYYO0SdiA+fepDhDcNm6hZMb/rNo8WN5V4e6dJzFyukxxiEgw5yuMSL40EAqXqfTmMtGexO7h\nmHEAPjVTPvD38iZEIsGcn932TgiEwkmHXkeCOUswkqkPSWbGuCqzIYyQLzXZIiKnich0EdksIqtE\nZIyI3IfZW04WkaLcEcOeWzRx9C8bVyy82W/fE5Hj3O+DRWSq28YnIrKniJzobDd52KDvEawNHiHl\nVNJT1bCqfuyI5J9U9R/YZGxv9/1YrD92CmaJr7VwatNbMdI/JImDqStjn3Ox8OfWbp87taqhGt7A\nVDG7RWU+N6n0GPAaRsZdVlFLqqp+gqmYR4nICc5i21dE7hCR7m6xz4AeIvJnETlQRG7D3vHJbHsm\n8JqIHCEiPYF/Y0VivMrFj2AE8bkicpCI3I6997diiuTF2ITmdSLSUSxH7VVsgtCPBVhG1l6+52Ae\ncKqz63fDrlcq79YFQD8R2ddn58fFAryLKckifnuiD5eLVeU7BGunm2GT3RAVCSAudkBEXtiV3/1p\nUioNDxupOCkVL+y8ppBSc91Pz6s7DbPr+V/Ok7BQ81JyY6dq+Rw4LkHnTzG11FGBUDjRLF28bfyM\nDcjPjDq2akHuiGEHbVy5uOOFwTul30mnssc+rel30qlcGLwrs6iwcIiIHFTdx1TT4QJuR2HV71Ly\noEeCOQuwjv/RwB8r+bjGUDLbe3UqSq7qhgsGPgsjW55wysxaBUeGHIt1rjpQdfbDPsCMrEI5svXq\nho3WNdq+DyYzn0SJda9fUQabD/it8Q3fHbCqHZYR0wQjcz4Ty4w6CPjEdcx6AbmOxBmC2eaWuuX3\nxSrTVDa6Y/2PSY5YOogS615fLMQ8L8Z6vd16norqaOy+8dbthp3reAB33/cHJvgyyrph7yW/vbIv\nFhDrr8TXHlOl5YrIwVAwBJ7ItFu1Lfbz8UwoSNg2OvLrPsz6dz5Wdegsf15E1L8ySijfjP/LWFbV\ncNnJla7SKAvXrr8H/DEQCu8dY5F/YZUyY4aaR4I5X2D2jMviKY6cVfABbNBXLmnkMp8+xoiwpANy\nXaXZt4A/B0LhIxIt79ZZgxFTrTEFsYjI3phK5TlsAuc44L9Y/tDb7tj2AvbZvinv+oJtW2YiIm16\nDGkXtflbsYpbfTD1+tvAVdizMBQj1y/AArcbATcmo4gRkQwROQOzyBarM1U1jA1szxaRYcmcf02F\na0uDmFL2dhFJ1pa5I/uchxHpewN3iEhMS2p1QlXHsRtV5nNk3JuU9AVvkfhZX9FV8qJxItYuvYCN\nqV7HnsPlbl+52LN/L9YfaYSRS8ns43eY62A8pkT+CXuuvfN427ftKdgL+En33Vrs3r4PUzhNxwr/\nPOK22cn3fv47dh0W4SapMBXyWqyf9B7WHnnfJYMRbr/zMZWVH89j/bN41r0b3b/vsT7ISZ7yLE4k\nwEPAWt+E2y6HGjtQSaPasZESEsoLPvfPbuRRlpRajzUy5Smlmla1HS0RnIx9MSWklNfh91vtJmMd\nxVidr7HYICYR6z8Ba9wqpJZyeBUbZJ27A9uoKA4A6NyjdLGWQ48qVpjushUfdhCvYtaaa1O91yPB\nnK+xmZmzUg2JTWLbn2EzgwOwwNuaGtx6GtbJmIflgtRGHElJ1lEeqXVqkoLLd+oCfFN/W9agQxc3\nX/dF56WtsOvWDhtwfA4cV5ShX/75+rGrt2cXtcCswf0xZcWXwPGd6dxyPev3wdRTRcA4lznSEeuU\nAQzDZgGrospmL+Bnl2vXE2vzprjB0uH4AkCjcAww02/dA751xQfABryLgV/c712w2caxvm0MwsLg\nf/Q++OKRi1+c+uptrSLBnOW+5QZjEy+TKA4Wjc7KLa6BkbBtdAOEl7HZ6yGYBbAnpfMivH9Dy9nG\nO5gt6yjgHhEpE5ydxk7H61j/6OJopaojbp4DBgZC4SNjrYypdLZRToXXSDBnBkbMnOWKRJSHZ7Fn\n+aZYCq1y8DrWll2fbGC6m1x7ACOP/oJZejKBd1V1karOUtWnnYJnC7BNVVeq6or5Y1/fNmvUI0+j\nyt5d+l3qC1tX4BZV/UatCtXz2MN4iVr1rC8xwneAqi7D7LmdKSk5XwYicphYePA2bID7e1WdE7XY\n29ik08UpZvPUOKjqcmwAvRdGTlQ5oa1W5fQmrP98V3WotBJBd8/KfJ9ieYRdgLtj/R3UF+vh++z3\nqnq++/8mVb1GVduqaj1Vba+qf1HVJb7lb1fVfVW1hapep6pXq+rA8vbhPv/V7auJqjZT1T+p6sqo\nZe5R1b1Utamqnq+qN6lqd/ddkarehSnA/wNMEpFrKLEu/5iZmfkR8KWqHqKqdVW1g1t3oaoer2a5\nb6+qT8U7zjjXdqKqHqEWbRLdx26DRQm8H2tVYLaq9nbrdlHVUllRGjsS4O/JHFdtRZqUSsNDLPte\ndAW+6FLHhe7zeC8az2tcEzrNs3Fh565TuJjSFr5l7rNYFr4fMdKh3E6Js56MxjqbFZoVcraul4FB\ngVD4kIpsYwcwH+CHKaVdM7MmF48Pf6rm46kVcMqehzGFTKrlccFmo7/CrBjRs8M7emzjMfnwMVgI\nbY3KUnABvBdjL+gnnSWyNmIgRoR0xWTnVVEE4ChscLe2TkHG3h0XNVv3W8vN7TGi6VisjHFdrCM0\nnpJspZnu+L7JHTFsOzDwFE4paECD5hjx8rVaeOgQjISZGAiF98TawnCUnW2H4dQLR1Jiz+uN2Qo3\nuc+ziJEn5Swgh1NSdW8vLGh1gvu+LjYQHu+bSRyA5U786JZp4Jb51FsmEArvc9QF9/5wyJALb/X2\n5e7LgZidrwDXNtquBmCTq+CLDUu6bXQzyrdiRNalwHotmxmxOME2vsIycVoAD4pI0uHSaVQ9XDv2\nL6yMep8Yi3yKzY5fHq3OdutvwCzY3bHnMh7ewFQL1wdC4bjZPe4ddQ+mBvxbspZuV9zgQax/eHMg\nFK6b5HoTMRvKaYNG/G8P7HxnisjbInJheeTEppWLtwNaVFiwHgg13qeD1+/0qweXA5tVdWHUZ62g\nmHh4HLPfxivtPgcjgHtiWV8vi0hH/wKujXgBGANc42xBtRZq1WBDWF/4787KXNX7XIgRU40xQmSn\njwd096zM9x0l74wHJHHuWq2Dqn6LZYYdXadOnWNOPfVUrr32Wk499VSys7NPyMjIqJYYEhGpLyIH\nYNf76Tj9wV3WgrcjSJNSaXjYRFmlVCL7HpgyKF4HY5X7WRMsfLMxy57XcZtO6bBzsEFSj2irkxuU\njcOq4yWaXfJUBifuwLHmYoOgS6rTdqWqP2ZkZn787MibCse//19WLV3C+Pf/y3OhmwszMjM/1tQy\ngnYrRII587BZ1TNSqT7k1vUqJS3DsjgqNX/B2UG8ikLDaxgxdSJm3foFs3TUOrhsip4Yqd2UqrPu\n9cYGoJ2bb6zLmsbb1hRlaBam8jwKp5LCJhVmYkTVOIz8aOuO68hsslucwRnbH+OxAsxmE3GEzgBK\nAs6HYHkN46rgPDpjEyATXXvchdLWvfmqGi2DBzt/oYSwOhZTOXi5VD0xtdgEADeAPhoY6yPWjsYq\nAvmVU8fXbdQsr+Eebfx2vqPdMY4BaxshK4JcoTb23YAJJK9QyPwJ+9snDbXy6Tdj79gKkUqqOp8S\n68F9IlKpSss0dhgTsXvzohixAIqRJk0wNVEZRII532J2/gviVXh1E4MPYNazKxNUCV7hlj2SFOzi\njiC7CyO7L08ho3AUEMnMqnPZ4JGj/4a1KbOw6lhzJEE1uF8mvPMEoO36/v5895G/+IUSv1KY/WLq\nkP8AF4jIUdHbV9UCRwB/p6q3YLEOV8dYzvtbfQPc4GVd1VY4wu5erD29tDryaRzJfhPWPt8tItEB\n1NUO3T0r8/2MkXHbgft3UZVYc1Vtn5OTI127dqVp06Z07dqVoUOHZhYVFaUUQyIixzg7/foYFvvy\nMkOHY2PO37C+dyzssha8HUGalErDQ3GmlJsZ3kpZpVQsUmod5WdKQc0hpQTLCAEjpfZxigAPk7BB\n5cGUxThsljFuGWYoznr4FBiWbBnmGNsowmZZD8T8z9WGosLCM7du3jzm0eFXcvGAo3h0+JVs3bx5\nTFFh4ZnVeRy1FG8BC7GZ6FilcOPCzazfgSv9XtlWu0gw5xtsYHEUNuOd0vFVBdzg5mpM/fOUKzhQ\nG3EMdg5NMEvagsregWtLjsQGRn27Lmi58avOy+tiCp12mELqC8zS8gVGuDfGpDwDMNXqNOD4fdl3\nbRe6bPkn/2yHEaEzMIKnPhBxpGUA+LSKlGs9sXfDz5QooyY6O0kP4lfd8zK7/icij373euiWT0ae\nOjR3xLAFInIBJt1vD8wVkXkz3/3nldggaLyz6nyIU7ICD4lIS0f6D5rw0PlH5I4YVtx5nB1++sax\n95zVN3fEsPkiskxE3j7ynNvuya5XtM1eJc9h2bF5AoXzsYFWHxH50HVYl4nIy/7gUxEZKyKPicjD\nIrISeAYbIKwB7hWRHv6TFZHnReSDqM+yRGS5iJwHoJY/cRNGTN4sFii9Sw+sagsc8fQv7Dks8/50\nVtF/AzmBULhznM28QIIKr45segwjUgcnOKapmCXvzHKsg7HW+8XtYwBJFmLxFW/5Abh58MjRC1X1\ndiwiIR+LOYhXuYq1C2bkAcGMzKyGINKqU5+K9KdexsjB4YlIMGw8FFMJplYJ8AGs/QnW9nxNtQqD\nno24Wvp2Tp10EzYpcLeItKqO/ZYH3T0r863ESJOFmEqsTCXQWo4DANq1K206aN++vfffVGJIJmN9\nqcMpa7GPW1nQ2RjrqOpgZ1OO/n6hqmaq6vQUjmW3QJqUSsODXykFNhVchpSKMUu2jvhKqU1Yp6Mm\nkFK/YefkybNnYEy1f9ZrrlumDPEUCeb85r5PJlfgPeyaVFgSHAnmzMaCeM+pbOVMeVDVtYUFBSdi\nxNxQ4ODCgoITtSTDJY04cGTuw5j6JOWOnhuk3I1VFbmgco8OIsGcyZh0vxtwS0VJ00pEX+zFvhh4\ncycfy45gIKYA6IKVhK8KHIENmJah7HnkvD0y5rZe15wS6948TJa/ByXWvQXAr5h6anzuiGGNgKNO\n5uRFa1mbv5CFXTFllBdw/p3LHemLkfMfVvZJOMKkF1adULHZ+vmRYM5K7L6sR3zrXjecdQ/knPrN\n9qp3cOCCv2A2p6cxG+hY7FrlLpv5+e0FWzf9mDti2BZsomAOdr2uwWw+b7tlW+ZvXl/cvu15yFEn\nLp704QnN2x/6KNYOBoAJLQ84/Ji+Vz7xbyxj50N3Hnth4ct7Ye31j5jlKuDbhx9/wdRdfbE8HI9U\nmoZVDPNnST0HBKR0GfeTMPLwLe8DVd2Ghby+hVUzu1pEdjrpnEYxYfQG8LtAKLx/jEXCWL/iqljt\nsSOFH8L6LWWq+fmW+xJTaV8UCIXbJjist7B7+O+BUDji3D8VAAAgAElEQVRpYiASzBmHZaNcWA6J\nFr1OwRePXJQ7673HDlg5d9KjexzUoyPwB6ydmo21UV1F5GARaRlNCESCOUuWThv3Iqh0zLkk5cxG\n18Y8iPX/gp5tUETuEpFjxaqIHSYid2Pt5KvlbCsfm9hZgIWFJ7rONRpqVc9eAs4QkZOqaZ/LsGBn\nwfLwYhUCqFaoYXerzLcRU4l9jRUEiGdxrY2YD7Bw4cJSHy5YsMD7bypW+20xrPXF/yrrgNMoQZqU\nSsPDJqCBj3TaQFn7nkR9BuWQUm6mrEZU4HPHMgcXdu4k6V4GjLdMEVbZoYzU22EccGSivChXTnkS\ncEoKUvdYeAlTEZy1A9uoEFR1nqp+lLbspQZXeel14A+BULhjgsVjrT8DU1CclEoJ7xS2PxWrTtQF\nGJFsRkgV4e/YrOkz7nmsdXCd6k6UFH0YX/4aFUYfjLw7oOHWrKJt2UV1N9Ur2I4NLntQYt1bhbVr\nvTCC5khMwfUZRlTpcIZvfoVX8rFr/4mI7I9lM3nW46HAjEgwJyVLWpJog1VjmuTUej0ose71wQLI\nY+23Dz7rXt3GzZd0HHrRjP165byPyePzsQmQW1V1fuvuJ/yzqGB7g0UTRy8GLseu0xTsffQqVvls\nwOqfp/0RWFi4fesWb0cN92g7NDMruyAjI/MRVV2sqtMGjxz9JtCzbqPm72F/67mqOklVV7jO6S9Y\n5Z1WQJZaGPOFwAAR8c/MzlPVG137Og9AVbdig933MTvNBSKSoapfYyTXn33rnwu8Ez376gZWr2Fq\njn7UkGpXaQBmY1uCVdOLDj0vwkjVvYhjqXMTVP/FAs3bl7Of5zBv6fDyJhxcX+hBLGT8xhQnJ17E\nyKQbA6FwUtlAm1f/tnzptLGbZvz3wZw1P38/A3v//E1VI1gA+1zs2VyBkbXgs7asnDtxCVCUkZnV\nlRKL4l5AdjKKJfd8hbD2zgv4boWp1OZgEwlHAoNV9bO4GyrZ1u1YO3JHFGFcG/E/rGz9X6srV8lZ\ns2/E2ux7RGTf6thvIujuV5kvH3tf/A/7+1+4K6hsVfXHjIyMj8PhcOG0adPIy8tj2rRpfPjhh4UZ\nGRnpGJIajjQplYaHjVinv4Hv9+jqe1DWwleeUgpqCCnlMAc4xCeDnwZ0jeooTgLax5lB/By7Rsck\nsa9RmK0mrsQzESLBnLXYLOvQOLOsadRM/A8bTF5bQdLnI4wguCyJqkopIxLMmYYFLR8C3BYIheOV\nCK4yuPPqhw2iXqru/Vci+mNW59bAZFUtL2egQnBWzp44617d/MyJHx+5eMnW7IKZWBuTjZE1x2Bt\nVB/32QRMxfVz7ohhCzF728TWtN7vHd5pAUxxSp0hmIVsshv0HkoVqKQcemFKoekYMVof+EZEMt13\nX/tCyv0oVXWvyb4HFgJfR4I52521ZjtGFK0FOPSUqzuiyuJJHy7BFFYDsfvsJGAlNrDWbRvWHI3L\njQIIhMJZHfqdvmdGdr1ly2Z+/qOz4J25bcPaYe64x8U5r4Mwsu0PwHQR2eTtg+LKfQB8G2tltepB\nz2F2r5Ox2eu6GNFwHoAbAJ+IVR6LCVUdj2VVtcYsirVazbErwClon8TUTmXsdY78fRM4rZw8wtcx\n1ePf41mvI8EcTzG3LwmUtm4S4G7M7vrXpE6E4nO5F7uvb0xGuaSqcwrztw0cePNbR51w23ujB48c\n/dTgkaOfdt+tUtUhalW3MlV1QrS1RVXHq2pmnYZN79+2Yc3gzx+6aLo7hkbAjyLZH4lIc2eZ6R7n\nGFZhxFQH4Crgr6raQa3q1d7OZlMuIeXblqcy2QaEakJwd0Xh2toXsQmMa0UkVvXpqtjvKkwhugWz\n8tWIdkp3s8p8bjLjJUxp/DvM5rqzFfQ7jKKiojPz8/PHvPvuuzz88MO8++675OfnjykqKkrHkNRw\npEmpNDx44eZeEPh6ytr3oCwptRZoWM5sW00ipWZjpNt+7vfpmIzcLyGeChQQ28LnlXrvn8S+ZmIy\n0lMqfrgAfIB1RsuUlk6jZsKFzz6M3VvnVGB9L4tkLpb/VOmhoJFgzkysY30AMDIQCjdIsEpl4zqM\nkHjOPVe1Dm5WcSCuiAJVF3DeGWuLFwH7rmmybeykQ1ZkFmTpeMy6NwcjIZoA47v93PKqVmvrL8EG\nTT0xldQBQPvOdP5qOtM7/MRPDbCA83qYJfkTtYDzE7E2/RuqBj2Bqaq6HSOhVmDZFp3c8ZfZr1P8\nFFv3MrLr1suq26ABRsDhQnOzsefFwwBAt21YvQ0bvI7DSLpT3La6dT39hotbdey1mtJEU6/sBo0b\nHnPNM/2AMzDbz+1fP3XVI1vWrfgmEszZQmw0wpROXTC71deYTfAgt18Pm8q7OKo6Ghs8H4GRBu8B\nHVzVr7OxzLKvEmxjDhaAvgUbWCWdHZRG1cC1t58C5wZC4aYxFvkv9nxfHStP0FX2fQhTGv6pnP0s\nwEjLoYFQuNzg+0gw5ydsMDokEAoPSvJUiARz1mHKvoNIjdCaiQWGn0AF+kWRYM6Eb56+rtWWvM2H\nmthxEfaz4QmQlbCqllNIPIwpSk9Pdf9R21qLqWrqYHavaotYqGw4Yuox4Dssly5WpmpV7NezLm/A\niKlKrTxcUejuWZkvjD3TPTGitdbez+BiSAoLS8eQFBamY0hqAdKkVBoevM6yvwJftH0PLGvEj3Xu\nZzy1VE0ipeYBRZTkSs1yvxdX4XNhyzOJH2g+FugUCIXL9cI7YmEU0D0QClf4ZetmJp/B1Au7/Mtx\nV4GzcP4bs+GlXK3H/d3vxiTuVZL/5GwhQYykHVleSfHKhKskNQxrG56pjn1WEQ4B9gEKMSVpTBVM\nJaAPdq32ATZjlt662CDiCIyc6QcsOf671vkFmUW9jpy/xzyMsMrALIXHA2ve4I3pd3P3gg1s+NUd\nbz8sxyniiMmBQMTdf5UKEWmKtb2THMHeC/jGtZV93Tn+GGNVr+reVwDZ9Rs1LSoq3A58774/1v1c\nABAIhdtgA2YPU7E2fgEQ8fIg9j7s2C5ZdRt8HUWKBoC5n915+gJV/UxVbzz6yqcuzN+c13j6O/d5\nEzexwpmnYm30T5g15Q1s4N0PU9IlDVWd7LbREhv45gLnYwT3i0luYwUWZjsLuFVETtoVrBm1HN7f\n7rzoL9zz9ihmHfp9rJVd2PjrmKKqPAXHRxgpenWiCY1IMCcXUwpelkrV2EgwZy42cTI0RULLq4h3\nXiLSLBoicvC2DSu6o4+LJRq0xX4+ngkFxVW1RKRtvIpZmAL0I+BsEUlG8R4X7hkLYs/prY7gr5Vw\nExL3Yjbk20SkTTXtdx2m7FyNEVMpVyGtCujuWZnvG+xv0Qar5rrTg+h3FOkYktqHNCmVhgePlPIG\nptFB5xswyXYs+x4kIKVqgsrHhYb+giOl3Kz3PEqHnYNVXOgSXcbZYSI2yOifxC6/wM7/5AoeMgCR\nYM732IDs/J1htUqjwvgAIzivjnMvlQs3WL4DI42uropnyA0u/oEpbe6oplD9a7C25ZVIMGdNNeyv\nqjAAe74PAsa5jn2lwv3Ne+Ose5i9uDfWjrXHyJGJGHE1fn2D7adlFIn2nrPX+xjB9G3uiGGbMXXA\nZ93otvlN3my4iU0fuuMdgimXVrjzqUNJtlRlw8vqm4xVwGmJWfeKzzGOde9YYIaqrguEwpJdr2Gz\n7RvXLfURZ8dhqrDt7vcBlFYkPYe9nw4DjhSRDi06dDvnu9dG/r6osKA4mD6rXsP6wOGz3nt0rYhc\nKSLdRGS/RRNHD1dVzVs8x8sLWwD0ciHJ3oTLE1jQ/JtYPs1YjPQbCVyXavC4qs7HMtc2Y+/cc7H3\n1r9T2MYWrP0YBVwEXLKrV5aqyXDt+YvAoEAofFiM7+dh+T5nBkLh1nE28z9MEXhtvL6AI3kfw/op\n18Wr2ufD05ga+6ZAKJxKwHMEI7QuD4TCByRa2IeXMdLsulSIMIptsNFzc8d5//Gy236j/IpZT2Pq\nxWt3tIqeqi7GrPD7YXlVtbbAgFrBhBCmlB3pFKjVsd/1WB9kGaZMqhGVDXX3rMw3F7ge61c8GJWH\nmEYaVY40KZWGh3JJKRfIuZGKkVLZlA1I31mYjQs7d4iXK5WFqRBKweU2fAX0T0QSuEHTB8CAQChc\nXu5WMngeu4Yxw1DTqHlwg4N/Ys9MharpRYI5P2Mdo35YXk2lw9k4bsbCX+9MFOS/I3Ck11mYsujh\nqtpPVcN1To/FCIqmVJ117wBgT0yB0x4jdHpihPcxmBLmQMwKOWFto+2DOixvsuKOP07dgim5PnPL\nN8ICfftibfwYETkAI9Q+cm1ZDqZcWl1F59ITy33Kw0ioDVi5eO8cY1Xda4JNGnzpPjpQMrPrbFm3\n4lf3fRu3/hYoJvH6Y9fHI7j2d+uvxAbS0zcu++XujOy6GzIys6a6ZbThnm3bAVtXzp38FVbp7FNg\n9qqfph6z92H9Qs4WB6b0aIy9S1aIyH6quhQ4GutTRTBr+P+5/fYBbsPUXknD5a7cgCndCoBv1apX\npbKNIlV9AVPhBDBFR015F++OGIPZbS+Lk8f0Olas4MpY/QufNbwFMRRXvuU2YCHGnUnQZ4gEc7Zj\n1p3GGNmV1H3q3m9PY23gzcm+N9x6D2EFDUYEQuFklfTz7ceEqI+La0v8BKCqheVVzHIZdI9gxP4/\ndpR8cSqMEKaUvM7l49VK+BRCYMRUtdi43H6DWEGAO0TkkOrYbyK4zCV/Zb6Ru3r76eyL12PW+rvT\n9u80qhNpUioND9Gk1EasGp+/47Sesva9PKzzXx4pBTXHwjcb2NeX6zAdOycvZ4pIMGcZ1mEqz8LX\nmpKZufIQwQYUORU9YHdMK4B3sIp+8WZR06hhiARzlmOEYiAQClfo5R4J5nyBlZb/SyAUjlcZcofg\nrCE3Y4OduyqBRI2HS7C24J1IMGdVFe2jOtADG8TVw3J+fqmi/fTG2uIWmBoIt8/vsVl/z7o3H8jc\nnl3YofOi5t/lZxcNxNr0SZh1b46qLsGClme4jucQrH2egg2o2mIl6isdLjy1O6bq8s5rshtk98EI\nqlkxVi1l3QP69bn0kY/6/e35c93vx2Fqov1V9VFsEN4KU65lqqqnGJusqiepasvBI0e3GHDTG+O7\nnX7DfW7/DB45+oRef31gBTB+24Y1Y1V1gKruMXjk6MuOvebZj7r+3/V3i0gLkeyPMDtdZ6A+ZOW6\nY0dV56vqaaraUlUbqeqhqvonbLDVAVNN3pXKdVOrsveguwaZIvLnithIVHWMO44DsJypGlHxaneD\nI2SewPoPZWx6btLrMex5PDHONn4DXsCsczGDvd1yszAb6Z8CofChCY5rOXaf9cTI1KTgCK27sTbp\n+iRUWd56nipHgWAyCnBV/RGyPobLCy1LajH284oiyEypqpbLtLsTi28I7qj1TlVnYFVAewNX1Gar\nl6quxtqKpsCI6rIlquomjBBbgOUada6O/SYDLanM157dozJfHtYfnI7dA5VeCTqNNGIhTUqlARSr\nerZSomjySrT7c2bWE6WUcp369dQeUsqb7fZypWZjpFG0hW8i0CNOJ2s6JnEekGhnkWDORmx2dGgl\n5AL9D6uS9deaYIdMI2lEsMyZq3bAHvcqRjBcFwiFq6RSTSSYsxDLsmkM3J1sye9k4e7/SzGyJKXB\neQ3EAMzycghVp5ICI2w8y963WA7TAkz9k4GRU0dhcoH+TTbVqdPzx1ZfuOP7PHfEsMYYGfSJ60h3\nwVRS9TFF0RhVLcRI8yXAjCo6jy5YDtZElym2HyUEVR9gUhz7Yynrnvv9i0gwp8gN/I4DvnKDTNw5\nrcARXE4F0Y3Sf6NelCjHPHTH3lER7wNX5ewE4FMbRGe9ZqHKqYUsu4pOwzE12wMi0r685T2IoRU2\nGFqODXpPx9QYKb9L3MD57+7XB0WkS6rbSGPH4cLI3wPOCITCe8X4fgZmoT0vEArvGWczH2HP/tUJ\nLHdvY2rE6xK9eyLBnMmY/fTsQCicdNXgSDBnJZZH1A2zOSW73hqMmGoN/C25Pk3BmbBpjO1mP7e7\njauhMGlbqwcXenw7Vq3w2h0lklR1EqZiGwRcUMuJqSWYurM9Vgm0WmxrjoS/FVO93V6T2qjdsDLf\nNoy4/Ri4SkTOqs33dBq1A2lSKg0/NlE66BxK2+7yKGvfA7PwNY+zzbXYbFhNIaVWYsSOlyu1HSOm\nukUtNwmbKSpTicRZGccD/WJVyomB97GB/sCKH3bxsT6DZZbEU3GlUcPgZscfxQblF+3ANh7CSN5/\npJj9kcp+fsUq4tTDiKnKzJU4AwvrDjs1Yq2EszT0xP4Wgs8/UpkIhML7YiOvOZjNbpLb75cYOTMd\nsyJnAZ9nF2Qc33VBi80f9FxQgNnhPsPanHxMUXUC1sZ/iZE5dbGA8xYYMRR291lVoBeWGfKr+38+\nMNXZ79pSvnXvC/dRJ+w98rn7/SDsfhoPxaTnscA433kMcPvy7H9g12G2K0bgIQD87KysHvpg74CP\nrSJVwRB4IrO8kOV4cNkz12Pv0HtFpKuInBkdxOz7NwP72y/DnpvzVPV/mCqlN2ZxSdlm62yG12GD\nvpCIDE51G2lUCl7HJvPiVdV9CXtWL49j41PMglYXU5/GhJs0fABrz2NaAqPwBkZ2XZ9K2x8J5kzH\n8rJOC4TCfVNY72d3fL2BvyRaXlXXquaXqqoFhTcDf6yI5UtVFwD3Y8960oRaOdsbh1kaT6aWRy04\n5dmdWN/4quoiJFR1K0YWzsFC15MmSKsau1tlPmd1fRrLMjyD3SBXK42dizQplYYfmyidKQWlw85j\n2ffASKmYSimnwFpHDSGlXGduDiVKKbDB3WFRqqi52DWIZ5cai12LhC9MNwD/Gji5EhROkzDVzV+r\noiJbGlUDl9PzLyyLLOlOe9Q2NmMzy01IYJUQkVtF5LsK7uc3jJjKxoipHa7C4u77GzALWjDqWNuJ\nSJGIpFylsDKRwnEcg707W2C2sLwEy1cUvbHw7vpAgRSR32J93TaHz2+5ECNrPsfIpVnAXvW2Z7Y7\nal6rVaN7LmwHLP3ps9fmYNa9L7Hrfjxma9uOWfemuNyiwZha9LOqOAk3mOkJTHRB5r2B713hiT7u\n2GLdq32Isu5heTuz3e/HYe+W6e73Htj7a5xvv4MwJdVmAKc8ORxTr+I+a4G185Go5+ZEYGYkmLOY\n5EOW48KVQL8Re7fcjpGa0UHM3r+hqrpQVTNUtZ0b7KKqX2G2in2poA1PVTe6/UeAK0XkfBFJ9wWr\nEe7efwa778pUoYsEczYBT2ITUMdFf++WWYUNGI8LhMJxK8m55R7FnqeYlkDfskUYSbQNCz5PJbh7\nFEYgX5uKmjd3xLB6uSOG5WzfvP6MQCh8fDLrRFXVeglX9bIiGUhO4fQi8H8iskMTh257HwKvAGeJ\nyLAd3d7OhKp+j9k6+1ON6i9f6LpnH6sxuUa7W2U+l6v1H6xdOA7LJWywkw8rjV0U6Y5IGn5sJDEp\nFU8pVV4GzWpqCCnlMBs42JeXNQ077+IKMq5zNoX4iqRfsFCD/knucxRWarVHBY63GI5Uewa7nqfu\nyLbSqB6IyL4i8kruiGHvjLnt5MCEh84PN9n3wH6+738vIhERWZWIFIkEc5ZiVonDsYpc5aHCqhdH\npN6IkQJ3x7KZpIghmOXss0gwZ1GM76tKoZMqkjmOAdjz35bSFrDKRh+MgO4JfLfH+nrHH7aoxd71\nt2d1x7JQZmIExgSgf1ZhxqrWqxuOXdF062HAZz+Pe6MjRl58irU7zYFcp+o5AAs4z8T+NuPcQLgq\n0AFrrya5LL/OWDVB7xy/9dnv/DgGs+7lueM8Bvg8EsxRR6L0Aya42Vywv8tPjkQCU1O0prR1byA2\n4P7C99nxGCnnKd7UDaoPw2xSkDhkeT+SgKuIN9KteAVmG/wlOowZmCAiV8XZxlzMhleIEVPl5gXF\n2UYBRmg8A5yCBT6nXCE0jR3CN1jhgotiZSpFgjmTsBvuIl8GZjTGY6TzZeXZrSPBnK+BD4ELA6Fw\n+/IOKhLMWY8p8joAFyZxHt56nnprBXBLIBRuGGs5ERkrIg/5PvoyI7vuPnUaNAkDVwRC4ZQsW+5e\nvherHPr3ChIEozCi+spKyjJ6x23zYhFJGPNQk6GqX2ATaidTRcVW4uzXC+CfirVPvapr34mwm1bm\nG49ZKw8C7hGRSo13SCMNSJNSaZSGXymVin1vLfHte2CkVLWUl00Ss7EOzP7u93lYnlY0GTAJaB9L\nKeI6YOOAPsmEdGLqrLnYAGCH4Gwn7wH/VxkqljSqDiLSjBKlSqDlgd27Hzjoz1M7Dr1omE811xBT\nvQwnCVIkEsz5HgtP/30gFN7hmd1y9rMCI6YKgXtcFlBFcbvbzk1xvq+ymUYRyUhhoFLuci6XqRPW\nXuRhOU+VDjfA7IgRT52BySoce+jC5mumHrBqf0qCzhXLZjp2beNto/7vpjETEOphbdMJ2ABxOjC4\nM523KroBI6FWYZ39Xhhh9GFVnIdDL+zd8gMlytNJLu/pIJKz7h2GKVM9615XbCLEs+41xoi3sVJS\nln0Q9u6Z7pYRjID6IhLM8VfrG4yRXX5Sbgg2CfM1FIcsR5ArNCpk2Xtelyd7Mdwg+hEsv+cc4JJU\nlUqquhyzA/6CWfliqmkSbENV9QPs2TwUuM9lWKVRDXB9iH9hfaoz4yz2jPt5cTnbeBJrW69IoMR+\nHvgNGB4IhesmOLZ57tiGBkLhpEkVpwC7E+sPJlXJT1ULCrdvXYGRpLMwhVZKCkCn+HwAI3lPT2Vd\nt753HecAt4jIDk3CuO29gBFd19QkQqUiUNUwrr2qztBrR/7cg/XFbxKRCqnMqwK7aWW+6ZjivTGW\nS5jUZEwaaSSLNCmVhh8bcSSUyy/aTlmlVP0Yku7appT6GcsZ6QTFFsNZlCWlpmIz6PHUUuOwTIc+\niXboOo+jgK6BULhDhY66NN7C/l4XVMK20qg63AgsUtULVfXblXMnzdy324ARzdsd2glny1DVV1X1\nDkzRkSx58kHer3MnT3npln9LRuZaEdkoIpNEpJTdVETOFpFfRGSdiLwhIg193wVE5HMRWetUWh+I\nSAff9+1yRwxb8fnDF3z+5eOXDR5z+ymLMrKyZ4lIb98y57j1B4vIDy4P5yN/pz4QCvdYPPmjbhMe\nOl9yRwz73i13aUUupogc59RkQ0VkmohsEZGv/WoR3zGdJCKzMAKprRhGiMhiEdkqIt+JSCDGbjqJ\nyJdu2zOiciP6Y4T2n4HTgF9F5GURqez2rSemhsrAiKetdQoyWrRb0XjBtjqFB1Ni3fsOUwR5trWB\nwKzcEcPWYflKnwHNs8nufSM3tp3HvMMxhVGuCzgfiuUr/VzJxw+YKgIjT/YCln96x2nvTn/n/haR\nYM46StrNc0VkhYjkicgnTinoWffOEpH/uWNeBvwkIg9jSoSlwDwRGfvV45e/Nv2d+7vmjhj2ApYB\nVQfLieoK5IlI3th7zvxoy7oV++Gz7n31+OX//OyuM87OvfWkkIg8B9SDYtvfmNwRw7qJSK6IrESK\njsnM3lZQOmQ5z1N4vevuy5/deXcQkVEissw9E5NEZJC3XzegeQ14HCPAbhaRur5r1g542G2zUEQa\nuOtzqm8bGzFSdChwg4hc7pb/Yzn3LyJymIh86I5rGXA1cAdmE31IRPzW9jSqEK7q3ZuYtb99jO/z\nMHLo2EAoHJPYcMqmxzDCN679zfXp7sOexWQUUBGs/bgikboqaj+/YQP1XkRV8hORF7F262rfvX2O\niBTljhjWALh7/tjX9/4k9Idf6jXd4zQRmSMim0TkbRGp75b9RUTWiMgjUZMNs7D28iUR2ezeC8f5\n9r2fiLzv1t3ono0h3veOLL4LI9BHyA5alBwx9TimiLtBdrI9vRLwOqYcvbI6STb3d7kPm9y7Ibo9\n29nYDSvzLcRytTZiExk1Jow+jdqPNCmVhh9+pRSYhS+alIKyaql1QMNyMo5qFCkVCebkYxkE/uoZ\n04FDfZY+L8NnJnFIKackmUXyFr6vsaD1ylBLbcFyEPoGQuHokPY0ag5OAqa4TvVyEZmaO2JYJ0zh\ncUkgFK7Qc5E7YliDic/8/Zyteav08DNu+rpVpz7HYJYLf5t+ICa5H4pVVzsOI8k8NMQGD90xMqMQ\neDd6X1vWLr+xKH/7VUedf89bzdoc0lAyMt+S0sqOBpid6CyMCNkPm7UGYNE3H7z087g3shvtud8t\nmPrnZmxWcUeCZe8DrsXUMSuB90XEX3SgAaY8uwBTgawArnHr/A2rBhdx6x1AadyHhd8ejj2zH4hI\nczcAGozZyDZh1zUAtMJI4spEH6zt6Y5VxDti77UNCma3XbsR+zvNx9qvCZht7WdgszvmT9369TB7\n4aBmNKt7EietOYMz9sSI9DGBULgNZv+rSpVUNnb95zdoue8xHfr/ac6yGeP7OIKmN6YCa4pdx+7Y\nRMCnGCk0A8h3JFFfYIIj9zOwd9B4N/Bj85rfAoXbty51530J1mb3xxSKxwLHZ2Rmdf7u1dsOw2VS\nicjpm1Ytvmy/3sO+FMnsjpFcl2XVrd8IezYi2PvvJaBvj3PueK1p64NmYffb7zEysA0larVnKClm\n0QgIY3+bw7HB3Ptiwe7FUNUIRggdjgXnNsFs2b9i2Wt7A/u4TKw3gfOiru9fgNeAl90xQZz7151z\nU3d9v3XX27t/H8ae4SXAXSLSv8xfMo2qwrvYdY8Zao4945Mxi15MS5yz+o3BrH5xVT7OOv0sMCRR\ntqFPhfUbcHO8fZdzPF4lP38e0NXYPfksRo7tg8kO1a238bdpY0dpYUFWVt2G92bVa/gn7B4dgF2n\nIVgu1tmYeuw037afwNqSN7FndzTwka99fxKbUDgGU17eQIkjACjOCxqJ9VeHR71TUoazFj+AteVB\nSVAQoSbDtbVPYxl/w0XksGrcdyHWVxmPVR+tUYeCy/YAACAASURBVJbI3bAy32rs+ZmH9eVqFFGY\nRu1FmpRKw49ipZTDBsra9yA2KQWxQ9DBSKnGNSyYO1bYeV3KVtubDHQJhMLx8jbGAUcEQuHy7ItA\ncSWc97GqfZVB0o3HLDEX+8m0NGoUOgCXYtbNwcBTwKNj7zkzDxswJ1MRKRbOAlrue/iAY1t16rPi\n8D/d8ufBI0eHVXWibxkBzlHV2ar6JRa+6ldr/E9VR6nqL06WfSHQRcpmaty/ec3S/zZr2/HyAwae\n/YUWFbVt22tYf9/3WcDFqvqdC0Z93NtPIBRut/Cb9zofMODM+St/nPyIC28eBfyTcqpGJYHbVPUz\n1xk8Bxu8/973fRZwqap+40Jxt2KD7ntU9R332Y2YDe6aqG0/5q7LXOxvl4eRWx0xImUl8LHb/zR3\n3QaKSMKw62TgBn9dsay7LsBElF5H/rRn/sRDVjTDiJsemJJ1OkbAjMVImHxs0HA8RuqsAE7oRa8l\nTWiyfipTewGTnN3lRGyiwV+ZrrLR2O3jmmOufqbJ/sf8YZlkZk9z++6HESKnu3tnvqoOd8ufgLPq\n1WnYtCn2HvKse3sBmbiAp4ys7Dr1mrbacsRZwZvd33Ue8Fe3zh9U9fvBI0f/0O2Mm+dsXLFon9wR\nw7oDSEbm31p1PnrRgQPPfrSoMH+eqgaBH7LqNWwCfBcJ5ixV1bGq+vrgkaPzW3Touu8RZ992Ffae\n2O72tcod03MYEXqziOytqtNV9Vn37M1X1Vsx4vB30RdIVSdjtta9MTKpLkY8blTVFaq6wrePgKdC\nFJE9MWL0BVV9ExvoCzZQGBPj/gXLsZqqqkF3/MX3L1ax8R/uuv5dTGW5ywb41hQ4pfaTWPtSxhrl\nI4fqU5aU9OM53LOW4J0SwdqIqxLZ/yPBnG2YeqhJEtuNxusY+XldIBTeG0BV12Pt1mZVXenu7UL/\nSlvWLM3TokK6nj78p4E3v3Xs4JGjvwT+AxwNnK+qc9TCxMdiZBViNqJzMWXWNZRETXxFyTVrC3yp\nqj+o6gJV/dDlJZWCqv6KWcaOAM5P4XxjwlnQ7gIWALeLSNIh8DUNjmR7EOs//0NE9k+wSmXv+5/Y\nRMu1Uo02wmSgu19lvs2Y9XsCFvh+avp9kcaOIk1KpeFHtFJqI8kppda6n/EsfKvdz5oUjDcb2MNX\n9vhn7Pxj5UplYR2UWPgC61Ql+wLKxTplOSkdbQy4zurT2Gx9ra7ysgsjAwtyDqrqNFV9Fng2f/P6\nczHLxZEYWRUXIvKUlJSK957BbsB38z55ZSGW4dGesjPtC1zHwcNSjATwtnugiLwuIvNFJA/Lp1HK\nhjbPALOSrJj91Y2g0mL/rjcFQmFvBnqzWmntMvsp2Lrp0S1rlssPHzzZ2ncOG4BbKMl0SxVKSVA2\nqroWI/38s5PbVXWm71wbY6HfX1EaX0atR9S2C7GCB52wAVB9bHDzV9+5zHbHFK24qiiOxNqcfOz+\n2VwvP7PFQUuablvSclMzjJzph7VN3SkhaAYB3+SOGNYIa8c+wUitfS7iojXjGb8WI0k/djl4g4Bc\npxytKjTBgrw3YoTer1qYv4gShVR9YE3UvdEOI5S+BqjTsOkemJpiodtmG2CLqi4GyK7fuFnDPdus\nxtRKXo7bEcAKN1AAOLZZ245bQfLw/t4ihzZtfdBabHALQJ1GzX/IyMyuiws4F5FWIvLsZ3edMfGT\n0B8Cn4ZO/RB7R0Y/Iyswm6JiloZDReQBMavqWndeHWOsBxSXX7/e/foA9vePXmYyNglxjvvoz9gz\n7g2sv3H7V+B+Edkr6v4FazcGRl3v4vvXDaAfwdRhp2N2mXLzh9LYcUSCOTMxBdu5sULNXQW9F4BA\nIBSOaQNzyu6HMWXiyeXsS7F3z2aMMCpXDeSKazyMPb9JF1dx+3kQ60fenCjHKgqbG+/V/j6MpDsF\ny2xboFYowMNySt5nh2Ht4I+YyvD/MEXscZS0y49iaqUvROS28mxHbnLlX8Dv/Ba/isJNingVN++Q\nHcys2plwbcSdmJ36dhHZuxr3XYTdux8DV4lIudUkqxu6+1XmK8CIwrcw8vdiSVdyTWMHkL550vBj\nE5YZ5XVSopVS3oA4utPkKaUSkVI1xsKHzfSAU0u5anszsE57MVwVssXEt/BtxNRUSQXNuo5jBDgx\nyYD0RNv7BRtAnZmMWiuNasdSSkrYe5gN7BcJ5kzBSMoLE8xYBykpFX+4+6y4c+5CaR/F1A7+wUg0\n2eBZnzyMxgJpL8Tu756Y0iJa0Vi8nUXffLAB0MLtW1YDdzbZ98C94uxHAqFw88KC7WZn0qLzKV3y\n/jCSyGLbAWxJvEhKEMwGplhnvBelz+cgypZmqyj6YGqXw7B2qmuLDXU3/brHxgZb6hTkYVaf/TGl\n5ABMUdUcI8s+w8imLRgBNxhYkkNO06d4qgmm8pqKkVoNKKkuV+kQkXrY++O3QCicgd1fHnGyF7AG\nswZ1pfS1fAp4X1XzRDLIqtewBc66J5aJtg9uIiQQCktWvUbNCrdtWeRUHWCKMaX0PXA88C2Y3S8Q\nCktGRmb2tg1r57lMHgAa7tGmvWphIdamA7yMZBzecehFcw/93ZU3ueNbQ9lnxAsfH46FyL+HDYxv\nxOxC3TALT1y1sKouxYipZdgETixFxXOUVN08FyMqovEERmo9KCKHRH3XCFPrRl/z4vvX5V39F1N3\n9ADulnSlperAi1g7E08NFcHuoSvjETyO3HoP+EsgFI4bQuz6LfcDhwBnJDqwSDBnIpbjdk48Uqyc\n/dyJTQgkCmL3Iz8SzPnU7fO8Rnu1b03577NGWP5nd+x+7oKpAicA/wZQ1eexdvNlrG2dLCKXxzsA\np8b6ALhURHY4IsER8yMwhXSoNj9TbrLrViyvcaSbCKiufSv2jvgAuExETqqufScDLanM9xq7QWU+\n9754FVPIn4gvHzGNNFJFmpRKww+v+pAX8BitlNqKdQyilVJ5WAchHimyxv2sMaRUJJizFuv8R+dK\ndYzR4ZsI9HADq1gYBxzkMlqSwQfYNR6UaMEk8SrWITsn0YJpVDu+xDr+fhxCierjeZzlQjKzIEb1\nPVVdpaXLxYPdq4d7ncFIMGc88F/g/EAo3D3RQbkO8cHAHc6iNJfYz2fMaoA/ffrqC8CivTof/Qck\nI95z8UDdRs2zM7KyV2MqjJ+j/i30LZuw6qD/8LFZe+9cmrtz+SHeCm4G8zfMAuLH0THW8287E1Mu\nedbmtVhO0swY57PDRJizOPfAbC9HYCROrwOWNp0z+eCVGQVZ+g0l1ewWYIOvcVhbsnbNL9O/d///\nwh1n3za0+WI96/f+ki9bA5HBI0crptSc4nLxqgpHYH8rr51t4s4nA7vXxmKWtULfvb0aU0qNAWiw\nR+us/C0bvOqUYH+bZpRYyQ/KyMyqu2Xd8l8B3Kz0IIxUaiMird3g/JBfPv/PPLfuLKBT/eZ7b14+\nq8S9EwiF62/ftK5bwbYt652lCqDv3ocdO37fwweu2adb/xex9190Jdl8TKWBquZhmWmNsXtmtbOY\nrsDUjOXC2ZtuwVQsQ6RsEP+rQDsRudJd05djbOZAzEbyG0Ys9aXkHp+KKWkWJrp/VfUbjGRrjgWg\nV5YSMI0YcKHm/wYGBULhMnk9PoVTC8y+HQ+vYM/c38qz9UeCObMxi90fA6FwMmHFr2LvneGpxA9E\ngjkLsEmT/piiezvueUkCrwBfN2vbqW9GVnZ58Q/fuW3u5WtLnsGpzzw1j6ouUdVnVPU04CHM5lse\nnscs3jeJSOskjzkunKr3Hxg5fbtT8NZKuLYuiGUX3r6jwfAp7lsxu/K7wEUi8vsEq1QrHFHzJrtX\nZb4IEKIkHzFenEsaacRFmpRKww8v9NFrPEsFnbtO0XqiSCmXlbSB+EqpzRihVWNIKYfZlCalpmEz\nzNF2nsmYOiw6b8rDFGyQ2D+ZnbqB4JdYxZ0dfgYjwZwN2OBkUCAUTldOqll4GOgtIjeJyAEiciam\nTHocTDm3at6UF9YsmHl0mx5DzsMG8R1FpFsCif8bmH1hlIj0FZH9x9z2uw1Lp41bBgyv06hZos7u\nWowAuMgd10CsAxVNDsWc2d6at3IrcGvBtk0rMrPrNIg1iMKsHouKCrbfgHXqrxSRg8Sqf50rIv4s\np1Ql7iNEZKALW30JUwC9l2Cd+zE70ukicrCI3IPNqj8StdzlInKKU5k8ibVr6zFiYRU2+HlTRHqI\nVVkLiMgLlSTT74Z18rdipNIGoOHnhy3979edlv9GiXXva4xQ295/2j7TGm3JzskqkAlTXrz5UMzS\nMgZrjzJe4ZXF7/Fey3Ws2+o+Pxiz8YUr4XjLQy9MFbAJI5PWYvaaZljf418YSTVKRE4QkXZYhktH\n7J1B6+6Dt21a9WvT3BHDvMyuEZh9zlNNDNCiwvwta1esdL/vj5E//8JUJa8tmTrm/JVzJ2fPG/PS\ntcBYVf0OCOx7+P+zd95hUlRZG/+dmWEIEkRUQEUQAwKKEclRmVYbE7q66meOa06LsUFos66uYdes\na9Z1zbTagCAoCohEiSaiKBmGzMyc749zi6lpOg4zMEi/z8MzdHf1rVvVVbfufc973nPs+PUrF5/s\nrsUDxzx38/PrViyqV7R+zWblFPDjmsVzz1wya9xPg/v1PhBbmPtTYsHIwWNFpKGI7OpSdUZhz4x7\nnRrjDdK8xlV1A0YeFWPeTld415aqrsAWYg8DUV96oh9XY6rJV4G9sefuItfGvzBSI63r1y3ub8YC\nSw9KFSrJ/idFFEtFvioeoeQq270BnBoIR+LOR1yVvUex++CsFPt7F7tPbgmEI7HBxth2S7DrbhNw\nWyY+ltFQcCQ2Pl9Svc5uK4F2ItJUrGppDgnuDTfnfLR447qV1evs1jgRGebSX98EXhWR00SkGVaN\nMBe7D28Tq9ZXICLNRORITGWaMJDh2i3GCgcsw545W00iOR+tEHZf9neK0h0STh3aD1O+3ilW9XRb\n7VsxdeF/gYtF5C8pvrLNoTtfZb5x+PwR/+zHm0XFI0tKZeGHR0p5vlKx6Xtgi7N4DPgKEpBSbmJR\npSrwOcwAmvsM2OdhEfhYefoM7Fy0jdeImwSOAnpkIE//EEtDiZsWWA4MxipyXVkRRFcWFQP3kD4N\nOBtLD70TuN5F0QAY/9rdB4x76bYu88ZG+mOk0FvYovSKJO1uwvw2FmHkwmQtKen78/A3XgVW7H7A\nUd1IktvvJnRnYSqgKRghdUu8TRO9Fw0F180dE/lIS0qKgbt9aR17ATlrliyoBdzn0iYuxdJSJmPK\nngswD6tk+0nYfSwt6nGMMN4DOMn5GyTDE9hi7RHXjwL3vZ/jtO2ZoHfEvHVaY+TKEiy9LgdbQE52\nbS5353Rr0QFLzzsAqxDa2r1uhhE8y7BxYwRGOo2pvaFaYN9FtdudOG7fKVia2gJszCoAxnaik77H\ne7XWse4rVV2GqaT+wK6xSoHzlTiaUkVTO2CMexY0AApV9XdM7j8SS0ObSWlKyM+BcKRGs06n1a/f\ntPW7wIPYb703LuXQLYq7Fm1Yu8J3+Rzr9jkBOBlkxfRBT98x8e17u2Ln86/OSL5zs859nsUiuw8C\n43Kr1TiiQfPDvtGS4s3Gy007nfZgSdGmOuNfH3AVpmJ5HCPXWkppJa2bsXtxLqXn9EbsN2iPLeSX\nktn57ocdVDfMN9CfAvIiprSIl7oHpdfvd9iz/EHsGr4KGy86kcH1664Zr73bReQvf2aflO0Jd3/8\nC7vOE1Xp/Qh71l+XiBiKhoI/YVXozkxEXrntPOPqasD1qeYvTs31ADY+ZWoC/h9g+uFn35UvObmC\nEUKLMJ+1hGNnNBTcsHjWd15qdCgQjtQQkYOwc+T3QL0QI2Ifwe699zGS/59uH22wYNA0rOLoDIzA\nTQpVXYNV5KuNkVtbnYrl/PD6u37dKSLVtrbN7QXnJxnGggk3b0tPITdmvY4RkueLyNlVbWzSna8y\n34/YM7EEO97YTIEsskiI7OI1Cz+89D2PiFoN1I6ZqGyhlHJYQeL0Pai6pFQu5qfhTQgnEUNKuYnb\nOJITSMMxhUJaSqVoKDgLU2olmnhmBNfHZzBTz6TG2VlsW6hV+WmjqrVUtbWqvhTz+SsFAwfVLBjw\nyXMFAwc9VjBwUL6q5qrqwBTtzlPVM1W1vqrWUdV2a5b+9jUQPqTPjT8XDPjkfT9BqaqPq2pz3+th\nqnqI69cRqvqV2+/H7vM57vVk33dWuvdGAhRtWPvCcf3erwdMW79q6T01a9cZhamLGPXEFflf3N37\nLBGpr6pvq+qRqlpTVXdX1R6q+lGi/aSBr1X1UNdeR/WZmqvqK6q6hV+Hk9SHVXVfVa3h+jPE97nX\nj3dUtb1r+1BsjMjB7u8vVXWWqp6hqg1Utbb7TW/OoO9x4fNdGosROmMwUmMU5mf1HUZarcCIl2bA\n8N92W3tCg8IahXd/2uMHjHD4Als0NgMG55O/6BM+ma3o585EuQvwqRvvKgstsODF6QUDBz2OEWmj\n3eJrKraIQVXXqOoNqtoEi7aPBPqq6gJ3LvLbXvzAtaq6F3A+RqCer6o9sfTAul1vfvkEVb3JLRa7\nYb9RkarOLxj4yf3H9Xs/2qv/h61U9WxVXYyReXnAF6r6gKo2LBg46JijL7r3lyPO7XeTqm5Of20R\nuOSgTtc983rBwE92ATrm5ORchhmtXwnMys3N/Qyr6NVCVat795e7lo7DjNzPx4jT94hP/G4BVR3j\n7snqmKKjG6bUqOn2vwTzhtriq8B0//WrqndhhGwvTKGxMNPrV1U3YoqRt9zx3LAjL6SrMpxP5MfA\n2fG8Bp0y/QnsOjgjSVP/w8irm5JVPo6GgksxsvUY0ijAEg0FZ2LeZicFwpG0K4y5lNgH6+1z0Ipe\nd3/0VcHAQbu68fYV93cVxB+/N61bfVuXG19su37V0mbf/uvqyRiB3QsoyM3L+8w9Y4pVdYCq7u/G\n933cdR7F5karsSqxtVS1kapepJZOlxKOQL8PK9Dwt4ogPtziPYwFHm5xqeI7JBzx8iD2vKqQ85PB\nvlVV38IIyXOAKlc1VHe+ynx/YP6IC4D7RKTddu5SFjsIsqRUFn54pJQXfVqFsfv+aJRXajcWy0mc\nvgdVk5Sag0XlY32lDnLRdD/GAs2SGFJPxRYKPTLY/wdA60A4cmDKLdNANBScgS1Izw+EIzusV8HO\nCGfS/E8stWqr/BGioeACTJ1xNGa0WalwSsF7Jr52V8vqrOnw+lUw9wl4/SqoXZ1eeTm8WcG73NYT\nzh6YR8suWEW7yoJXka4QS+Fb4fb5I5aW9jVGKH2FkRSFwI/Lam84vMWCepOWsKQzpngYhhHTnjrn\neEyRMB5byCnOs6kScQz2rJiJqaTWY2NrG8xPb3Sc73jG99+6v12BmT7fq25YJctC97onMNt51oCp\n/uphY6CHXsCP3jYuwBIAvouGgst8252AnaMJ3huBcGQPdxyRaCioOTk5b1SrVq1Xnz59uPHGG+nT\npw/VqlXrlZOTk/D6dgum/2H3dgGmtMgoxUUtBeRu7Pp4GvOsekbjKwPj3huOfL0be9Y9KCKxvljp\n9ENV9U1sbOlC1jekMvEmdn9fGU+95Iir/2F+UHENzR0J9BhGiCb1m3RG5p9gnoTpVEX9FFO8XpfM\nUD3OflYA92PBs0vT/Z777i9jnr2hYfG6FQdc//BTPDv8O65/+Clq1KrVKyc3N9UzZgg2Ll4tImn3\n1w9HvDyF3ccJqxtm2OYUTHnWHrimqpEpmUBVx2KeZ8dj5NC23v+7mHr0TOCiqnYudeerzFeIpS6O\nw9SAJ27nLmWxAyBLSmXhxxpsweIRMl46n5/g+NMopVzEcSZl1U2TsYl9q5jNPY+PRFX4FJukdcnA\na2EMttitELWUwyuYCuD/KrDNLLYBnPHse8C5gXCk2Va29T3mt3BGJtHs8mJwv97NVv0x74B/XaBy\nbido0gDO7QRPXUhuUQnH+1KdkkJEnhZfuXrfv1Ui8m+3WWUqfGL70xgbHxTzDvo16Re2Du2x9Lwm\nWET1IMysuhlG6qzD/IBGYmqfr4AO1Ytyaref2XAklro3HhvHu2ELsVoYgRAtGDhIcOlyzoeuMtEO\nGKdWwrs98H00FNyEEU8LKTX696MzMFlVV7qgwFE4g3P3O7TA0hZxnx+DKVQ99AR+VdVf3Tb1sZRr\nP5F4AEbwRb03AuFIbewcfe4Upx5OwM75lyJyUElJyfHBYDC3TZs21KtXjzZt2nDiiSfmlpSUpLy+\nVfUL4B53TC/6ruktrvME35+EpZefhz2PX0u0qyR9mIhFr3fBKvM1T7RtimMZifmGNMYM0JuWp50s\nEiMaCq7DjLrbYvdSPLyDzR+uS5SyHw0F52FzgpPTqJr3H2A+ZmSe1OfIl2b4O3BHIBxJ2+TaKa2e\nAU4MhCPHpfs9ETloQ+Hy9peF7pWuJ/Vh98Z70/WkPlwaui+3pLg46T2ourli2+9YCmq5fJzcffw/\nzMMorp1DOdoci5GHxwKX7MhEhaoOxa6jv8p2qIqnqh9g981pwGVV7VzqzleZbyOmoPsYU9BdUNV+\nkyyqFrKkVBab4SYaaynrKQVlfaWSkVKplFK7ZeC5tK0wHWjp69fvmGlymRLA0VBwLWYImmwiMhw7\nV0els2O3APoY6Oyi8lsNV1XwTeCENCOeWVQtvIkRETdmYiSbAB9i1+T1gXDkgK3uWXLsD9A1Jnm1\nW6kGMd39hyhbqt77dzjQT1VH+FM9tgF6YMa+jYChbnFT4XDjTwdMkXkMpiRqT6k6ajTmb7UI8xNq\nAAyvvikncOBvu24Ys+TzhRh5NhRL4auBkVI9sPTDIdi4tCemcqg0OAKpCTDGGRMfiKXu5bhj+jb2\nPDrFTRt3vLjtcn2vu2LE3Fj3uiOmChvpvl8HO29+lVQPLJAw0vdeAaZo/d73Xk9KzxGwuQpiAPgi\nGgqux13fTZuW5V+aNWvm/Tfl9a2q32GecvmY30034l/nW0BEXsaqEjbEPIUGikiZwImmkQarqnMx\nv4+lmGKqXAtrtWqdN2EE6MMicnR52skiKb7FVAZXxCOJHMn7BEZeJyMAPsGCbTfGUYD72/NSNPcg\ndVU63H1xPxaMTOlHFfPdKOaDeVUGz6b9AVodXZaja912c7HUpO2oFSC4H6ueee1WLI5fxQKKfZ2h\n+lbDqSGfwRRYqczpqzrep7Qq3jZPU1PVTzALgZPYxqmE6cApTneaynyqWqKqL2Apv6djvmPZ1O8s\n4iJLSmURizWUrb4HZUmolUDdOBOQ5cAugXAk0WCzFFPwJK3wsh0wA+tTY9hMzHlpJrEYC7QJhCM1\n4zUUDQXnAr+QZhU+hyFYNL4io0qDsIhnXOl/FlUXbqHxKLYA3arJqbuWn8JUKXc65Uhl4WeAkTPK\nvjli+ub//pROI6q6RLcsVe/9W1KB/U0JN5ntgRFBYErIysJ+GGG0DAsKLMcUMb9iZrjfYGSTZ3D+\nO7Aqf1PuEUf9tPuSu7hrb0zZOhYjUyZh5PrxwBjnnXIi9jv8WInHAUYObcJS4dphhqfjsNSxepSm\n5/nRAVP5+FP3pkZDwaXud+iOkVkb3OfdgcnRUHCJb3vB/UZu3OsFfBsNBVe792q47w31FFFuuxPc\ndit8/emEPRe8CoU/A8yZU1bgNXv2bO+/6V7fMzBvkRLgGmBD7HWe4vtLgL7YdXGPiHRKZ78xbSzH\nUgAnASER6Z1pG66dxa4vkzG/q1Oq2gJwR4Ybv5/FrsOzE2wzHXvenxcIRxolaedxbFxJSjZFQ8H5\nbp8FgXCkSxp9XIClpnYkc8X3s5j69A7ndZcKPwNMGzemzJtTv9ucCZzyHlTzqnsCGy9OSL+rZdpQ\njFD4DbvukwVjM2n3U0wBee72UBlVFNz5eRlLl7xRRI7YDn34DPudj8cIyCq31tWdrzLfRxjp3RG4\nW0QSEuRZ7LyocjdqFtsdflLKS9+LVUrlYWkhfngT+kSTi6Xub5VK4cPS96BsCt8kYL84JZLHYsee\n7CH7JdAuWUTSDxdt/AwIZCKBT9FmETbha4VFYrLYgRANBX/GUjPO3Fq/MRf9vhcb629PQhpvFVR1\nVl4On1/9MsWvfw3zlsLrX8M1/6E4L4fPnanrjoaDMYVULczLaGWK7bcG7bGxdw8svW0/YGFesewn\nJax129TGSJtO2DjTs866arltftx14UxmHoERVnti5M9g1/99gc/cgvUoKt/gHIyUmuyUCe2BKY4Y\n6oCRbjPjfMefulcXUwx95T7bDzN19lL3dgcOpWzq3rGU/Y1auO/4vbO6ANVj3mvttvsspj9BYKJb\ndKOqs0RkcCQS0UmTJrFy5UomTZrEp59+WpyTk5PR9a1WeevvWDXFh9JNbfV9fw1Wuetb4FYRydjf\nxv0292FK3StE5NLyLNx87XyAeQRd9WdOR9nWiIaCv2PPglOTpHS/igULr0kUhHK+bM8CxwbCkfbx\ntvFhKHbvXRMIRxqm0cdvsbTzCwPhyCGptvd9byN27eQDfw+EI0mNvlV1Vk5u7ufPD7y9eMTH77Fk\n4QJGfPweL4TvKM7JzU37HlTVrzAi77JM7z1fG+sxk/I8zC8nI5+4JHiXUpVRJv6kVQqOmHoSC0zc\n4aolbus+DMFS5Y7DCjNUufWu7nyV+b7GiLjm2LMvY2/DLP7cqHI3aRbbHaspTd/bABSxpacUbKl4\n8qqYJFJjVElSyi2W5lHW7HyK+3tIzLa/u22TVeEbiU1UOmbQjQi2WOqVwXeSIhoKTsLUFRclUnZl\nUaXxLqaGuDFZ5aR04Kor3YelUf2tstRzRSWcs2YDQ857Gva9Ds57GtZsYEhRybY3Pa0g9MTSmetT\nNi2sMtCB0gqfY9zrUbuvrNnnL6OaH1xzQ25PzGdqT4wk+xLo0Wpu/YWfFw8qxLymhmLpaYVYut8J\nmKJqEhYxXkvZVLYKh0tDOARL3dsFI4/GA56/DQAAIABJREFUOAVNB2C0l7onIsNF5HEReQxT3Fwt\nIv2BjqsXza05uF/vQSLSBiPWVwG/ikjJz8Pf+huwacTDF+SKSImInIuVp79TRIaKyB6/jHj7uhGP\nXNB5cL/eI0TkDechEwAm+IzTcedoAW7MF5EzcvPyZwwZcOoNQ+4+5VoRGewq3qGqQzZs2LDpgw8+\n4LHHHuODDz5g48aNo0tKSjZf364/l4vIJyKyRkSmiUh7EdnfHe9qERmFPVNvdfv+UERmuO/Ndd97\nR0SSqYqLsOdMe+A9EZkjIqf7+rGrO+5FIrJWRGaKSBmza19axTPAydjiMWOvHdfOy5ga5zhgwJ85\nHWU74H1MlXNVAtPz9Zgi9jDs/CfCMGxsuSaZMsnnF7UaI4vSIRlfw4q99A2EI1tUPk2yryWYeqIN\naRTlKCkuPmf92rVDnuh7LVf0aMsTfa9l/dq1Q0qKizN9xryEqdpvc6m/GcOpFsPYAvu6ilAJ+lRG\nQzAiZYetWuYKMTyIzWPuFpF9tkMfhgOPYM+Qm6UKVjjcCSvzTcOCMjUwb8OszUgWm5ElpbKIxRoc\nKeUmJ4VsqZSCLUkpTymVSMq8AkvPqFKklMN0fEopN1FaQIyvlMMY4OgkxqJLsXSG7unu3O1vJGZG\nWpEPzRex325H9yjY6eDUbo9iaaVbbVrvzGWfwojPcqXrpIKqLt9UrCdgHicnAgdtKtYTNM2y21UJ\nzvOgMzbeFVLqZVThcCqmZhiBVA/zPKoDzBFodvD8Xeevq17sKaG6Y+l39YE9h7f5rf95nPczlgYz\nGyPShgE1BOlSk5pDCwYOqoaRVUNdlcfKxJHYvOI7TJmVhxFkXnpibOre+RihNgK4Deg377vPzive\nuG46pabdXTFvqWKAWrs1PgIYvaFwqXcsd2O/TydgX0T+t2jGmNMO6HnuA9h1WFBz14b9MPWU3+C8\nHhY8+DwaCqqINALebHhI56ntr/jne5KT2xkjBMQtODtiyqJeWBrUO6q6P7Ax5pjuwsx+D8OeLW9i\nxM+97pwI8JSrThQC/sD8ci7DFFoBTI37ryTn+Q5sXDgHuBwL+rzlU1fcgz3TAu7v37DraguoagRb\nXB+Gle8uV5qvMzkOYb/1IyKyV3nayaIs3LPg31jgLC7pFA0FJ2DE+SWJSCFfOrcAVycLTkRDwTUY\nWXQgCVIHY7YvdtsrcGsmfojRUHAyRsScHghHOifbVlWXFxcVlXnGFBcVZfyMcYbTD2IE/43lJZSc\nOusxjPQ4szxtxGnT+51GY0rIVAb1VRYu3TqMBa3D20MZ4wozPIg9H/pWRSXnTliZbz5GxC3HvA3j\neilmsfMhS0plEQt/+h5YtCwdpZT3flxSyk1allN1SammMSl3iXylvsMWjslk38OBQ12aSbr4CFu0\ndUi1YbpwioB3gVMC4cjeFdVuFtsGzqPsNSx1I7YaZHna+wK7zi4NhCPxCNcKgar+qKqf7aApex7a\nYuNgfeBLF/WtLLTHPJjqYsRBE4yoaFp3TX7estob/sCUlN8DR+NS94A/hjx41rz1rD8KU0kdg41N\nQ4Ceu7N7/V/59bxmf9Q5ERvDK9Xg3KEd8LNTEbQDfomGgouxcW0NVizCj8mY/91oVX1OcnInrFow\nq+26FYvGYovnAzBj4i+9L+TmV29IaeqeYl4zH6jq98CLqHY+5LQbp+59ZMHLqjoK+B85OSdhKU5+\ncrGX+76ngmsM5O7X9cyadRo1e7d404YfVPUZVV2LKb6qAfeo6lCnMDoHW9TGpki/pKrvqepP2EK9\nGfC6+95MTFHUHTYv2ka6Y10ONHcpDtdiFaz2jD3BLlXoduBi1+ZLwNVYIOVJp1JqAkxQ1QmqOldV\nhznyKS6cCfut2PP5H1LOinqq+gNmpK6unR12QV2VEA0Fp2DX/EVxbAU8vIiNI3EVVa6dFRjh0QHz\ny0u2z5k/D39z/OD+J73a9pIHU85LXNsPYOTvhcm2FZFfReQ631sfYimD1wfCkSap9lVBz5jfsflc\nW8yAubwIY2up/xORpKRaulCrWvoINl6GyptmWBXgI1wUM/UulzJtK/vwDaYWPwZTx1U5o23d+Srz\nLccCUdMwJV3P7dylLKoAsqRUFrHwp++BqQRSklIumldI4vQ9sGhuVSWlBIu+eZgM7BMn6jgDO85k\nKXzfYpPDtP2cnI/QFDI3C02F97HzfnnW9HyHxIfYNXdDqjLdaeJl7Nq+NZExbhaAkT6rMDJoW6Tu\nTaC06l4H4GuULof/2mD9qFZ/1MZ8mA7EntmjMRXXsKL1q7tTavBd4LabCxx/FEf91pCGhbP3LOyM\npa39VpkH4SbQR2Gpe3kYgea5EHcExsYh92ZghM/XANXr7Fa0cc3K/HnffTrefX4UZjS/2UK/pLh4\nDTAxph3vN/pDcvOKau+572gvTU9y8pYAe2FKsSLYbHB+PPB1NBT0CnpMql6nwZTRz9zQa+iA0851\nPktekOVk149rRGSWiKzASK5dMN8uP6b4/v+H+/tDzHs1fCluiqncXgcudWl232IVAVuwJQ7AyLAh\nIlIoIoWYh9heWHW+hzB11tkiMkFEHhSRlKSCM1m/GSMPHypv9FpVF2JR8B+xRejx5Wkniy3wInb/\nXxTvQ3cdP42RwQkN8J0H1DCsql/Sqr+LZoy5t9M1Tz+2W7NDrgyEI/XESronVCU54/WXsEBY2gSN\nU3E9gd0bd6XrybmVaIT5Hv0XOF9EkvphiUg3l54bSwqehqmkRmKqqwohkBxJcR82NgwQkZRkXVWF\nqi7FVJT1MHP4ipjLZNqHsZiC9Egq1geswrATVubzvNm+wO6dP7VCLIvUyJJSWcRic/qeQ5n0PTep\nX0P8KnrLSZy+B1WXlPoNO06/2bm3sCgT6XVVmzzvl7iIhoJrsTS/7hn24wOgRSAcOTjllmnCmYk+\njz2IkxFpWVRBuOvtn9h9c2EFtFeMSdlXA6Gs39iWcJHcozBieTbmPVIpCIQju2JpOfOx33gxNrbO\nzy/KadJqTv0NvzZctQe24OmOkVctgZrYwvI4LNqfj93jUazAwT6Xc/myKU2XLkVoQWkVucpEK+zZ\nMRYjmmoBo10a177Er7q3B76qe/m71Ntt07rCpct/neIV2TgCGKmqWq1WvXxA1q9aPMkjlzBCbj6u\nomDN3RrXzcmtJvjMzOs0araPILkYcYOv3Yb4DM4LBg6i299fGXfwiZf/u6R400RMrTRTRI7Cxs42\n7t+1GHF4GGbcHru42eT7vyZ5r8z8S1VfxcbqM7B0u0Twnscnuj54/1piRFt191kXSlOAh4rIQ0na\n9PrgVfebjkWvy+Vz6MzYBwCfY15h5TJSz6IU0VBwJZYWelwgHGmdYJtvMC/JKwPhSDJFynOYx9z1\nyYJVq377qWiXPfa5B0vDvR5EKL1+E+ETMlA9+frumebXw7wUK2Vx6qlkVHWRI37exOZ7fVOkrnrH\nXqZfqrrCXe+PY/5Jd1VUmppbtA/A5s73iEhK4/mqClf58G5MOXrb9lABOTXtQOz5FBKR6tu6D+lg\nZ6rMp6rFmHrTU4hdXRW9v7LYNshOErKIxWqSp++BKQjikVIr2AFJKRelm4HP7NxNAGcTP4VvLNAs\nEI5skVrhw3C3TbMMujIOS8E4LYPvpIOxWOrP5Vtrmp3FtodTuLwMBAPhyFbn3jtz/zBGCNycVdBt\ngS5YqlYD4AvPmLuS4BnZ1sSUN3thipx9667N19U1N+WtqVG0HhufWmPeSz2BaYP79a6JmewOxarP\nbcAUR8cDC0/hlDoftZ+9K5YSOK4Sj8F/LEsxEq+9O47ZGIGzERgf5zt7Y1X3VgXCkT1zq9Wos6Fw\n+R8YOQelflPs1rzN6YiwfPbUCe6zGtgCcYT3G9Vv2ro16GaSC6BWg70OKC7auD5GKXaC69sM33tH\nAQ33OSrwb1UdgBFXGzHVz2pMtfSEqkZVdTpGNKWz+Ezn+tlXRBqp6sfAw5gyS7FFbiymYb91U1X9\nJebf966/y7DUiCmqej5wI+Y9lbqzquuw8WEwZuB8fnmi16parKrPYH5aJ2GLwAqpMLsTI4qpIa9K\n4tv0DEYiXRonTQ4RmTC4X++bgccH9+t958S37ntcRN53BvuzROQk37bdBvfrvWTFvBnP/THtmwDo\nS0A9pxgqFpF+W3SwVPW0GLi9QfPD9nHG/2tF5GcR2cKUXETqicgLg/v1nji4/8m9Rz9zw/Xzv4/e\n4vu8jYgME5FVIrJSRL4TkSN9n3cSKySwRkSWichnIlLPfTZcRJ4UkcdEZDFGlHpFCU52i+K3sQXx\nSyIySkTWicgUz3TapbMOc7tb7o79JV/7j6rqRkyJkwt85fqxRkQ+FZEDfH29QESWi0iBWCGEQtff\nuISTqq7G0t82YL5MaRvJVzW4dMt7MRK9Qszhy9GHiRg5djDQf3uottKBq8x3MztBZT6fQuyfWKDt\nrqr6u2RRuciSUlnEYg2Q7ysdH5u+B0ZKxavesoIdM30PbHHSIsbAfDLxzc7HY6a7yZRHE7Bz1z3d\nDrjJ3EdAh4pMrXLtPo8t8PpUVLtZbFNEsOvx+opIbYiGgvOwxe8xsMNWx6ss9MRUnyX4vIwqCe2x\nqlVHYOrK9hix1KX13PoLJxywpNamvJLvgcOxRckMt62nklqJjUcFmDohD+jUlKZfralRvMfUfZfv\nDXzmFHKVBre4aAeMLRg4CPf/0W7s6QB87/yT/MjFSJ2v3evOqiUl61cuXuwUAnMxb6QaItJtxdxp\nt6Ho4plj57vtvXSbkQCBcCSnVv1GrbS4uMgpRAmEI3tXq1F7z+INa720cwLhSAPsuv/M9Q+AhZNH\nXP7DB4/XH3L3ybVdqszprn+NMTLgR+A8ETlYrCrW65jaJOXpSeO9DcArzoNJMXJyPlaBq8zz1y1S\nHwEec4RRcxE5QkSuEZHznFfHGuwZ9ZCIXIQVN5iWRl+9fRRjqWAvYcqtv5c33cV5Wd2NBX0ekjg+\nWVmkB3e9/hu7L05JsM1y7HnfMye3WsLfLBoKTgR0+dypl9Ru2HQwph75FHjDl7YKoGOfv2VCg/2P\neHW/Ln+ZgshqTGXYGLsO47XtqZ722FC4bChGPnfDrqWrsICIH//D5oYBtOSwnLxqo2d9/uI9bS++\n37NAeAOrfHwUpgh9AKc+dGmmQ7EU2fbYePMRNr54OB+7xzoCV8bp8irsvgtgQbzDMWL7E6eemkep\n79SB7tivj21EVVdg3qB7Ae+4/gjwaYz6oxZGOJyLBUH2JcG5dO0ux5Qz+Vgq3zb3ZaooOFLoH9jc\n+JLtRExNwYi+A7AUuSpJlvtSoXeWynxfYM+K1sD9MeNQFjsBsqRUFrFY4/56C9/Y6nuQWCmVTvpe\n7Sqq1pmOTRT8/iCTgT0D4UiZCJZLz/sBM8iMC5deMhLonqESZRgWlT8p1YaZIBoKLsD8if6SQuGV\nRRWEW4w8jt2Xl1ZQm99hRup/zcT/488Ml2rWAlNKfe8WGZWCQDhSC1v8/IL5myzCyP6FwO5H/7hH\nyU+NVuVTWnXvW2yRU7T0pwnfuveGY+TMHhhxciwgb/DGvK9bLdx9TY1Na/GlslUimmAL1THYRL8B\nMEZEGmDnM17qXl18qXtA16INa5drSXGxi5LOxJ414xB57KCCi+eAgpZ43z/afd/zuDlC8qrVLikp\n8qfKFZSUFG8s2rBuje+9XpgC6kvvjUA40rjWbo0PWPLjuHwtKYm4fQ/ESJmVGCl8MRZ0GY8tov+L\n/WZ+xFNFpfPej5j/36eYkmMM5i/YGEu3LZNmoqohTM3kGcV+hqXsecqqdRjJ0A1TzjQkjSpqMftQ\nVf0AIwDaYelD8YJR6bQ1ASsDng88+meO+lc2oqHgL1gVyLOTPMuHARNzq9eqm1utRlJT5z0OPHp6\nx6v/dWDBwEFzsKqOtYkTcMurXvMlycn9Izcvv3rBwEGFLv0tISkbDQXnzx3zyf/WLJnf4qDjL31V\nVb9z18El2FwLADFz8KOBM50x/8/HXPrwyZKTu3r57KkPB8KRxti8bKgzOP/ZFRLwLBb+Dnynqteq\n6hRVnekKFCzzdedHVb3NfT+ZOfq72PhVF0uhXQlc4ozHvfYWu2MvjP2y85M6DrgBI+KOwIinvSnr\nF5oHXOGOdyKWvnRskn6hqoswX6YGVGGFTzpwxRyexYjVrTGZ35o+TMfO574YMbUtfMwyhu58lfkm\nYs+13TCFWLZI006ELCmVRSxiSanVQJ0YYmVr0vegaqqlfsSUEX4/px+wxUOiFL42KTx5vsSO9dB0\nO+FKtn8KFFSC2ec72O95SQW3m8U2gDNufh7zFElIiGaI/2Hk6Q2BcKR5BbW5I6MHds/XxqLvlYmj\nsMVJHjbu7o5L3QOWvdXtpy9/r7/2V4ykaoKNJ8cCo79/NXQINgYPxVRSc4FZWOreN+2lY+PRB/9R\nf0NeyZdOOVHZOAZYj3mztMPGmanu/8WY71UsIsBbLnVvL2D/jlc/dbmqXoyRbxuB7qpau2DAJzc1\nbtNtVcHAQY1VdaTz2KgN9FBVTwV13H6dTx9VMOCT+gAuvenY1qdc+6RqyRHuvVxMDTHCBRc8nFhv\nn4MWdu/7WmdVbaSqtTCPrFzgG+e1NC8nN3cZlmq5D/BUTm7uTIzYBUBVc10Knvd6jntvsu+9Ee69\nzeot9/6zqrqPqu6iqn91C/i+GCG1AVvo+rd/UlVbqWoN1+cT3WIPVb1XVQ/BUhwvxK6r3uXx6lCr\nXHUHpv54uLyLBFWdh6lD5gH3iUjS6m9ZJMUb2D0WNyXTBTGeFJGcPQ4+JumzYu3y31/B1D9nOJJp\nFab2iW1z0+8/fBXBvMHiqY22wIzIs+sQKWrW8dTugXCkJYBaBUo/2d8GU+Mvc6lshYP79V61aV1h\n3TVL5lcD7pDcvMeBF0VkiIjcKiL+Z9XhpC5G8X06/cWer2OBm7C52zh8tg5p4GBMwfUfLOX+L65/\nM2PaWauqs32vFxLnnMfC3UP9sWfEnVIFq8ilC6egfBu4QMrpXVcBfZiJEVN7Y6R7lVSg6c5Xme8X\nTCG2EXvmbHEPikh/EZmwxZez2KGRJaWyiIVnMOupowqx68RPviRK31uOKaESPSiXuL9VjpRycvNf\n8ZFS0VBwDfAT8VP4xmKLySOSNDsTKzvcPcPuRFzbgQy/lxTuGF8COlaEN1EW2wVDsQX+tSmMbNOC\nz/9jPnBnIBwplxLizwAXfeyBjW+riE+kVCTaYyqpQ92+2mMmxZ2AUb81WHv4+urFozBiZ6X71xQY\n1pnOVwcJ7okt7tpj/j+HYJPr6LcH/975j13XKcKnlXwMHtoBE5yvSnvgO5cy2BHzNVrt39jJ8jdX\n3cNSWNZT6n3VDZiuql71uh7AtGgo6L3uiamBRgMEwpG6br9DfCl5x2DPqahv10dj5N/n3huBcKQ6\npp4a4qX9ORyJnc9PAHJyc9+oUatWr+sffopnh3/H9Q8/RY1atXrl5Oa+mcmJygTOHPjv2HP5wUwV\nRk7t9BZ2jxcAd5RHYeEWbzcBRVj0OmmlsiTtFGKLwOHATSJy3p856l9ZiIaC6zACpV0gHGmXYJtF\nxRvXr6q5a8PWgXCkle+jMvOzFXOmzsFUf2cHwpH9MVI+7tpg7dIFK0qKNq0Hjg2EI+lVFzaV0Qzg\nNlfYIRa1sWIzbShr3N+iwf5HXAg07tX/w1WSm9cKGITz1BMRL31xXRq9WJN6k814DEvLvY34qbfp\n4kNMpXotRg77sSnm9RYG6onglF5hLMXplvIQzVUIb2Iqz2tFpP326IA7n3dipOC9smV1xSoBn++S\nvzJflSTRKgKquhgLyszBfpeO8TbLpE3PR64i+udrcwvfvizKjywplUUs4pFS/teQXCkF8QkrqNpK\nKbAUvthJ/yRMEVVmwhANBX/HIr7JqvAppm7olEnKolM2fAmclMTMtLwYiSkYrqiEtrOoZLhr6ils\nYZFWtDqNNjdgBq3VsYXDznpdtMTSnOpg5tmxC4cKgyPu22LEdRMsUr4rVhJ9N2wsOgi7X7tSWn1v\n5Vf/vOzX5Sw/vBe95mJkDdgi/3isUMKUf54yZfmSuutHkYGPUHnhUrpaAGNcqk1TrOpeHYx4ipe6\n15GY1D3Mg2qja+9InMF5IBypj5H/w93+BFuYfu3zqeqGLeq+9O0jAMyMhoJz3PeaDBlw6sihA08r\nGNyv9wRPlTGk/8nLh4b7nD590DOxUdeTgJ+B6SJyUElx8fGX9bs/t+tJfdi98d50PakPl4buyy0p\nLj5eKqgMfDy4NKTbMGP2e0Qk4yqqqjoES0dsg03wMyafXfrQ3zEiNSwi3TNtw7VTBDxJqZLkth05\nFWk74htMAXRFIByJe/6KN62fs2bpgrXAdYFwJN8tuPeLs+nb2OLv5hT73KglxYrdm1e7+z0ZZgB5\nY567OYrdn32r1ajdkrKK+vFY+nKxxhj3//DBY5MwQrVbr/4ftlLVx1U1gKW6XuS+P5kUqW8ZoL0j\n0B/AzlNXSsdQj7BORgJNxwKK7VTV8/+ajY3l85N8LyO41MUHMCL+mh2V2HXn6BnsWu5bXrK7Avrx\nC6YG3Q1TcVZZLyMtW5nvYdmBK/OlUvppqcn/t9hzIq6PXhZ/HmRJqSxiES99D8qana/EFFGxD2eP\nlIprdu6UOmtJr2LR9sB0YK8Ytchk7Hj2ibP9WODoGHP0WHyJ+SdkupD4CDtPnTL8XlI4UuNZTAFQ\nob5VWWwbREPBZZgJcdeK8oKKhoJLsKo4B5Nmla4/IXpgKbw5pE4H2Vq0wdSngimE6mNK0ibu717u\n/XXYRNkjpb5ct2xh1zrUqXUKp4zA1C+jXTsdgWjBwEENCmttalNYa9N//UbelQgvPWgcppjahC00\n22LncnSc73SitOpeUywdZaTvMyhVUXXFUgC914dgUW3/b9QLGOOqpiI5uXN+HPpqH3wqqS43vVzU\n/orHvmp18rWX4tQYkpt32DGXPfzOUeeHn5o3dtDmFDsR2QdLr/zYLZxOBdivZesyB9G67ebg/gGk\nARHp5ip3bQ7qqOoAVT0y2ffUSs73x87xnSJyXDr7i2nje+B27NyVazHj68cI4GYR+Wt5FsQu6v8+\nNuYcCTzg/MeySBPu3n4GCwL+NcFmwxZNH9100fTRLX+b8MXNWFpZUZy2ioBHgcaSmxcbQPP/vrOB\n2iMePn/quhWL1m9at/r2ZEEMVZ0FRFfOn/nI1A8fjyz9eWLH3Oo1PsRXIEBVh2KLzg9FpJeINBWR\njiJyj4gcObhf77Fjnrul1h/Tvul78ImXHycinbCxxSOL7gfaisi/RORQV4jgynJWqbtaRE7Fxq3q\nWPB1uvtsDkaknyQiu8fzIFLVnzC/r+ddP1u7f6uBYyrSUFtVx2KqrmPZTobhFQHn1/UP7DzfJSLx\nSNNt0Y85GPlfBzPZrrJVDrUSKvOJVZF8XEQeFJGlIrJQRPr7Pq8nIi+IyCKxCphDxQpzeJ+/LCLv\nx7T5mIgMj9lHvEqYTUTkIxcoWiki74griOGCg49g86F3xKp4vkCM+lBEjhaRwSKyWERWiMiXInKE\n7/Nfsfv3Q6eY+sW931xEPhSR393+x4pIWiS3O7amWNERryJpLXcMfWK2PVVEVovILm6MKxGRsyRO\ntU/fdw4Rq95Z6Pr36p/9OZklpbKIxXpsYeY3OoeypNSqOO9BKSmVyleqqt5UXnlwv6/UdGwSl8hX\nqh7mxxAXzmB8Fhmm8EVDwdnAROC0DI3S02n7V8y36uxAOLLFg1eyudo7Ar4CRmGlwZNVvEwb0VBw\nOkZ2nRAIR06oiDZ3FIhVFuuCkUBzMYVMZaI9po46EFM7tKM0de8rTPkzxr3+DRtr6xUXbfyiOtVP\n6EjHdYMYtAojsaKYcgiMqDkeG8e/rORj8NAOmKGqK93/J7oAREf3vt9w2J+695V7qwsWDPHGnG5Y\nKuBK97oHMDYaCnoBkmOxtOhpAM4LbT98HmAd/vbP+/br+pdZvn1Qc9c9etVptN+SvQ7v+a6nxOjV\n/8Pq9fZpsXv9pq1fd4sjDydhzzPv+wsAZkwYhx9Tv9vMt/2UxnkCu2cbx/pJpQOXGvkg9ntfLyJ/\nyXQh6hbNt2DP+EdEpEU5+lGEFV14DTNxLre/iaqOwVI06mEG6GmRe1kYnGL7HeBUR+7G4n60ZNik\n/z5w1KzBL4fqNNrva2xs88hq9bU1B3g1JzevWr0mLf2+YZu3UdVvgWc2FC579atHLz73p6Gv9gL+\nL0U3LwQWLBg/5OWJb4ZbNut42pqcvPyVMduciJHSL2Hq0TcxovoPoHjl/JmLpn70xCGzoi9/jsh/\nsfvoWxE50KVfFWBztDHus5MpJd8SEfPx3r/N/ZuIja3PAReJyD6q+htGyD6AjT9PJjne77G031EY\nSR/Eggt92bqUwLIHYKqZZzDD8LMqqt1tDUc83Iud1wEiUmHVpzPsx3yMuK+BEVNVNYBeWZX5zscR\nqNi12s9H0JRWyLRAwnjgizRUZbH3WZlKmO4Z9jG2buyCFQpojqk3PfwFeyb/GyOw98OqePpRByPd\nO2LzkFlY1UtvLdsWu/cuwJSZXjCtNmaZ0gPzf/sM+NgFplKhD6aADLk2GztfvrcpVXJ6uBD4rwvs\neHgIq4IdW+3TU6B/gY0lR2LnfU9svP/TIktKZVEGLvq2hi2VUrHpe7BlCp830dhRSanFWIUVv6/U\nemySFI+UmoGRdqlUUF8CR5XDA+gDYH8s0lbReAObLF2Q4PNtobDIopxw9+nT2OLy6ooiLqOh4GDM\nt+OKQDiyXaT02wltsfGsLlblqdKuf6esbI+RKvtjpFN9bPyph6VHNaGUpBqOkU6zvxjYp9ou7HJQ\nkOCSR3m0GWZgPQkjokYVDBy0Fpu8DHO+M5UKR+YdAYx1vk6tsdS9Gu79ZKl7o9112xX4JhoKFrno\naCtKU/eaYOfoS7e/Gtg5+cL3G/VcttqTAAAgAElEQVTCxu3x7ju5dRo175CXX3OYG7890/MC7Lys\n9/UliJGD433HtAt2vj/zpXDOB3jlobCO+Pg9lixcwIiP3+OF8B3FObm5n2vyil6boapFLg2uXHDE\n2dPYov184LJyEFN/YGl4C7BUlbieRCnaUFX9Lzah9vxNYqv0ptvWr5hf1WLMN6tC1cE7AT7AFvNX\nxT4HVLVQVc/p1f/DXbvf+vqLHa56smnBwEFtVTXsPi9jzA98dOxd/3u03WUPHxAIR2rGM+VX1atV\ndQ9VzW150lV3AacHwpGE3ppqlepOVtVax4bea9S046n/Pa7f+6MKBg56z7fNGlW9QVWbqBn3N1PV\n81V1gapuUi05u+ftbzftcuML79RttN9GbN7yMTArNy/vM+AHVe2iqrVUtYGa6f8q13ZPVb0pTr9i\nj10xH7v2qlpTVQ/F1CiLgdtFpIZaAYG9VDVPrSADqtrD376qrlTVC1V1N1WtrapBVR2FkVlHAPmq\nWiYYqKofqWq5vKFU9VMcQSwiO6z63S3m+2MBlYFpkB2V1Y/fMGIqD1NwVtlq1Vrxlfkmq2pYrcLl\na5gy91g3JpepkKmqfbHAzRkZ7iO2EuZx2LzhbFWdqKrfYc+27iJylPvO9cDz7j67w+13NT4OQ1WH\nq+qbrt2ZmL1FLez5hFqxEoCVbkxa6t6frKrPq+p0d1z9sTlYSu8pVV2OqbhXuza9Z/sLQEBEGgKI\nyB4Y8f5STBNPquqHrr+bq326z64BxqtqyB3TJKzyds8/c/AmS0plEQ+rKSWh1mIL39j0PYghpZwE\nvJAdlJRyC/0ZlFVKgaXwxfOVKsEG7VSk1EjsXss01WoC5lt1aqoN/UhDhttkcL/erw/pf/JpQ8On\nP5Rfq+6n3oNXRC7AJgaH+eSo57vPUsl324jIMBFZ5T7/TkSSpqVkUX64VKWnsKhQzxSbZ4IXMd+x\n25OUHP+zoQc2Gd6EI0QqES2wMbLI7a8upal7v2Ny8EIgH4vYfof9xsOA4xrSsORwDl/yK7+2wYx0\nD8XS/T4HOri2t5XBeRsszWUMpZHHsVhkL5/4pFQnYJJbNO4PNKY0da8r5t3iSZB6YM8jT6LUATsn\n14jIkzm5ef8aGj79yaEDTzttcL/e3hh35JcP/d+Zo564shFYytzgfietXTxzbDNK0wX6iuT8sW7F\n4h7Ap4P79UZEbneS/mUY0RWr/tH8ug2XPNH3Wq7o0ZYn+l7L+rVrh5QUF5/j30hE9hWRj0VkmZPr\nTxGR472+uHG1rns93L32xlrv//u6z7cYc4FD1czL/w30xsyOM1IqucXMXZSmA5ZLGamqIzGT4GZY\nSmC5FA5ucn8H9rvfVgGLq50G0VBwE3YttCKBt5Kbmz2BKQxOS9JWCfBPbExKp0rv+5iq6KYEJuax\n7SumsluGPV/S9hKLhoIrRz99bZPiNUubVlKxgS2uN1Vdj6UHNgSu2pprUq3U/bNY+l9FK5HfxcjJ\ny2UHrmrp1LEh7JkyQCow3THDfvyOEVOKEVPbRbmVDrRiK/NNjnntVYU8jJgKmSJSiI37+2e4j9hK\nmAcD8xwZCICqTseIJy8tsSU2r/DUtXdg4oi9fcTPniLyvIjMEpEV2Dp1F0xxmRBi6XSPiMg0EVnu\njuvgVN9LBkesTaM06H8eMFtddVwfRvu+U0zZap+HYQSU/3xPx67JTM/5DoMsKZVFPGxWSrlJRCHx\n0/cSmZ0nSyeqsqSUw3TgoBifhMkYSRcv130s0CzZ4t2RB+MpNSVOC+7cfwAcEwhHMi3DHVeG65fK\nSm5up0NPv/ndvOq1jqJUKvsOlt8/FZuINaZULppKvvsGRqId5T5/gC2rzGRRgYiGgqMxsuLyQDhS\nIVJzt4B5AEtluyuThcOOCEcQHO1efq8x6WaVgA7YOLkvRjy3xSYnHbCIZ1cs7aMrptI8EMhb9svk\nb4Cux3P8ord4qwgjfYYCJ2D33VQsGvdDNBScW8nH4OEYbOI6H1N/zYiGgivcscx2KQabIfGr7q0E\nprjX3YAxqrrOBQG6A1+7hTdYVPUHbFw5v9ZujXc/5pIHv65Zv9FtWDW3S4CAlhRvWrNk/mIAVR2x\n58Htxv3w/mOHDO7Xe7mYz8TAph1Pfbnmrnusx87hHVga0hVY1axPgWdEpAtATl5+DghtzrrjUcy0\n+ETgoOKiohMcoeLHv7HfpjPmf3UrpYpjKKtCPQ2T/TfCxtr3sWeQV2Uw3pg7VER2VdXPsPu0I9Bf\nRPwVclNCS9MBB2EL7nJVwlPVaVgaSS7lTAn09ecRShdXNzklXhYpEA0FJ2OKyosTKbKjoeCP2Hzi\nnGTzCZcS+AIQCIQjbRNtBzC4X+9Og/v1vmHowD5nDRlw6h/+BZSIxE1RdQrOe7H5xTXpqnxF5KCN\nawu7XBq6Vyqp2EBcdayqzsOCPz0wtWX5d2Cqpk+wtKUKq4DsVKMvY0GKG8qjfqwqcErO/tj1cef2\nGgOc6uV27FnzgIjstT36kQ6ccrUiKvPFqwqZQ5IKmZhaFky8EHsvxzMyz6QSZlw4ZdFISj21DgBe\ndf27Fpt/HIaR36mun39g6a+3Yc/sw7A5xtZedy9gKXu4v7EqqVSoja3VYs/5gZQG8f50yJJSWcTD\nGsqm662Oeb0GG4DiVfBZTmqlVP2K9kmqQEzHBiM/ATUTi94fFmf7CZh8M+nkDUs/aRkIRzKNuIzA\nSMBMy5jGleG6f62Bs4s3bZzQsFXHAYee2XcaTirrIoOrgSJVXewkqRvSlO/ui6U+/eg+f0+tSkwW\nlYvnMALp+gpM4yvEKvI1rsh2qyi6YOqbmlSywbk7j+0xorsllkK1G6aUqgP81mBV9VZXRlo2xEgI\nL3Vv/Lj/3NEC2OUyLit6l3d3xSKOm1x70YKBg/bFSJBIZR6DB0dgtAPGFgwclO/6O8ZFaT2iLRab\nq+65c9EFGBUNBYtFpCkWefWUaq2BPTDS1ZPAH0rpbzSv03XPzKy71wHjVi+a+2/gSZGcW4C2xZs2\nbk5dDIQj+7Q589ZlWlL8B/A88Boi/2lx/CUNgS8H9+u9EVt8XIwFYGphi6I3MJKKvY/s1RpBChf+\nHHHj22eaOGWvCTBKVaep6mxV/TROhBQAVV3hk/2fiy18T3Zjbmfij7krcWOuqn6DKQsOwlLxMqqq\np5YO+Dw2YT4TuLE8UXYX5b4FW7jcJ+VMwfMtrh7ErpV7pQpXwqpieAmb08d6mfjxJjbWXJtiTB+M\njS/XprAd+A447MBeF5zR/orHvj7srNv/TuniKSHpEg0F52GeTN0wgjcd7A/Q6uiyfEumxQbiQVXn\nqKXzxSpFvM+/xLxmrhCR5uXdj8OLmLrsNhHJNNiYEI6YegpTp97qV7HvaFDV2UAYU6zcLCLbZa3q\nUr5ux+ZXD4hIk+3Rj3ShlVeZL2GFTF8QbzE2X/QjHeJ1OtDEfy+ISCtsHTnVt00s0XooFgxbhKkZ\nOwNPqGrUKa02sWVRrU1sWT2zI/AfVf1YzUB+EXb+0sXGOG0CvA40FZFrsbneq3G22Tx4iUguFtD3\nCjiMx+ZAc+Kc80q3ZtheyJJSWcTDako9pSBGKeUUPKtIrJRKRUrlpthme+IXbODaXM3CRemnEcdX\nKhoKrsFY9VQpfGOw9KBumXQmGgpuxCLZx2XoSZVIhtsSn1Q2GgrO3HWfFh/l5tfYVK1W3YS+EKQn\n330UeFFEhojIrRUwecsiDbhr8AlsAnB8BbY7G/tNO2ML1j8remBpyitwEvFKRFNs4rYBI7N3wcbE\nJhhB1XzPFTVrFOeqt8D6Ebtnh2EpZdNGMvLd8YzPxaLivTCSZxi2uFtOfDKoMrA/RqiNxa69fLfv\nQ91xxUvd64yl7nkS+T0oNRPvij17PHl/T0wx5BWg6IFNAEcB5ObXmOj2O8R9/q2iB6iWFJVs2uj3\njTo+J6/aqpxq+WcApwPVO1/33NvYhDWCLWZruXZGYKqk8Zhap3kgHJF6ex/UFUUnvnXPnDTOyxNA\nSES+FpG7ReTQVF9w6Tz3YwSUZ7LfhjRSJlT1ByzK2wBbiDRMo4+b4YigD7CIdxdMdZVx2oxLx7yL\n0hS8PuVNd3Ik3u2YWuJREWlWnnZ2JjiF4itAr0A4ErcaVzQU3ICRQa0xhWWithS7jvOI41XlQVU3\nqOovMz597uM6jfZ7o2HrToGCgYNyvcVTiv6OxFRDlwbCkXTUdT8DTBs3psyb5Sg2UF68gJlK3y5x\nKu+lC5em8xCm4uhfTkVLora9SnY/YGPQQRXV9raGIwgexBbuf9te6byOdLkdW/PcX9XHIq2Eynxq\nFTJHk6BCpttsGHC0U9weICJ3Y0GydNr+AXhDRI4QkWOwcWy4qnrFTx4HLhaRC0XkQBEZgI1hJZjK\neRJmh3CDWPXNdhgptDZmd7Mxj6yGvmDHj0AfETlMRA7DglGZXGuzga4ispf4KuOp6gpMmfowEPWn\nJ/pwtVhVvhaYwnpXTPEI8C9sfvW2WGXB5iISEJGXtte9sC2QJaWyiIdYpVRs+h4kJqVSKaU8Vr1K\npvA5AuonfKSUwyTgkATlj8dinlMJ0yecue63QI9yqE4+c38z8SFIJMONh/8ANDqka7Lodkr5rqoO\nwHwtBmELyqkickoGfc6inIiGguMxv5yLA+FIRUXHiIaC32IP6f8LhCM7bEpAIrjoXAtMJTVCS42t\nKwvtsahrYyxl7WiMsG6PpbR1OernPdZ+0/KPehgx0hZYO/rZG3/C7rehV3LlnoUULsTGnQDwdcHA\nQcVAz64/NF4Y7Rc8r5KPwcMx2LNimuv/fFdttCNGJv3q31isqswhlK26twwbJ7xUvVGqWhQIR/Jx\nJu/RUFDd58cC33hRwpr1G+2FkXtfux0gkpOD8jWYCbpr51hg6MbVK7zrd7fijetOA6ZHQ8FfKH3W\nXeza+j/sXLfCqv60zK1ec2+vzVRQ1Rcxpe2r7njHicjVibZ3UeG3gL6q6lfqpZMy4e3zV8y8HIyY\nyjgg4Pyh+mHpAQ9KOUpP+1Lw/ospdq5yEeCMoaqzMAP0QuyYUqmRs7BnwCys+EVcxVs0FJzitrso\nEI7skaihaCi4DFsodcbu1VR4FVug/T3ZXCgGL2GLwtsD4UhSlZ+qzsrJzf38+YG3F29NsYHywl3b\n92Nz4Ru2ZmGoVoFrIEbe314edWKStjcB92G/xd3i/Ol2RKjqWIwcPR5Tkm6vfqzAyI+lmBK0Sgdc\ntXyV+VI9304gcYVMVHUwpm57EJub1MbIpXT2cTK2dhyBqTR/Av7qO57/+toehwXx/u0+24Bd709h\nAaaJbr+PuzZb+lJ7b8YCeXMpLW5yk9tuFPARNjZuLnySBvphgaKfMZWVHy9iwbpEqXv+ap8dgZM8\n5Zn7DTth67YoJjR4FFjuVJF/SmRJqSziwV99Dyx6HY+UijeJSEcpBVWUlHKYTnyz8xrEl4iPxSKK\nyZRGYKk4eydoIyGcJ9UwoHcgHImXo50JpgP7+qWyg/v13qt44/pqDVt13M+VV48nR01Hvouq/qSq\nj6tqAIsSJEslyCIBJMYQOU28hKX2XO8qvFUU3sEqwd2SoOw4ACLSX0QmJPq8iqIHNmkoppJT9xw6\nYGNJK2xitBtGzOwCLM0rkgYHLqinCxqsqYel/PYERq1a8GMX7L4c4/r8BUZ4NMImUd2B/Au+OEgx\nNda2QDvg+4KBg0owgmq0L6Xv2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VSKQtqPBJajFS4LPw4j1mZjKqldmIq0H0aaLQg+2CmJ\nulDcuvcT8L37HvQDpqiqOhXGURRZ95q65wt+j04K7Nm1NbB75y53uxNG7gUHnA/CFGjB93XDSLTs\nkNdzGrBQVVd5dzh1RzowKcfv22Lfr4KT4Zlk+4p2xj7G+clQcLKI5DmJ/+0lnLtKhRrexULHUzG7\nUTilb0lt/BdTv5waTxuunXzMyvABlg1zebwKE7WQ6Fux6/RoicOiuL/DzReew7Lbzo1y6GeYIuDq\ntKzsBpEOchbux7ANhpExPP8KjBA986COvW4TkYVO5btRRCaIyMPYmOrZ9QK5Gek9l0/4z39zM9Kv\n+XnR9Ky0rGwJUq2mishXrtR8Vl0AACAASURBVI2JInKQmI12sVPrvharCkhVx6tqhqp+SBmyXZzS\n4X9YCHeZLGWO5MjC1Fd3xvMdK6H95a79Lpi6q1pa8EuCG0eyMII0S+LMqivnvizEyMTjq6ovsULj\nq8xXY6Cqy5KSksZnZ2cHFixYwJYtW1iwYAHjxo0LJCUlVXiVzgTKhgQplUA4eCRUsFIKioede37a\nYhY+tyu9DZsIRUJNIaWSsYUesHeSt5DI9rnZQFsXaBwNU7GF5glx9GsaRjCUayimQ3uAzscX3zDt\n0mtvN0tVNTCBqOiA5axMkCCfOhZGGS535RgsWDX42PHuf0e4/xdgnw8PbwI/Ajcm16kfbQL6Zcjt\no4E1qrrWu0NVl2DKnk4A+Vs3NmnQrPVi4I6gggB7w63FbIXtgZdC+nyn629J6IgRBcH2z9lhjtMw\n/e+E5ekEYwb7Kh8DWHh2uHa9tveqfpwF69sw7cSCEzAyqitGbh+EjaF1sKD12prMptUH5/367aFb\nxmJEzCSMiFoAHN6a1kc/zuM/YwqeVcdfcv9y9/eUnAzfDuwzVVnWvR/c5PYE4Mscv283pjiao/uG\nevajyLpXyx3nVd3rjZFH3ufWC56f5W4Pwj7XKiKBY84b1Rk46sTr//UnLbIop2IZSwtgryJqBDA3\nx+8LruDjw1SqX3t3OKL9aPatjjMQs7t86G63L7r7JfdUCzAnJQDXYnL+5yKdtKqEWuj4vRgJOlpE\nIpIPUdoYB9zn2rhX4sglUdVCVX2ZIoLrjnjtRM5emIWRjFeLyBU1daFdUXDB429jWZRhKym67+Gz\nQD1KqJab4/ctwQj+C9KystvG0IUP89av/nbTiq8eqFX/gNew79ogLCj8Hte38RjJ3gr4/PvP3vkR\nKKzTsElvimdY3Y0pm/piip+3geuwzMsR2DhwbQx9Km+8gynSbikrQaJWbfJeTJl8XTx22RLa/xoj\nhk8Arinv9isLWlRZTqnijCQ3R7kf+wzcKSIlKQ6rHFrKynw1DYWFhefv2bNnwpgxY3j88ccZM2YM\ne/bsmVBYWFgpVToTiB8JUiqBcPCUUp4yKhopFSnsvCSlVP3SKoUqGasxBUC4XKmOEfo+D1voRs3M\nyPH71mOqksGl7ZQj/cYCQ6OFk8aJlQCL584qduc3c/auyytjwft7gffdGkFxn3pn4OwIxz+PEaLe\nsd0x8mYltpAvhhy/bw+2s33oEQPOHhalL9uj/C8ifvwy9yNgD3BnmJw17/VdRvHX1xVbVJQnStv/\nBtjueAoWrr0bs+VWCNxY0QOz5dXGyO4tmLpnOfY+LsbOzxrMBlcw77XM5diu9kQgtRe96p/ESYdj\nweI5TY/o3hvLpRrn2szG1JoVBqds6QXMdiXijwRmuXyKtkSuuudZ947DyFiPhBqEKfXWOjJpMDAj\nNyM9R0Qew0KtZ2HnoFXLLieegF17ZoPlS2HKq1y3uAYj59phdlfccc2xhVh20HFgKqn1mFLEO1Yw\nNdxcV2AC3Nhob00D13w7LOsWgOlOwRjJBlrlcIpHL1PkQYmjGpda5bE7gEOwXJKSNmAitTMOs74c\nAzwQT19cOwFV/RdGcvkwa2CpCbf9HO9hmXRXRyqS4uysLwNpaVnZUTMrMangT8DNjmSOiBy/T79+\n/7EPVVV6XpTZOjVz7BpV/UZVn3NZKzuBfFX1FLweoS27tm6cDlxx0NEnHIqRD3eq6ky18PyXMIb4\nKlVdqKozsLDwmCr+lSeCrHf5mIqwTNXNnJLjcWxsPKfsPdyn/dmu/WFYNmSNJCPUijH4sY3xKs3K\nUqty9yB2rRolcVQ9rWzoflyZT1U3BwKB4lU6A4FKrdKZQHxIkFIJhEOoXS+SfQ/iJ6WgGqulXKW8\nb9k3P2ohtgDcJ/DYlVleRMm5UmD2lOPSsrLjyQ4YjykPRsTx2IhQ1WVJycnjX8gcFZj60XtsXPcT\nUz96jxez7ggkJScnZK/li8XYJLZNGK96uBDjr4DOzqIWenwBpv5Iwiaye5Hj930PvNGo5RGeRDsW\nJcES4LDgEGGxCjMHYkHdAEt2523uju3qHo5lVO2V1KmFq64F2ofpb3Gzf3h8C3QLyb6I5Xvl9b9/\nyH39KbIXemWckymyhfVg32wRIeg1ORtaR9d+adATI73qYyxGV4wE6YmpvHpgyq5+mLV3KDDrl29n\ne3a4pSmk9D2TM3dmktkMUw55Aeff5vh9K1EKUN5A+baUfSstjsLG/FkYOVboXssJwG5CVGuObAi2\n7g0EVuX4fWtEpCGmuvECzo/C1BKT3e3GGAs0SVULUjPH/oqdm8leThT2eU/BSCsPp2AEYHBfTsa+\nb17gv9e3E4GxWjyYvTtG3Izx7lDVZUjKV/YReRPjDv8HXKOQvJbYvldVDqd4vA27lj8ST1C4qn6L\nWeeSsFySeCvqzcWy4Jq4dtqU8JBobY3DlDRHY6+rRbxt7W9wmxPPYt/DodEOxeYv14aJZQht7zGM\nVC8xS2nbupUzUurWnzX7pb9f/dk/Lp8uVvyixHnP0nHPvw+sbNltwAXurq+D/r0e2BFyLVkPxEWS\nlhWOcH8QI8T/XA7tTcfIgj+JyIklHR9H+1MwVefpRLd2Vmu4udI92HXi9qokVdw87BFMlf33mmCL\nc9bsN7FohP2uMp9WfZXOBEqJBCmVQDjswRY+3o7jdmw2HjxYeeqpcGqdzdRwUsphCVZtL3gnaS3W\n/2gWvu5pWdn1Smh7BqaqKvWFy5Vongj4IlQCjBuFgcD5u3bsmPDkbddy5ZBePHnbtezasWNCYSCQ\nkL2WI1Q1D5sIPC4iF4lIOxHpISLXBAWBB3/uHgL6iVXKO0ZEOojI6SLylGtvNVbB52V3f1uXxfEH\n4L16jQ9ejIgk1ap9hog0j6YmcFafRcBrrk+9sWyQyao6zx32BHBpbkb6wB9mjX1n8cfPXCZJyceA\nZZO5jJdnsF3Da0XkSBHpKiJ/FpEbYjhFr2ML/RdE5GgRScOyoqA4eRRul/cRzOp4lTtPN2HKl0fc\n/wdgxHlrIEksAD0rQj8yRGSoiHQF/o2RHR/E0P9gnIDlNxyNhXkfjBH9tbAxAGy8rYMFuLYN7Mmf\njC0gpwEnNqZxXR++TZ/y6ZHAtNTMsQdidrHQfKSKRm9sQ2IZRkotyvH78jD12zyXixKM4Kp7dd1j\nPgv6X3LQ7SHAxtyM9BuxCfIlWK7TTBG5ODcjfffuHVubARNF5GIR2fzDrI+vnPzg+f1yM9LXiMjb\nHdMubfb9Z+9e+Om9Z6fnZqRvFJEnTrjqHylYEPqk3Iz0gIj8n4j8iI3lAwlSGYrI4Z8/c83bE7PO\nGp6bkf65iHwtVt2xDVrQw466EuNhLwTyJkFgNjDdWVQ3isjHItIuqM02LhPnD1JUPXO2+070EpE5\n7rHjRKRZ0ONeEZExIpIhIhvEcnP+GbzwEpGzpXhWT66IRL32qIUe34qRdA9LHFmBztp7K2Z/fVDi\nzNNRC4u9Bfs+PCwiPeJpx7U137WVAjwm1bxUe2Uix+9biBHef0nLyg676HQKwqcw2+oF4Y4JOvY7\n4A3g7LSs7Kh2ZlUt3LMzr++RJ130QLP2PZompdS6GVgqJVSZ27NjawHwoEhSLRCp2/igYFuwYvNU\nQu6rsjWNI2tfxjKyykMp8xZG2N8Yz3e0JDgi91XgAilD4YGqhiMc7sNUl+VueSxlXwKYam4qZueM\nRgJXG6jqVCxaoS37d2W+BKo5EqRUAvvATU7ycKSUC/HeThApleP35WOT2khKqZIypaD6k1JLsde3\nd4COIVdqDjYpjjq5dsTSXOKrwgeWgXIAIcqYskJVNwcKCorLXgsKErLXCoBaOHgWFmK+GLMbjcCI\nCQgiX1wWxCDMLjUNU07dg9koPFyFWRiewQjVfwH1c/y+QMMWbbIO6zViMcjjmJUjuGpfOJyGkctT\ngVzMunleUH/edn1/aGn2c8//9sPSn1t0OfFnkaSOmMppHHC/iKzALHzeoujioNcX7dxswwiJYzBb\nbBYw2v07mPjYJ9Tbhddej5FYi4DLgT+r6mdOGXI0Zpvbin0HH8MmZPs0hb03T2Df64OAU8NkJkWE\nC8zuhREg9Slu3VuKEUvz3TGehW/L1EcuKsSseROB1OM5fs085tXZzOYGmFLyFNf/GbH2pZzQB5iT\nmjm2LjYGznSKo6OJbN2b797P4zHizSOhBmO5Yb+68zQA+4xc79pa6f5uBawBQQMFK3P8vlXu8Q3W\nzZ/c97Bep1yHkU5Dfvjiw9xNK+e3OvCwTqdilS2v/P6zd+7ANkmyse9GH0zh8QmmnBrjqX2Sa9V9\nOTmldpMjT7roKkzR9ncgb+DNr6w/Ov2vM7DPxDD3+B6qBSdhioZ3MfXYcxgJt1dlFYR7MMtaD4yE\nfB1TV1zrzlMH9/9gDKMoh+c8LGD6bgARaenaeDHomPeJIbjZZdf8Hftc3h8PGaSqWzAr39eYfeak\n0rYR0pfFWBWrtHjacW39iH3vV2MhvjViUVhJeAmb8/850gE5ft9a7PN8RlpWdscS2nsPI6dvjCWK\noU3f0zM7n3r1uGF3vTsd+/yfgakrI6oMc/y+jb8snfUGghz/5/v+UNJzVAOMxVShN4hI67I05GyB\nT2LXy7ukYgK938HGqitEpNKtj+UFR0g/il1TqtSS6FS3/8Cu3TeIyPCq6ktpoKqL2f8r8yVQzZEg\npRKIhO0Ut+ttC7kNtrgqtX3PEVrbqf6klGeFCWfha5+WlR16Prxg0TWUkCvlMBk4Mi0ru9QWCjd5\nnI0FmJb7BTghe60cqFXT66yqdVW1paqOUNXpqjpVVZNVdWvQsV+q6smq2lhVD1DVHqr6YND/d6vq\nLap6qKrWU9WjVPU/ADl+34+d0v9610n+96alZo49VlUvdY8ZokWB0cH9+lFVz3TPc6Cq/lFVfwk5\n5kFVbaGqjfv97anB2zesCtRr1Kj+9Y88zfOT53D9I09Tr2HDrknJyWtdf5q75/sw9PkinJuZ7jXW\nU9XeGNm7B1MdEe4cBT32eVU90p3XTqr6uvvXUIwcWg/0V9WGqtpTrXpfsqpOC2lquqp2c33op6qL\nYul7ELph5H5tjEDshNnKPDKqC0aM9cDIxsHAlIJd24dgIfW1gNZXcMWvr/JqbUW/H3jzK6uxAPRc\nFzBeKXC7p4dh5EtP7P3wbHxKSGB8kHXPI84GAstz/L51ThHUjSLrXk9s02OKez/rYPOTj1R1Q4OD\nDq+HIHt2bpsc9BQpnU67ZlqHYRe+7ewu7+7Zsa1b93P+/tzGFV/NckqAyYH8nWcCC3Mz0gVbkP8B\nez9SsAqWM3ABz8m163Rq2PKIn9r0Pf1/ahUxx6nq9LqND0qt07AJ7nXOVdU33UIIVX1XVa/ClHhd\nMEKkWxilziNqlTa/xYjO44BMLZ6TE7owzMcqai5R1U+wcNrr3P9aYQv6Mar6gxbP6ikRjii8iyJS\nqdQbHE4Zdx9GXF8vIufFsyBU1Z2YFXg8FsB8cbwLSy0K8Z2EqUzibmt/Qo7f9xumpk0tQd30IUYI\nX+fI4kjtBTBCvylRAtJFpLeIjMrNSD9mSfZzr62Znd1FkpJaILIEszN3d+raZuHsV+sWTlmJqqbU\na3hWWlZ2LPOqEiEiDZzi+Fh3Vzt3u0xVjR2R9BRWjGaUlLGCnlre4b2YotYv5Zyb5Pr7Clax4Qap\nASHdkeCuAZ4l8awq7ksh9jn4BFNv1YjqoLqfV+ZLoPojQUolEAl7lVJBt0Nl31uJTEo1ijahoQZU\n4HO2lDWEDzsXbCc9HGYDvWIgi+Zi5NzgOLs4BlsklqkUcQK/G3yEqRFuiMFeWirkZqQfuW396iMv\n998nA08dSfNWhzDw1JFc5r8/uTAQODke+4GIXCgi/Z0V8QxMVfKWWhnmUsMtTAdjxNaXqvprSQ+J\n53lC0Bez/B2JLfQOxnKikrHr726MICnEiP/Gm1bMm+keNxGrKLWuBz2azmJWI2B83cYHDcCItfFU\nLnpj524+Zkn8Lsfv2+D6usiRAcEItu7Vx5RSHuk3AFtoeVUSh7j2vIyYpsAWVV0F0KJL/x4Aa+Z8\nMgMguXa9WkkptQMHtGo3xi2Oqd+0VWGdRk131a7f6GOvA7XqNdpeWFjQAlNJdcXO+zJssZCKqdUG\nYpsMjQ8/4bSff/oqt2tuRvoUEblHRLq569gZ+ds2LQh3UpxF9HUst+ck4K/uX6HVVUMzccCUfMH3\nhWbiLAj5vH8BNHSL5wUY8bJIRN6WGLN6guHavh9TqN0iIqWu6uosK8/irEAYqVTqjC3XznMYOXcW\ncFu8i3qnZnw6qK1R5b2gr6EYj6lEr440P3PfpycxNWe4ohvBx67FLGsj0rKyI6nttmLfsew1s8ZO\nXz7hP63bDTpvSerojwuAF7DNv7nABixXD/ZVwGphwe4vsXD1lli1vlplsLUdjylwv3TP9SimPh4d\n7UGxwJHCD2L28KvKob3fMAVla4xkLe+KfIp9V77AspBKCrqvtnAbEW8CF1e1Qsmd1+ewedfVNcUi\nqft5Zb4EqjcSpFQCkbAdR0qJyCtfPHvdKeyrlIpGSkH4vCkPFUpKBeV4lPUCu4QQpZRbiP1M9Fyp\nxpgFLiKcyuFzYEicaqfF2ATzjDgem8DvDM6G+wT22by0nJtvD9D5+OIbrV167V2Xdwi+X0RGuRyd\ncD9eTlJLLE16MbZoeAsL9IkXXbAwoBSKAs6jYR9rYGngvtN9sF3HRhjJtRVbXHyDLYzmAv0O39Dw\np+Zb6qYCq758NeMwjDyZBfRvStMpH/Nx953s3FK7QeMpmK1xrqviWZnoAyxIzRxb4Po+UyybrDsl\nW/f6YKovL/B8EDBHVbe7Cnq9MWIEETkAO18/gJ3HBs1aH4+qrpk1dgdA03bHdJSkJMV2+AFoeHCb\nDormY5sGANRr0vLQwoI9u7Fz2RCzDZ2DWQj/gNklO2E2QV+7Qed+36z9cZ0xRUlXYO7cV+78P+Cg\nX5bO9myHoRiL2dUvc+dlAPZeXyYiwVUvgzNwNMJ9Mc/JVLVQVYdjIe7fYDbApVLKwHBH4DyBWRAv\ni0dZpIa3MdvKMMxuVGoSyLXzAfAA9pm4T0TiqjIb1FYWpkR8qIIsUDUG7hrwDBYMHXGR7ApkvAuc\nm5aVfXgJzX6CEdXXh1OPq+pSVT1FTQlcv2D3rrbth5z/EnBVaubYOk79e4CnVFXV1e7vhe7xU1U1\nue4BzR/YtWXj7s+fuX4mlrHYEFgmUusTEWmiqqNVNaYNOtdmknue4J9yuS46Mv1ZYHi8ttYw7T2C\nEf0XRj86rvYLsWvsIkyRVZJ1szrjdewzea2IhG4MVCocMfUiRRbJM6uyP7FC9+PKfAlUbyRIqQQi\nIY8gEkoLAwXsq5SKZN/z8odKCjuvSKXUD9iitrR2m1AsAdq4hVMwFmILmnBYiqkeYq3C14J9LYIl\nwuVbfQAcm5aV3ba0j0/g9wdnL30ZODktK7s8FXYrARbPnVXszm/mzPT+XBFy/D+x70+4n8sAVPUR\nVT1CVeurans1a2JokHZpMBQjRtZjJEVERLMGlgIdMcVPEkVqqa+w17gYaIeRCR3/ML1du7q7k0cA\nk1A9CdvB7w6k/I2/zX2LtySFlImD//7aYe5x48rQr1JDrFJeF4xw74optWZhY1wyMDPk+HBV9xbn\n+H0bXa5XB4qse/0xotC7PQhTWK1zt49KqlXnIIJIwoYHH95NCwsDboOAtKzsxrUbNTm8IH/HVjcu\nkpaV3bB2g8Ytd+f9tt6pP+a5vp6Okfkfq6sImZo59jfAB0zYuHzuclX9l6qeDTy649e1FwBzN62c\n94N7+r0qIPc6OwL3qupkZ81LcX1dhNkD/0j8BOcxIhJcCa0vkKcWVg6Aqn6hqqMx4mUPFupfKjgC\n5z/YAups4lyEqOqnmNqkK/BAaZVbQe18AYzCLIr/JyKHxtOOa2sOFsreCAtAL/fQ6JqEHL9vJUak\nnp+WlR2NpHsL23y7Li0rO+JawX3fngDqEvumwfPYHPC2tKzsWiUd7J5n+4ynrmmTt2HT4bZX8QP2\nu8FwSHm9hIdXOtx3YQLw15JC3WNsbzZmtftDCNldLnBExP1YhtU9IlISGVktEaRQ+hxTW0ZyNFRm\nf14B3gYuFZFzqrI/scJdE/bbynwJVE8kSKkEIqFYppQWBvYQ3r4XbhfTU0pFCzvfSBlIqZImzG5A\n3aDFS33HgyXYrnfoztEC4PC0rOx9Jt1uN3IusZFSi7BzMTjO/n3uHp9QSyUQK8ZjO9vXhSFb44Kq\nLktKTh7/QuaowNSP3mPjup+Y+tF7vJh1RyApOXm8hmSTqepvHiEQ5mddpOeJF84G1B/7Lk9zWR0V\njb4Ycd8GI0FaYta9JCwzaQdwYEqB7Aaa7ahbsHPhu48sx8Yaz7o3J4usxp/z+U/f8/2bGHGyHiO3\n3IujN0Kpc+lKiZ6u33MwW9oGbPFyArBMLaw6GP0wYmmWq/blZWaBTXB3urbArHsLcvw+z045FMtl\n6iEibfJ+WXN64Z78LTg7ZVpWdpuUug1aumuSh2EABbt2BFsIT0KQ/K2bNsDeKk3vARdhJGEbl3dz\n++KPn7kVaDT5gfN6ikiqs4wel1ynXnqD5ofmu8etxsilU6WoguVmbHF9hYi0d8Haj7rjxmLk6xB3\n7kJVJLGokWoDL4lIJxEZgYWlPwVFWT0i0tPZ+c7CwvEXx9BuWKjlvXmLkDtCCLFY25iHBZc3xQil\nuD6bqroMuAkj2h4py+LSKU1uwj63D4rIifG2tZ/gf9j4c0WkA3L8vj2Yja8jUVRV7tiNGBEwOC0r\nu8Rzm+P37QIexpSrF8fSYRHpGNidNxB9Wswlehj2++lkKNhrEReRw5zidmsYFe7WshCcceA5LEtw\nlIjUL4f2PsCIrmukAqpLuk2fTGxMyxKRFuX9HJWBIOXXEkz5dUQV90dV9VWc8khEzq8pljhNVOZL\noBKRIKX2U4jIZBF5QkQeEpFNIrJORDLc/x4RkY+Djr3BWd1Svfsm3XdOxopJr+3NCNDCQOCbD57s\nL0GlqQt278wjun3vQBG5XER+Cj1g6v/9+Zp5r2UN8XbgxMrYfykiO0VkhVgZ7OAd6UKxEu8fikge\nNmE+UERec33aISLfisjF7vh97HsiMkhEZonILhFZKyIPiEhS0P/3OWe5GemXYaqnUCWTlw8SzcLX\nNi0rOzQjpBjcLuMUYEAJGVyRHl+AedYHpWVlNy3t4xP4/SFkZzvioqS0KAwEzt+1Y8eEJ2+7liuH\n9OLJ265l144dEwoDgfPL6znKgN4YKZRPbNa9MsFZ9/piREZTjKTYhuW0LMRsXl8AJ7bd0Gj5wra/\nNlOY9fPCqb3dcRsxS2QuVmnvuyGj3liPWcM+ccQ3CIKpccq1CmcY9AZWpGaO3YRZ8WblZqTXxsiq\ncNa9/hRZ9/pic40ZbiI+CPhcVXe78bErlo2E253vgBEjAWDx509f/eCmlfM9QgggTQMFO5161zvX\nJ+dv27waLSwMum/Enh1b1xcG9gSTV58A32Gr2aVYtbrjW3YZ0A2YuWdn3i4sX2UxMO6Alu3ofMZ1\nY4BvVHUtVvnuEYwY/I/bBT/PnYevsYXQLd6TuYyTR1zfbxWRdkF9iUU99SlGaE4D3sAWpV7uzd6s\nHiyXJxO4SVVzY2g3ItwiJBMLor83nt1xVf0OUyftxhYypVYCu3Y2uHZWYovkuCuEqWXz3EFRdk5c\noez7A3L8vh1YnlPfaOHhOX7fEoxcvchlOUXDVGyT7Oq0rOxoG5Je299hCpLTYwwwb2+/QrOX9w59\nnkV8LaZGPZZ9VbjHuv9XCtzmxwOYa+C6sn7e3HjzLDZ23SlWgbNcoap5gB+7Vt7r1KA1Dk75dS+m\nuB1dEeeqtHDKo/9i6tk/1ZTxRxOV+RKoJCRIqf0bF2E2vN7AbViFnWHY5KF/0IA4ENs5HgwgIocU\n5O84qEWnvh65xM7fNnTZ+duG5gSVpp77yp2nAQeE5iE5oiQPuxC/AzQNnkyKSJP8rZuOa91j6E8Y\ncTUA+A/mYT4ak4BfjE0gg3E3tojoilmQstzxae73X7HFnIe9k36x8rzZmOWkOxZA+Res+lC0c5bx\nw6yxuwkJO8/x+zZjIeiRSKl52KIqlsnWFEyFFq+dKhfLSvHF+fgEfmdwO9svAEPTsrLLJXdBVTcH\nCgpOwXbWRwAdAwUFp6jq5hIeWhkYio0HK7Gg64rGoVh2VCGmpmmHqSu7uT4cghFWrY5fftDOH5vn\n1f9VNmdjqpopmPLnV6w61fHAJ7XqNRruXsOEoOc5CBs7KqxKplOl9sSI9vaYGmcmpn6qQwgpJeGt\newtd9a8O2HnxrHqDscWP18YwjJR7X1X7p2aOPS119Mdju4688W5VTU7NHLsLGNJu0LkvqKq3WDoG\naNXj/LtuCsqUOQ5o1eeKxy5W1ZGuX3Uw9dk/VLWdWmXGQ1Mzxz7YtF33BlgVu+tUtaOq1k/NHDuo\n118eWl2v8UGv5/h9KiJNk5KTT8TCyJOAs5JTUj4BvlLVrs5m2kNVP3PWz48AVHWie8z3GEEzKJw9\nVFX/E/SaCLp/tKoepFZ1869usbVPVo9alcl/xvSmlgCndroDe6/iymJyhNLfKarkFNc4o6rbMYXY\nFOCmsqgMHEnwKKYUugC4WcpYIa0GYwY2T7kqLSs7miLuv9hG47XRsi/dZsez2Lwn6rFB+BhTTN4Q\nw6baSvsVWiDVG0rMIq6qgSgq3O/KQT1fKjjl7xMYUZ9eDu0VYDa77UCGU2yWKxyBexdmd6+xti21\nqp53A7uw1xGXnbg8oarvYOuXc4BLahAxlajMl0CFI0FK7d9YqKpZqrrSSUfnYpP+zzCFk6eEGohN\n1Aa724OTUmpvatSqHUETi909zvd/nZo5dqW60tRb1644DWPO9wm3xCYxB7qL23ggWC3xB0lK2tSi\nc/9N2AInA3hAVf+nz/SxmgAAIABJREFUFnL5qbsvtHLJa27ivkpVf8Sk3/NUdZ5aSexJqpoddHzw\nYP834Ae36FjmFgx3Y+x/1HP289fTDgCOCpOrsIAIpFSO37cds+aVaOFzFae+Z99y4DHBPVcOcEoJ\nk8sEEgjGJIykvSYtKzuuMOFwUNXlqvpJqGWvqiAWlNwLm2B/6nabKxp9sYnwoRhh1AqzyxQC9TBb\nX0tg057kwqMLk3Tr1Gev2IUR+dMw8n8iVs0tv+HBbaZhiqnPcvy+4JwrTx2wsgJfSxes6MUszK6X\nhymJ+gJrVDVUCdsPW5jOdPbm7hS37v0GLHTXliHAFzl+3y6njB0MTHULL7DXv8DLjnLP2RAj4j2c\ngk2UlwTd58MUUUuD7hviXsfYkP6eiRGVS0PuH4lZb2YCJCUnv1a3fv3h1z/yNM9PnsP1jzxN3fr1\nhyclJ5eYZ+PsjbdjRN0tInKpxFGhrjLhvr+3YcTjIxJHxowWVXKajamb49o4cZ+HJ7EKf3/EqpDF\nlEUUpi1V1bewsOy+wP0iUqKyZ3+DI5H+icUsnBflOE892B37PkZrcwtmL+1V0rFBfXgC21S7OVp2\nldk5U8bD3wLGKa7Bfl+jkJxTXa434aCqnwMfAn8RkaPKob1tmJqxKabALPexxJHKfvccd0sNrV6p\nqluw11EHU0yVO4lXWqjqGOBf2LXn8hpETIVW5ju3pvQ9gZqBBCm1f2NhyO11wMFukF4ADBaRbthO\n9b+wDI/6wMDaDRp/hZE69QGS69Rblly7TiFFBNQXaGG97b/8WJfIYefeRO814KygSeT5SSm13nF/\nN8N2ujOCvf+YiqNFyIXwy5Dn+CfwRxGZ5yx3faOci6PZ12YyAyuvHZwxsM8527n5Z8XOQ+ikfCHQ\nKopFbzbQPS0ru16UfnmYDPQuQ8bPx9h7MzTOxyfwO4NbEDyDXQeujrMCZE3AQGxivQX7nlUGTsBI\nkeYYEZWHqaPmYwu2z7HqdFNXtdjWo+Xm+vN25/02yD2mFUaeTMKUPVP6XfNMZ6wgQmjAeQfgV5Rf\nqTj0xhSo32PWvTm5Gem4vz8Pc/yJwAJnA+mPvf4vnFV6APCZqgYw1dWhuKp7mLWmKc7Kl5aV3RpT\nxQYrw9KARTl+30/umKbYuf4kKOC8BaYuy/bucxPnU4FZqrq3amFaVnY7bLE9xjvW3X8IRli871RS\nHQsDgZMvz3ggeeCpI2ne6hAGnjqSy/z3JxcGAnvzbKLBqXT+gV3bTsfChKu1AsERjrdin9+H4rFt\nuNf9MGYzv0riqO7n2lG1Cn+PYJ+jMik4VHU6RhQehAWgt423rZoKV/jibeDMtKzsw6IcNw+zkv6l\nJEVTjt83G/vOXuG+iyX1YQu2KdoNy0WLgoLzYfsEKwh2OPY7byME3ivpeaoB/o2R37eLVRgtE9zG\n7IPY5vJfytpehOdYg23eHo5V1IyLCK5quDH/buwaemd1UEeq6sfY/OtULAy/Rsy/tHhlvj+RqMyX\nQDkiQUrt39gTcju45PQUbOd4ELYz/Ru20zwAGFT3gOZedaoGABoIeDvX4SaBkXKlPKnsx+55fY4A\nGlBYsPsVbHesGUam3E1x739XoKMWr7a1vdiLUR2PXSwfwxZyn4rIw2H6Uhrsc852b9+Shy2sQnMx\nFmHntFuEtuZglZh6RPh/MKZhSo5oxFpEuPLwn2P5DDXi4pZA1cPZUJ/F1C0Dqrg7FYUh2Pd3jqpu\nqugncxWtjsTGkm1Y0PlCoDO2vd8cs0sf0HRrnY07awcOPGDFlukY+eMFnC/ECJtmmNJ0BOGthx3Y\nt7JhucFNlPsAs1Mzx7bAwk5nYuNzA8Jb9zpjalwwQnBejt+3zT2mKcWte79hRB2YincNRa9nGDbm\nfwF7SapumCrUw3DsPAeTjSMwVdrUoPuOwa4VH4W8xDOw8OvQDYszXd+8dtsDdD6+T7GDuvTa60jr\nQAxwxMpH2M59e+DxSGSIql7iWQ+rEqr6K0berMIyZmIp4BHahqrqi1h1v7Mw21y8SqdpWPBuG8oY\nvOvUNTdj+VyPxPPa9gO8h1XZK2lj4kUsIyyWDYwXsXN6QyzzkRy/byEW9fCntKzsiPljqrpZdU8x\nizgErgVOE5HjS3qeqoRT+z2MFS+4uTxICFWdj1UyPFVETilrexGeYzkWldGZClJlVQbUih1kAkdh\n57/K179uDfMkcDJwbXXoUyxw43miMl8C5Y4a8QVIoEIwFdvRHkrRTvVUTBp/ZJO2Xb1FRQOAwJ5d\nRwV25ydRREr1BfIaHHToLiKTUk0AVDUfy4L6k2t/aWEgMB/LTGmGVZI6Kpz/v6QXoaqbVPVVVb0I\nC/yNFNy8hH0JnxOBbW7HKfJzFAYCmIKh2GTJLbS+wxY8+8DtQq4hhlypHL9vExaUG3eQKzAGU2PE\nkmOVQAIA5Ph90zFS9K/7W1i+I8G7YqrPCg84d+iLEe4tMYKlFWblC2Bj5S8YubO67p7kHg3yU/L+\nPe+2XRjBvcz1NxebqC5PzRybR4jyB/BCzjtQgXlSWImrFpjqsw9GAH3lXuMGbPwLRn/sdc5y5Fxn\niqx7g7HF77K0rOxk3IZIjt8XcJaKE3D2SmfjGeb+71VKTMVIqs8B3DEnA9OchZm0rOzaGFE1Icfv\nyw/q16kYqbLIuyMtK7sZRpp9lOP3BYLub+qe+yNXgQycPXLxXG+vxvDNnJnenxGJwXBFN1R1IXa9\n2o4Fx1branAu1+luLALgThEp0ZoVoZ0PsYV5P0wpFpcyWC149xaKgnfjClJ3bW3Esq++wtQgZ9YU\n1UJ5wH3G/4mNOxGV1jl+Xx5WTa4P9j2P1uYOTE3RBVMFxoI3gOXbfv7untDvSyhCLOJvYxuAN0s1\nrxbnPmv/h21UnlNObY7DNn6vEpFjy6PNMM/xNabK6oORJzXy++HGjYewa021UCep6gTsu3IScENN\nIv00UZkvgXJGgpT6/WIaRjClU0RKTcHCP9cdOfxir6y0TRpVU+a/ed8x33/2blfxSlOLPI0tpMLl\n0QQrpcCknj7gUvc3v65aVPjdtLf7Y7tqF4lV3OssIkc7r3JWtBcgIqNF5DSxUtxd3GuJVA77WeAw\nEXlKRI4SkdOx8NRHoz1HEJYSEnbusBCz6EW6uM0GesWoXpoMdHOLuVIjx+/71vXzjHgen8DvGs9h\nhEOsAbU1BUOwcW5vNlAl4ASMAGmBndPtGFm8ACOMv3DHTF/bbEeXOe3X3/0lc4/Fxgovs2kF0HMQ\ng+bV2pPkw5Q/oQm/Xsh5ReZJ9cEIta9d3+bnZqTnu7+/CJPP5VXdy8OUd3uAWU4V0w9T5Spm1TuQ\nIiXSAExV6t3ugW1YTARwlUlPAiYFkVQ9MdXZJ0HPPwA7J3ttjm6i3Av4KKS/6Zh1PdgeCEZg7Qlu\nV1WXpdSpN/mFrDt16kfvsXHdT0z96D1ezLwDSUragpGQkSCEqbTnMltuw7K6/i4il1TnnXJnw3sI\nI0yvF5Gz47ThTceUYu2IM0TdtbMWI6Z+xHKh4ib2nCL7QUytcym28P7dWFJy/L4F2PhyaVpWdkTF\nQ47f9zlGCl8V7Th37CJMmXhRWlZ22DwyEXlFRN53xxcADzds0Vb6XfPMvS269F8U7jGhcN/pR7Fx\n845YrFkiMkpEZovIVhFZLyJjRKRjLM9XVqgVEXgTuEBEwm5oxoGXMMXp7SJySDm1WQyqOhsjT4Zi\n2Vg1cp7gXoenTrqgirsDgKpOxmzJg7BiDjVm7NFEZb4EyhHVdgKUQJkRNczX2fW+BjZYgCRgkxLB\nyCnPKudlSH1av0nL7Ssm/e85vNLUqvdgE4FImVKN3GICLCfkV8zWkp2ckvLJ3Jdvv2zFxP9eDrwi\nIguwwNrZ2KLtBmxhF+317MaqkCxwfS7AlFj7PMZNYEdgi5P5GEn1AnBfCc/hYQnQOkwg9AJs8dQ6\nwuNmY6RdLBOeL7DFUFmqWnyAEVvty9BGAr8zONXfU5giJy4VRHWDmzR7ysNpblFdoXALta4YkbMT\nUxp9jVkG1mGEyXbMwpEH1P/m46e/w3YaJ2PnfjIwJIWUPe8nf3he07w65wMTQ5Q/YOPOr1SgfQ+z\nFH6Vmjm2LqZ6mIWNZU0JIfmCrHte1b0BwFynmuiJbXB4lrohmIrUU1oNxYpWeNlYJ2Hjv/faemPj\naGjA+Yocv2+5iKSJyGcTM0dmT8w6a1huRvq/RKSdO+4ijGg6UEQmich2kaQFv3w7+09AjusfItJf\nkpKnThx95ksTRp85Ijcj/V2xkHxERBof1mnHzu3bC5+87VquHNKLJ2+7ll07d3yphYWbgU9EJFdE\nNojIDhH5VkQuds/vvcb5TgEyybX5CrY49Qi7p4GJIrLPYlxE5ovI6LDvUCVCrXLZs8DrWIXcy+Ik\npr7BCLn62EKmbZz92YYRXF9gxF5cRJlrS9WKmzyGfT6zfmeWlBeBZOx9jYbnMAL5shja/C+mjrwp\naC4YETl+3waRpKcaHtymxzHnjhoWQ/vAXiXfA5jlObRATjgMwK53fbCxphaQKyKx5H+WB97E5o63\nikizsjbmMvoexq4Hd1fU51ZVp2Dv/+nAuRXxHJUBtWJKrwDnisipVd0fAFX9DCP9+2Ofi5pETCUq\n8yVQLkiQUvspVHWoqt4Uct+Zqnpp0O0eqnpo0O3Nqpqiqn+iiJRq4GVbdDr16vnD7/7gEi1emnor\nke17eP9zE75DVDUlKTn5wdAqRvUaNjwuKTn5N1VtqKpNVLWvqr4U1Le9JbaD7rtPrRR3Q7WS2SNV\ndbX732r3mIVBx3+mqieoaj3Xlzs1qDxwCefMq8wUahNYjNlVIknNl2K5MrFU4duOkVhlsfB9Aawn\noZZKoJTI8fvmYMqUy6OE99ckdMVye3bhFDeVgN4Ysd+Uoqp7uzGy+UCMiOmE2ch6Akt/+iq3O7aY\nSHLHfAoM70a3xd8ctaPJ1vq7obgayKAsQbkYZXNFvBCx8tlH4dSe7u7ZmHVvC/uqUoOte62wDYjg\nqnvfqeoaV/ihLzDZhYi3xs7JpwBpWdkHYEqsiUF2xVTg2xy/b5U75mCMQPXOS4Mmbbu90efKx6a3\n7XfGX1w/xogV7hiAbTjcgy3cjql34MFbv/nwqX75eb+Nda/1WGBioxZt83r++d6pTY/oNhSrlpUM\nkFK3Qeb2X9YMbNv/rAew8flRYFdhIHAjcDamWhuEVRI7GvgrFg4PRZ+JoZilMzgnahhG8p2IpTZv\nBTo5NbL3PvTAPssvh75HVQF3LX8DI6dOxaoJlnoBpRaifAv2WXooml2rhHZ2Y5aotzBC5W9lWdA5\n1cIdWAbZo1K8EMp+C5cv+CqQlpaVHVHt4I57ARialpXds4Q2dwOP/TA7u9/kB/74nSNsN4rIBLH8\nz4uB0x1ZGxCRgbkZ6WtyM9J9v676+ra0rOzDRGSQ+3+qiHzl2pgoIgeJyCkislhEtmC5Ry8Aw0Uk\nNVq/VHWEi31Y4qxpf8be76ivp7zg5p3/h22k3lYeBIQj5kZj5P+oiiI1nF3wVUzpVS0InXigqu9j\nkRdXVBcSRa1K4/3YNeN2qUHB8pqozJdAOSBBSiUQFk5KnU+RUgpsZz90B6YkUqpYqWUphypGVYRf\nsIVjaK7UTiwHJuyEOsfvK8RyOGINUJ0MtE3Lym4bTyfd830EDIjXBpjA7xovYoT09fuBjW8IVgb6\nW/YNCK8o9MXsRK2xBcd29/c8jET5EsugmwMct2dn3lSMzPBUUsuBg4Gmoxi15vNOPzfPrxWY6VWb\nq2R4RNRcjCT6Njcj/TdM1TMrmNB3OJHi1r1dwFxHDPWmSCXVF1OKebeHYvZET3k1iCLFrkdAHUfx\ngPM0TIk2DWyB0evSB+o2atF2VYdhF76FqTi6YYtNz87ziKqOT80c+13XkTf+vDtvc72pD//Js5jf\nCjK379VPbmzSpsuHG5d/OVtVn1PVX0WkdmD3rls7nXr17CNPuvAhVZ2iqrdg9eivVNUvsTyizVim\n4cXAdFXNdm3/4n7/qqobnErZQx5wmVscv4+RWWuAJ0XES1G/BLM9rqYaQVU/wSxv/TB1RqlVJk4Z\nNwr7fo4WkUFx9kVV9X8YKXgSVs037tLvqroEuAkjk/9PKiirpxriE2wMutrlvkXCJExx/reSqgvn\nZqTnLc1+7rhDe53yW4dhF56Mfb/fw0jit7FCDi0wAt+r5qlaUPArcFtK3YYeuXI3cDU2fhzuHnsd\ncB6mgk/FvvPjsXylmIoPOByIEdcVWcW0GNSqYD+EEf8XllOb6zH1fycqNjPpHYoInbJsolY1XsE+\nyzeJyHFV3RnYay+8F7vmVYtKgbFCE5X5EigjEqRUAtGQh5cpZdhGCCm15cdlTBh9xkPOm7/N+8nN\nSJ83MWvkyT99NSHUtlYuVYwqG27Hfgn7KqUgtlyptjGqT77CznNck3OHCdiCML0MbSTwO4RT6z2B\nkay+Ku5O3HATuYHYNW5iSJZQhSAtK7sOloW0DVNHtcTURB2ATUBdTMETwOwihTOfuz4fG1PnYqRV\nLka4LOtwxJC2qw/OSy5MYmxF9z0CegNLUzPH7sImyLOwxWAr9q261wxbCAVb92bn+H27MEKrNkWq\nqSHAIrPqiKcg+kxVd7sxNBWY5UrFgwWX5+Mq+jkbUCqmtNoF0Kz9scfO/c9dN35679npuRnpm4Hv\nsUVmOnZuwWyUAH3qNz/U22zxxuRjGx9y5HfYJsr7wa/tgNZHdtfCQJ35r9/bPzcjfZ13jcMWkp5F\n8FFsc+ZATP3ztogU25CJgK/VqnIBe20Qt2Ln+C4RuQizpL8U4fFVCrezn4Gpve7z7I6lbGMHpvCY\niqmuziqDBW9iUH8eEpGD4mnHtbUeey+WYoTZiBIeUuPhNrWexSobRlTBuPnQU9jYdVEJzbZCVVp0\nOXFmu0Hnnp+aOXa5I3x3YMRyvqr+4ghb77sgaxdO/jdwSLtB556CfZfvVNWZqroA+z4MBK5S1YWq\nOgN4Fxtb/oVZf0fFYmNzn7V/YERypEzSCoEjP/8NjBSRPiUcHmubi7H3JpXYQ+ZL+xyKEToTsHDu\ncul7ZcO9jqewefcoETmqirsEgNvoyMRIVr+I1KniLsUMt0GQqMyXQFxIkFIJRMN2iiultoXcplHL\nI37sdemDr2LBtcd4P3UOaH5cn8sfnday+6A9FEfcVYyqAZYCHcNkIyzEFiRtIjxuHrYQjaUKXwG2\n+Bocr1LFqbdygJPTsrLrxtNGAr9f5Ph984Fs4JK0rOxIWWnVHX2wcPHNFBVyqGgch5EvB2DjXGuM\nnMrH7F3LsXFyNmZ1m7Vz8/r+mJKrszt2iWtn/KyjNgwQZT2mqqpUOFKvh+vrsdjr+gJTKezE8lCC\n0Y8i695hWEZWsHVvkapudJXtjqEo0Lwbdm68yojt3GO9gPMkTPky1SOgsPf2QEwRAcDWn5ZnF+za\nUat2/caXYmRaH0xt1Zwi66Z3LTpTCwOeHdubA+1scNBhnTEyrFg11lbHDD4ZoH7TVmcQdI3D3rM/\nwN7S3odhOUkbgdOwgPd2RMf2MPe9j1nalgPXYNfccWGOqxZw9qfbsXP9iMRRAc2REU9gWTt/Bq6U\nOEPfnWX/VqAeZr+Le6PLESdZWHWzv4rIlVKDqmPFgxy/bwUwFrggmto6x+/bgGVG+dKysjtHaXIB\n8OnMf15/3pxXRqUvGvOPF5w1OCrWzZ/0E/ByvSYtvKrJXwf9ez2wI0Q9uB442Kk1HsDe/1ti+Bw9\ni32XzyupTxWED7Gx9UYRaVkeDarqJIyku1REKqQasyN0nqYozy0u+21Vw409D2EbGXdXF7uuqs7H\n1IFHY/2qUXN5TVTmSyAOJEipBKJhO8WVUvvY95JSam058LCjVVW/C/7ZteWXZY1aHrEhOaV2scmH\nqi5LSk4e/0LmqECxKkZZdwSSkpPHq5X4ra5Ygi3Ojgi5fym24AlbScWpTxZROgtfcyxHJF58jE3K\nhpehjQR+v/g3pu650REDNQ1DsDygWWpluCsDfYENWNhuPmZJOxSzuRwLfIMpRb8Fjti44qu5GAE1\nEdvVno7t/u/863FPfbOy1Zb2rTc1+DTH7wtUUv+D0R2zPs7CCJ6fnIWwLzDHLfyCEWzdG4hdO75y\ni89jKbLqDcJsjTPc7WFYALxHEg3HLDRfudtehb1g694pwBIvX6pOoybNCvJ3tD6kx0lv7tj88zhV\n/RbL9BJgLUHVCdOyso8COu36bcPHwZ2v2/igdVvXrWyH2YoIOr5e62OGHiOStGf7xh+bh17nVHWv\nrVJVN6nq8xjR9in2Xr/oXj+4fKqSoBZa/F9sobwLs4M+IBVUVas8oKrfY0QQ2AIk9BoZSxuqqq8B\nz2B2rFHxWldcXtXNmHXywbIoOVQ1oKovun6dQhmtgTUEr2Hk8+UlHJeNjWfXpWVlh32vVLVQVVNB\n07QwMG3zqkVnSFLyihjD7bN3b9+yBESOOuXy4A1RpYhkDr4vyT3nL1g1sx4UL35TDGIVpEcAg51K\nsdLhyJ0nsCiMuD/zYfBfzBJ9W7yFBEqCs3A/is1v/VJJFQzLG6qajymTNmMFDqpF9IWqLsKUnx0w\nxVH9Ku5SqaCJynwJlBI1cbGRQOWhRPsediGNJNn/DdvRLobCQOD8XTt2TChWxWjHjgmFgcD55dLr\nisN32ESo2MDqwjyXEDnsHExx0L2k/AWHb7GKNXF79XP8vo3YIve0GkoqJFCFcKqUx7G8ixoVmu+I\nkH7YIqVSAs6derIXNuYVYLawJZh6chtGSNTCyJpmwJZFrz3QHBtPNmOZKhMxUmZyky69RxYK0mfZ\nwe9URv/DoA+wrvs5f/8JI9O/cAqYdkSx7jl15wBgZo7ftwcjq5QiEmoIZuvb7nZ++wGTVFXdonYw\nMCmIiEvFdrBXAKRlZR+Ckf97g98H3vzvDil16u9e8emrh4tIexEZilkywMbdYJwBrFvw9kMe6UVa\nVrZ0O/uWn7f/suaA3Iz0a0Wkm4gcLSJXbV238g+16jdKSa5b/0ngcRG5SETaiUgPEblGRC5052C0\niJwmIu2xTQuPTGqBqYh2AyeLyMEiEi6DMRQvYrbGE7DcHAUeqyjVQ3kgyO62CSOCusXZznhMndQD\nswTGcr7CtfMbFlj+JZbNUqZQZtevDGxM3K93/t1G2otAv7Ss7IifOWf3exL7nEetxqaqX/T+y8MX\n9L/++WdS6tSvm1y73jnY9yIiWZvj9+mq6e+9C9Cy64DrSjOXUdV5WO7beSJyfOj/HSF1OjBEVX+I\ntd2KgAspfxBTW5ZEBMbapmKVJNdiRGqJ6rQ4n2cPFs79PXCPiBxeEc9T0XAbKhnYWFttLGfO4unH\nrPOZNY0Q10RlvgRKgcRiNYFoCEdKNQw5ZitQLy0rO1yViN8ICToHq/IXKCg4Bct9GAF0DBQUnKKq\nFVJFqrzgFlkrCCGlHBYAXaOEg87ByiiXGJjq8hqmAP0j7T7GiA+wXJsTSjowgQRCkeP3LcE+Qxem\nZWXXpInmQExd8yNF4dkVjS7Y2Fgfm5x7Qee7MIJqEUZazQAG1tklM0YE0u7vTe+1rr8/Yra/JpKc\nMn5D450jjlzbeONJCw79ppL6vxcuY6U3MLtl1wFHY5sOs7BxZA+2yA+GZ92biREyh+DynzBl1Feq\nus0VbziCIutefyxna5K73Qe73njWvaauHzlBVfjSsOuQR3KRlJyS3vHkyz7Ys3NbR8zi86hrUzF1\nGoA263BcU/ecH+Rv3aju/wCdmrTp0rJ1j5OuxjYWZgEzEDm97gHNRwCT9uzYdgtGlNyOkY2fYlX3\nvndt7MYWZguwsXuPe+1PY2TkOsza9xP2nYoKVV2BhT4vdYHit2A2cX91rmrkwpvvwILLM0WkX5zt\nzMEC0FthBFBctiangHgQO+dXiMgV8doCXXsLsZ3/ZMwaWBY1c3XHZ5jK8yqXlxcWOX7fGsx2eXZa\nVvY+dlUR6S0io0SkZ25G+qGfP/XXlQW7d9ZtN+icI7Dsp+4i0lFEmoULRd65+eedoEhySiecXbYU\neAcjpm8OtpWKyLPABcD5wHYRaeF+qswiparfAc9h5HW5hIer6i5s3EqmAkOz3fNkYoR0VjwW3uoA\nVd2EEUCNqUaWOaf+vQu7tt5bXQizWKGJynwJxIgEKZVANIRmSoWrvueF0YYbJMMqpTyo6nJV/aSa\nW/ZCES3svD5FwbfFkOP3rcOqKsVq4Zvi2ot7ZzzH71uOLYZrlNIlgWqF/2EL6pvCZKlVVwzB5OKT\n1MrFVwb6YuPdIZjtZaf7ewFm5/oeI6fWAwc2f2fung1sqN+SllMxUicXswZ9O/zuDxr/cHBe4Ou2\nm/6Csq91TxCECllcOLTH7G+zMSLqN0y92Q+z6O0MOf5EYJ7b7R+AkUYLHJFwNEWZXoPd/zxSaygW\n9L3B3R4OLA6qNDgMI/amADiC/iTgU6dO9ZRTxx7aM/U5Ve2qqvVdH9oA56vqh6q6WlWTe16U2QG7\npk1S1S2qmqyq0zBy6Ycup1/7oqoOUNX6qtosdfTHT9du0Lg+ls0C8FpSUtJqzMLdBBiUlJR0p4g0\nUdX73PM3VNWDVHWkqq7CFpmPYqTjSiy/5hwAVb1EVUdGeR9a4wLOXbbR/cDrWFWj2yWOaneVAff5\nGI2RareLyClxtrMcU1551o+4KvM6W+DLwD+x4Ps7y7LYdJbNW7DvdJaIDIu3reoMRwT/E/usn1PC\n4e9hSojrw2zMbcWI92zg2x2b1t7StG23Z44Y8IdDj7tw9JfY2DIXsz57JGZoYQot2Jn3PnB+WlZ2\nJ0yZVaukz0SQWigPuCOIlLkK2wSYgimJvJ+SXmdFYwJGeP+tvBRHzr5+LzY3va6iyACnNPJj1vV7\nRaRpRTxPRcN9v+/BriG3hyNKqwJuo+IObB4Rt4K0qqCJynwJxIAEKZVANIQLOq8Xsjjd6n6Hs/Bt\nJgopVUOxFGj+Kw6xAAAgAElEQVQeJgB0BaaKCJsr5TAb6BVLgLlbmC2nDBY+hw+ATi5LJYEESgW3\n+H8cU7iUdpe60iEih2G2n50UhWdXKNz3+QRslxhMpbUMy5PagamIGmL5Nm2AH9Ytn9mrCU125ZDj\n5aJ8g6koP8GqHv6wovXWSAHnLYG3EbpUxOvBFEvbG7Vqvxh7XbNyM9IbYwrRcNa9zsAMdx4GAjNc\nwYaB2AJltvvfYOCzHL+vQEQOxlRJnwKkZWUfhL3+Ce62V4VvurMSgamcGhEUcI6dqy0EKafc45KD\nj0vLym7g7h8XFJiOUwD2At4LUmN5dsyzgGluQ4GkpKTXatWqNXzkyJHceOONjBw5klq1ag1PSkp6\nPdKJdITIG1jw8mZ3Pv8hIuE2Nrxz2lxErsUW3v8OaetNbIHZAyNqqqWFzIUH/x+WbXi1iJwfz2JY\ni6oR/ozlau1jwypFW+Mwsqw7Zi+Me9Hsdv7vxlR9N4jIn/fHnf8cv28tpjYa6QoYRDquALPxHQGc\nGfw/VV2qqqeoaktH+HbqeXHWDcCs5kf2vCg1c+y5qnqARxJ7JLJTpaGqU1U1uX6z1q/s/G396i/+\nedMELJi6IbBMpNYnjhgerarHhfbNkeUPYOPxVe6+JPccoT//LY/zFi8cifZP7PM+qryUOo7gfRxT\nb1YY8eYss3dh6tBqY4ErLdz5ug+bz1cYkVdaqGX33YFtGj1QUZbMikLQNSxRmS+BsEiQUglEQ2jQ\n+Tb3O/g+j5QKx9pHVUrVUHiBvMUWFW5StoiSc6UaY7bFWDAZ6JmWlV2WQXs2pnRJqKUSiAtOcfc2\ncG5aVnbclawqCUOwsWgJtgNfGeiA5UTVweworTH71nZsIbQAl8sEnJCft/mztfzUuyc9F+eTPxz7\njvYFtve8+N4lGHGRHUyShHm+ZEx9UxHoDczt+9cnWmH2KS/sHPbNaOqHqZlmYuPawcBnbhI/GJjp\nrB3dsHPkWfWGYCR+cOB5PibvBxtHW2IKMg+nAAs9JZWrLDoMyPWUU64yWjow1S2QPKRiC6XskP6P\nxKrlTQu5fzBWFfAd127HwsLCk30+X3L37t1p3Lgx3bt3Z8SIEcmFhYUnx6DY8AiRDVg1ooeiKGw2\nYAu7y50dLrStWRRZyB4XkX0W4tUBboH9IvAfLGz66nisc+4c3IlZyfwiklqGPn2J2SgPxOx3bcvQ\nVgGmfHsR+xyVSYFVjfEeRqhfHW1DzV0nxmBqpqih/G5sexpTwf0txo26wIwnr+m67ecNrU3A+wP2\nu8FwSIlIDMNea9yzwPCyfH4qA85y+gC2uXFteREiqjodp1IRkRPLo80Iz7MBU0w1oRpZ4EoLtep3\nj2LXgr9UI2JqNWYjb4gRUzVOkaaJynwJRECClEogGvIwZZQnx/ZIqWCSxJs0hyOlNgMH1CDbT4nI\n8fs2Y7tY4XKlFgJdorzepdg5jNXC9xn2He1f2n56cJO/D7B8qoPjbSeB3z3eAlZj1fgq0joWN9yk\n8SRsoTPBLYorA30xZVYr93sXZt1bBByJjRcNMdVUrbn/vnNHLWodeDAHL8aUU59i1rVJzdofOwQj\nZybv8yxF6ABsRNmHsCgrXNWhdhQRZbswUq0vsCgMSTKA4ta9zdjrboOF9npV94Zg5Pgy9z4Nw5RR\n97sF6UmYKspTMaVNfvD8QbkZ6cMA0rKy22Bj7t6Ac2yxUC/kvj4YmbS3up67fp0GTM3x+34Nur+5\na+MDt6ng3Z+EWfpm5vh9Xsn59gBt2rQp9uLbtm3r/VkiWesWhXdin4dGWLn6S8IQNZcAtVT1rSht\nedXlFmPhwmdFWzSJyGQReaykPpY33M74u1h1sVSsdHypxw+3UL8fU79dKyIXxLtIdGqDm7ENtYfL\nQuq51/chltvT3bVXLSp3lRcc4fssVg24JOX26xjJe11JRFOO3/cbVtGwbwztGjFcsHMI+rRYHNRh\n2O+nk6FgLzEsIoeJyDYR2ep+bxORbdg86CRM2VatN1echewJTG0al/01At7CxuQb47XDxgI3Pt2N\nhXPfJSLhMmerPdyY/RwWiH9WFXdnL1T1Ryxzry6m+qxxY44mKvMlEAYJUiqBaPBsE14Z0nCk1C5s\npzycfc/bqa5R3ucYsITIpFRtrDrPPnCVauYSIynlJm3zKLuFbxL2Xp5WxnYSqEKIyCARKayKLAG3\naH8cUwHFXCVTRO4WkXkV1rHi6IaRQJspUuRUBk7A1C3JmKx+BUZQ7cEIpmZY5c5uwPw9G37u153u\nBR/yYV1sAVcHaFynUdMJWJD3pBy/LzS3KRgdMGtvRaA3Zjf8EiN4vsrNSK+F2Rhiqbo33Y1zg7Dr\nxTwXktwfmOxI8qOx8+MVtuiGWdU8694BQN/jLhz9N+Bf7piTczPS0ydmjmzujhFMETU7x+/7Jahb\npwKLVXVl0H39MdXBhyGv9XTs+pUbcn8/jFR8O+i+lQCrV68uduCqVau8P1cQA5wl6XYsvwasYtld\nUrzU95vEoKZ1RGAWpub6MxYgWy1VCao6EbMdHg+MljgqSKmVn38OU16dh9lq4trwUgs0vh2zzd4t\nIifH005Qe3Mwm2EDrEpirGroGoEcv28+pia8NJpyO8fvy8dsfJ2JgUzJ8fs+xwj4K8NEIoSivf0K\nLd41yPvDI5rWYuPVse536M9SzBpXrW1DjhD5GLi8vAgkt1HzJJaHdldFkhkuAykT+yzc6lSsNQ5O\n5foGcLGIDK/q/nhQ1bXYGJaMEVM1btNZE5X5EghBgpRKIBry3O+GEW57SpytRLbvwf5p4WsXRjHy\nPXaOSrLwtS2Famky0DktKzvuaiZOfTAOSHXZKgnUXJSb+qe0JFeO37cKk/+PdGGzsaKyFEtDMOXM\nDBfuWuFwNpXDsMqaP2GWsz0YIXMY8BXQE7Meddm44quv6lO/zxCGbJrDnHYYEZMGLBl0638PwSwP\n4yI+oSDY4iwmEiQO9Aa+Sc0cWwcjRma6/qewbyXD/tiGxCys+mBTilv3pjuLU2/sfZniHjcMswN5\nmx4nYQvJJe72EIDGhxz5karucja9oYAWFuwudMd0wdRYY73OiEg7TM3xkXefI6/OAObn+H3fB93f\nEDgZs0nuDDn+HHf8XuJPVZeJyMTs7GxdsGABW7ZsYcGCBYwbNy6QlJQ03mWQEAtJ4hZrXiW+3RhR\nszcfSlXzY/38OqXOq5jdpxdmhaiWla8ccXMXZtmIK9MpSHn1GPYZ88cb+K4WyH4vprT7W1lzoZyt\n5iaK8q/2twXWS5gF9qJoB+X4fYuwc3qJy4orCc9jKtIbSlBXOaI51GnriTFtTFTVgKp+F+FnGfZd\nqYcpFav7GuhlbEPj9vIi0dSKf9yLbT74K5LIVtVFWPXLPpSjFbEK8Ab2mb5WRKpNNWtVXY8pphQb\nU2ucDU4TlfkSCEJ1H5ATqFp4iwaPyPBIqdBF7JYw90ERKdWknPtV1ViK7U4U271yCoGviU5KzcMm\nA7FW1ZuF7eYPKunAEpCNTSirzU5PAlUOwSYzUScAIdL7MViI942OLKgWEJE6GNlRiIUPVxb6YiTU\nwRgRtQvLkVqCkSbbMEInGdi14K0HDjiQA2sVUFC4hS0BTF15DEUB54uCLGPh0BIbj8udlHKL+2Mo\nypDylJ39gOWq+kvIQ0Kr7v2CjY2dMWVSsHVvaY7ft85Ztwbg7IlJKbXqLnjrwasn3HP6n3Iz0jeI\nSCZG0s3MzUifLyLXAQOmPPyndOyz+oGIFE66/9ypwE8T7jldRWSSiGzFVC8nYOo0D52xcfqD4I5/\n/d6jD32adfbp0x69NCAiy0Rkp4iM/2nexBFYWPNb7pycLiJfishOVe2en5+/fcyYMTz++OOMGTOG\n/Pz85MLCwgki8qGzCN1RwjkeJCKFmIrjBGCEO49HYBlH3UXkYhHZHPSYCSIyPuh2ExFZIyL3BDW9\nlf9n78zjq6quL/7dSZhREFDEOoCCsyAOIKigKEQNVksdax1qnedZHAJInCdqtVbrVLW2Vm2xSpSg\niIoogqIgCuIEOIvMMyTZvz/WucnN4yV5eUng4S/r88knyXv3njufe/Y6a68tRd7ZwGwzezEo2TIK\n7j4DEXItEYFWpfdQFe2MQxWydqYWpuXuXoJIkcgXKq30wlh7ixHxNgEFWGkZvGciQurrk8BhKRRO\n+TsaL1brFxUKGdyD+p6BlS0nQilnNJxfIi+pr9HvC0ohp4wYrg6hH7sDFQs4MZV1NhQCqX8bItEu\nrUN/qUVIxbQVcHl93qPuPgmprPuRQd5MNUFQmD2AKopeZWa7b+BdKkPw8LoGTXDckm6fuiHhDZX5\nGhDQQEo1oCpEJFQLgKL8vLUo6GqZsNz/N6XUHHQeKkvh2zmkrKyDMACbTuopfKtQ2szBqZiBVtHO\nAjTF+OskJZsbkCEw4Roz+9LMVpjZB2ZWqZeBmR1gZm+GZeeY2T3xVCAza2xmt5nZXDNbFQLwP5jZ\ndpSnuC00sxIzezSsM87M7jWzEWY2j1DFzMy2GTNk4H/HDDnynFcLfvuHCfedNz5RMm5mg83sBzNb\nbGYPI8+DxH0+w8w+CUTAJ2Z2bornZrug7Do2dsyTQmrDqYiU2gOlZrSNrbePmY0xs3lmtsjMXjez\n7gltl5rZOWb2Umj3i6rOewy9UOpeI9TPfYk8jUoQqb8V6hN6eGnpWyWrV/ZdwpIXCiiY6fgURE4v\n633+X+YilU/lKikhIsLrQynVHRFokxApNX3MkIGrkVKqgkrKlPYRpe5lI9XU+KCc7YvSEj/JLShs\nFdaPPLL2Q+ngrwF4acmpWdk51rZz977ARZhd/uWbz/QGimKbO3zfP94WmSKfuk3PI3fufcH9E4FC\nLy2JotO+yIPv71QkpX4Tvp8SfZBbUNi4Rbutu5cUr7FVi3+6GA2CewOtv3rjmQcRofixmR2IUsVG\noPtqGur3/4TIpB0RUXYl8N+wzKMpnuvbgYsor9rYB/mRDUeTGnF14anAPqaKfCAS5euwLGbWCvmS\nTUDvlSfQ9XstEwPA4DdzJbpOt1uaqUnuPhW4GlkH3GGqvJlOO5Ev1M3oebw5nNO0EJQoIxCBcyIi\npzLShy8NvIT6nvOrGkcU5eetQD5UeyNFW5UI6YGjgNOqNkkv/h0sfwVORnZFJwPL5kPxTTU4Btz9\nA8RonWC1qOi4PhBIh7vQvVlnvkbuPhuRcz2pRv1WB9t6nXJvpuPrc1v1hZA+fBd6P+SbWacNvEtl\nCMraa5Hi8JZ0+8INiYbKfA2ABlKqAVUjUkrFSahlVPSUApFS6wziAom1nF+YUqooP68EVfZKVtZ7\nKgrsqkpvmgR0zS0oTDXt4HWkvtihBruZDM+jgLl3LdtpQP3hWhQkn4VUHiOAJ0OAXAFmtgNS2DyL\nCI3jETlwb2yxJ8PnF6D79Qz0DM+lfIDbBXn8XBxb7xQUNPYGzgnB7QtAa/ADdjjoxKu9tKRLTpPm\nZYbSZnYcMjcdjFKSvgfOS9jnk5DC4ZqwP9eiwcfJKZ8hrT8ckSjFyFx3cNjencioe3hs+U0QWdEb\nDcBnAS/Zur42w9G57Ipm7J42s0oVAbkFhW0RMWEoZWfLsD+Lwz58iNLMvgQ6zCp69GtgiwUseO8r\nvtocETOHAq+1bL9df2DRv247dAHGPRiVeX10BubhZVVP6xI9gLkDho9aglQLE5GipykJflKUV917\nF5ExrVDqXg5S/rwRZpf7IIJlfFivHzAzGPnSuEXrlXscc8Xj8z6d/J67/6vtDt3f/nrSS9uifpQW\n7bbeHOjSou2v/hPWX7xL3tl7N9207Qp0/rZFyrgdkSptuLt/BJBbULhVOKaRCZUM+1l2TlO8NAs4\n390nufsH2x904k0rFnz3q5kv/21aWH4IcIu7/wNdz5Wogt5x7v5yTJnxlLs/7u6zgwFtKhjm7q+5\n+3vomW0UzuOX4Rw1iWaKg3fIOUgRdDNKO/x9CJJAz/YUd88PFaPORSlKXYEbM5EQCUHU1eiZvdnM\n9kyzndnIk2QVIrh2rcU+TUT9SHukWtu6Fm25uz+DrkNPNtIqWYkIavD7UQpmpaqmsOxkpJY8M5DT\n1eHvSG15WWWEl7svdF97OHreAzFc8hBwRhoB7LNoLHa5ZWjKawRX1chngFPMbI86bHcS8BhwjFVe\nDbSutvUSGo+cZGZH1ue26gtB0XMjSjcfbmZbbuBdKoO7L0DjqsWov+m4QXcoTXhDZb7/12ggpRpQ\nFVaE3/HgbSnrklKVpe+B1FK/NKUUBLPzJOqlb9Axd6ti3cmIuEp1ID41tHlQDfexAoKnylTgN7VR\nXTWgfhCCx2uA09391RDkPoEIkrOTrDIY+Ie73xv8MiYClyBDzsYms91jgT+4+wuhvTfd/dlAGESV\nyOa5+08htz/CZ+4+2N0/C8H3oYhgOdHdP+x04DEjdsk759/Fq1f0aN6mQ1Qd8mLgIXf/e1gvH1UH\ni2MYcLm7/8/d57j780h5ck4NTtUd4fx8itI+9kLPx89IJfIIseIA7j7O3f8Z9unTsK3mrJsS+4y7\nP+bun7v7EJS6diGVI0px2xz1i6sRefw5CmxXo9S+VsC8Oe883xENZjshIj8L2LTV1juOQ0REUZvl\nTXZAXlSLSI7/IEVHncLkrbIvIpn2Qv3Tu4h8+iaoW+KIp+71QeTCF4go3ISKqXvvFeXnLQ1B+V5I\n1UNWTuMmm/6qy3JCumVuQWGL9rvu32L10vmbjBmieHfTrTrvgq7re2GdLETKjAuq07vR9R6BUiTj\nHjZHofNcZjoTKusNWr10wWdAcSCFAOjc76T9sho1WT33nRejvrEbMMSUljcKpRXeDrS3ij4s71d3\nfhPgxJRnQQkxHSnuuiAlbiNkCL5JWOY5NKkwGD0/X8ba6wb0s/IqY4sRwRoZzt8e2ssohP7mOpTy\nPtTS9GAKBNdVyNPxRjNLe9Il9HWXo2f3ztoSAO7+NiLf2iGia/vatJcJCF5rLwG/T8Gc/CF0vyd7\nfyW2uxoYseynuV3HDBm41swqtUEIfXlEDI9AxSIuqIkyMLwD70aTNNdmInmbgKfQs3KVmdXlRO/z\nyNvwgtqQuiniWWQBcJaZ1baAzwaBy4tuGIqPhptZxsQ3IX34OqS+vXlj7W+8YmW+uyxJZT5bv0V0\nGrCe0EBKNaBShFmxFaxLSqWavgeqsJQxnXYdYiY65gosfphhn0YVvlJF+Xnfo/SLVFP4SlBg1acO\nUu+eR4FPQ/nVzENnRJa8YhVLWZ9McpVcN+C0hGUj75lO4fti1nWGTQWJgfbOwNdBtUFRfp633aF7\nfnbjpms336lHFHDsgmae4yhT2IS0wh2ARxL2+bqwv6nio9jfP4bfTRBRPDN8VpZWaGZbmNlDIXVx\nEQraWyCVTRyJRt7vUPVz0gsRJo1QXzAbmX2DCL9OhCp2q5bMn4AUMa8jAuo15O/2cc+z7t4RqZFG\no3vgK5zipFt0FuP1krq3UziGSeG4vhwzZOB81EclVt2LUvfG5xYUNkLE1Zux1L25wOyQhtOF8tS9\ng9D9OB6gcfNNN/PSkrWU3zN9McumTAFk1qRVu85AUXgXscUu++2EznEhgLvfgCrPLUCK3I/N7KhQ\nIexQYFQoaR+hF9Bh4ezpFe7v4JHT1UuK18Qy51oi5d/JYZ8HIkXiju6+Krb6cuoG7yI1xHboPEU+\nU9uY/L72Dp8nVnZriVSMXalYZawLcCYiCTsjz6mMgruvRiTrGyjNLa0KsYEcHYru1cHpthPa+gmR\nXJ+hoLNfum2F9j5HBuiLgNvMrGdt2ssQPImUg2dWtVBRft5ilG56YG5B4TrHbWaPmdl/Y8t/2qLd\n1k8ceNmjo/td+++UnqtASt6L+qFDU1knpGpPRZMExyN18j2prLuhEJSRdyKyuc6q2QVy7n707ryu\nPtU/YVuPIRLsko31WQjkzxA07rghiep6g8HdlyBfux8QMVUnlRvXN7y8Mt8cdBzJJi1qVEQn2DTU\naRVyM/vK5H3ZgDpAAynVgOqwjNTS9zatRH3zS1VKfRp+V5bC16WaSneTgH1roFh6HQVdVZmop4L3\nESF2dC3baUDdI3rOjqBicLkrcEwlyz9IxWC0Kwpav0BBQ7qoNiAoys/7qbR47aqmrTffPbegMBVf\njuj4zqDi8e2OyIJUsTb2d2TUbsDLYdDrVHy3PYHOy4VhO90QiZH2zHio3rYHIgnmI2VUaWh3e0SQ\ndUKkVYupT9+8ApFXEYE/FdgDyxqNrvfEovy8nxF5UF+V9apCT2Bx1+Ou/gKRH1FFvU1YN3Uvqro3\nCSmjWqDUvabIIylK3TsY3UeTg4LhEGCiuy/PLSjMyWnWcrPFX3/atCg/LyLgcufNnLgKqfQ8q1Hj\npmZZWcCY8P3aTbbs1IN1zeD3Bka6e180C/8HysvRvxwtFPra3wLTln7/xY9ATsxP5viFcz5e6qUl\nLSlX901BZF1PlB73SlAkxlVK6cDCedI/Uj3sCHziqqT3OlKqzUD3+p2IBCgJx3WxmR0Ua28KulZz\nfN1qYzOAS1F62/5mNjDTfKZcZs73AM8BZ5qM3mu8jyG15k50D5xpZqene6yB5LoBEaqXWi0Ny919\nPlK5TUGB/28z7TrUBEGl+DDQO4W+fzxSh5+XSvVfy8r6V7PWW3yW07TFZUkqHCdFUKS9ApxtqRk9\nf40UbHuFn5eReuePqWxvQ8HdFyIfqN2Ak+qw3WJEDi9H6tB6I1nCu+E+9F65uipFXCbDVfluKHr3\nX5dJSrugQs1H9/mNZpYsTtngsIpFdNaBl1fmG09DZb7/F2ggpRpQHZaTmlIqB1UIScQvUilVlJ+3\nDHX4lZmdGxo4VIZJKK0ncda7MnyBUgNrJXkOaob/AfvlFhQ25GpnFj5BaSPbJQkuv02y/BRgV3f/\nKsnyxUhRlEXllRsjBUkqM64zgG3iA34z29VLS1o2a91+EnChWdanKICPoyz4DgqE74AdkuxvVRXn\n4kicGdsCPWuLKFfkJKI38Gd3LwpB+lpI6tmUWOp5P3TcybAv6vPaof5vDVJNzkHkcSnqK7cCPl38\nzafdUeXNnqHNrsDSAy95aCFSxryE0ZTy9L/1jR7ApC13P3A31N9PpFwJlrg/+1Ox6t7cQBL1QDPH\nbwQC6GBgQlAqdUbKtLGhjX3MsnLWrlq2qZnd2XH/3xw6550XDpg3a/I+wJ9yCwotu1GT5quXLZwT\nijRgWdnfLPnui73mfTrpbTNrbWZNzexJdJ3eNbP9gX0tK3smUjW9FpQaEfZA6qHnwv/FwL3td9v/\n6PlffHjoB08VdAXeDv4toBS4U5FZ+hQz2zkMigtqdaaFIWbWz1TF6e/IS+d/4bsPEYm0FyI8i8M+\nPIwUdncAT1i5GfdfkHrsaZOp//Zmlmtmj5qZhZnzr5Bf1dnARZkUQEGZB9Pj6BiPQcRbjZUgoZ3H\ngL+hiZcrqwt8qmirGClwnkCG5Zem21ZobzVwK0phOg1dh425wtR4dK+eU1lhF9CYY/yIM75+8+7T\nj3pl2FELzexnU0XJ29HzdVRQMJSYWZ8xQwb+asyQgRcunD19Z+D3FipWmtkAM5tiKkTxqpltbmaH\nm4plLEb91WLkEVXleXX3Qncf7e5fhHTt36NJnPMyXVni7tPRPXmsmaVaxTmVdpciIrYNdajEqmRb\nkWn4dGQanuo4OKPg8rQbjiYvLjelwWcEwvt5CFJwF1SXmmkqcHOPqTDOfDP73syGxr5vZWYPm9lP\npkI2r8YJxUTVY/hshJmNS9hG0iI6FirYhrb/baGIjpdX5luKCo+sMLNHSCiiY9UUtDGzr4hV8DWz\nL8Pn25vZ86YCPUtNxXNS8lcLx7YdMCLWhzUPxzAoYdmjzWyZmbWw8qI9x5vZBFPRn48sQQ1mZrub\niu8sDfv3hGVgVd26RMY8QA3IWCynIglVmacUVF6B7xdldB7DDJIrpX5E/iBVzQDNROcy1RQ+R0F3\nr9yCwnUqmtUQ41AgXacy1gbUDu6+DM30jzCzU8LLsruZXWDlRuDxWaLbgN7hJd/NzDqbStjfG9qb\ngwavj4bPO4YB/rFh/TnoJX2kmbWzKmZH3f1VNIB8KuxTDzRAGNd+197XAU06HvDbz4HTzew0M+ti\nZjewLjE7FFXHuzAss3tY/pIUT1PiLFk06JjgKvWdDJ8BJ5tIhZ6o6tKKJMsda6pMGO37vlQ0jY9j\nP8rVVi1RylprRPB9j8jq94Du82ZNnhr7f0/KDc7HNtus/QDgW6Sc6hSO74sqjr/OYWZbIR+rSei4\n5n3+2lNfhb/fCTPb0bLx1L0mYZkoPfQgZGL+Y1hmC8qJwn5oguLD8H//0pK1KxAR0Wzuu6Ne+Hzs\nk7uB3e3uDwM7W1Z29tLvvyzzJOvU57gxi+Z+0uaDp4b/BxGyxUhl1xUF+k8DhX2vfHwceudEJE+E\n3yJiJtqH5cBtC76a9vCUfwzrXbxq2TfACdHC7j4G3eOtkDfOO8izbWUIhrtQw/SBqGmkmrkHKUg2\nB44MJEiEYhTsdEPeWCPDObwYKECpGQ+E/fweEYVZqGrhNOSVszB27Rw9v3cjkvqWTBzcuqrg3Ynu\npevMrFKyo5p2XkQEUE+Ugpc4kZZqO+7uzyJfrgOoZUWo0N6T6DochFQMlVkfZDTCmOQBlBZ6XGXL\nmdmWKxf+8GCLtlv9q9f5973Z8cBjzkTeeMNQuupopDbpALwdVvNl8+aOAo7ecvc+UWr3UFQ4oxci\nuJ9BFSxPQGrTQxGJvj0iEVOCmWWZ2Qmo756G0j8zverXf1F/fZklVMCtDcLk163ovVqvqrFANtyM\nCPNhZpaYTr9RIPgf3YbeheeaZY6SJ/hfDUXFXYZb9aq0U1A2TA+UwjwkRtA8h571XDRhMgUYa9V7\naiW+I6soosOB6DneHr3PIxyLJmZGIDJ8JxKK6FB9QZt9CRV8UVGaiNBtiewADkbjs5eBFyy1QheD\nkFggP3wG3OEAACAASURBVLTZwd1XhH3/Q8KypyHf0ngWwu1okmlPNL540YJfnJVX1X0fne9cNKb6\ndwr7tdGigZRqQHVIVEpVlr4HSSrwIVJqkzrwQspEzAC2S5Skx3ylKjU7Dx4p75EiKRXwBpodqFUe\nflAuvAT0D2lIDcgQuMzBC1DQ+gl6QR6BBm4Qe8G7qoz1ReqPN9EgYRgiOSKcgwYTf0H369+Qb1VU\n1WsoGoT+QOUETIRfI2LhDZRS9TlwQlF+3nzggS79T2296VZdnkBBZVR57v6E43sEpe/9AT0jr6NB\nwlekhjhBYpQ/C5WppABORyTF+4hkuAeRxokYigKcqchj5ASXMXoFhJSSvdHAagkiFUqQqmWHcCzt\nwvel0/87ojnqR1uHz0qATTp0PegdNIB6OfQZnZGKa251J6GO0QNY22TTth+i8znxy9f/1TkcQ6LP\nVjx1bx/UH40PQdxeVDQ4n4c8nnLQffq6u5fkFhS2AfbZ/8K/nuPuFw4YPury/kOfH3XI9c+e4aUl\n+WH9ww+66smnep17z2CQCXrnfie163vlE+e4e2N33x69b+YAJ7l7M3ffZsDwUZc2btF6IDC5KD+v\nrBJebkHh9mH//hOvxDdg+KjJ/a55+u3+Q58f6O6Heax6nslbpT3wR3dvCeyQlZ29CLgJ9Z+zsrKz\nx1BeWbAmeMvd9wj73TuoHwBwVfJr4ypbfyUasP+EVER9EFk1wN1PjK3zhbsf4+5t3b2lu+/m7pfH\nvu/n7pe5+ziUttQG+JMlMZDd0HBVX7oBKdtuTJcgCCld16OZ7NvNbPNqVqmqrfHI+2476qAiVLgO\n1yBl5F22EZZwByjKz/sWvV8G5RYUVhbEdQCyF87++OaWm28zecf+px0xYPiox0LwthJY7e5RsY2I\nmLVPX374NWDG5jv3PAb1+9e5+0R3n4qKG/QBznH3ae4+IezHHqga67EmFWKlCBMiUYGK+1HQexVS\n/F9hGaR6SUQgm0egyZXBVgsFX5K2P0Rk45Fmdnh1y9dyW6tQfzYfqXkyugpiZXBVMfwzKsJRZ2mV\ndYHYOZ6BCkp0r2Lxae5eEN4nT6IY5RCTCnkfVHn2g/D9VSi+S2YtURWqLKLj7pMRcXWQme0d1omK\n6FyDJobmor6jTBHp1RS0cXnPASwOfc388Pk0d3/I3WeE4xqKJq+qnbR3pdOWAMtCm9G48mEgN7qf\nw7vnCODRhCbudffnw/6eiwQeERkcr6r7Wej3zkBFTTpXt28bKzK2021AxmAZ66bvtQhVjCJEpFRl\nSikjOWG1sWMGOrZk0uNpQMdqSiFPCsukNNNVlJ/3Y9hmXVQteQk9/4fVQVsNqEO4qunt6u5N3X1L\ndz/C3d9y9zfcPduVjhMt+34Iplu5+6bu3t3db419v8bdr3D3rUMAvJNLnRJ9f5O7b+XuOe5+evjs\nYHe/LMl+fePuvwnbae3uJ3q5OumNFQu+/yAry45Cs2nNgd9mZWfvibyE4u087e57hf1pF7aXqGpJ\ndl7mhOOfFj7aA5FNoylPCysL6mP/T3X3nu7ewt13dvf/uvv27v7nhE185+657t7c3Xdw9/9Usivd\nUZpaG0TSrUFpel+jvrIRIhF2LC0pmbx2xZLewJutaT3wZE72FrQ4DPhoj2Ou2B2l+UX73hmYXanJ\nef2hBzC17xWPb005EdUb9fUfJyy7PxooRal7XxTl530XPjfgrWB+fgDweiCA9kUTGdFxHoyIrYjA\nOgCRW2MAcgsKNw2fjY4RSP3QeS2K7csR6Ny/GvusGyol/XzCfg9C12RCwufHoGv4WpLzclQ4B6oW\nmJ39VNPmzftffMd9PDhuMhffcR9Nmzfvn5Wd/c8k61aFmlQIm4WIqaYoHW0EmpEdYWlWVgqBwCVo\nhvdmM8u4d0Ag5K5Fz9VtQaGXTjsz0Plrgqrp1aSgQrK2IqLvztoSeu4+ExmgR5X+9qpNexsQzyIC\n+rxKPDKnAmNLS9ZOH3vjMbt98frTey3/+dszqmu0tHiNAyOysrNboGcmscDFCq+Y9h0VuHgOTehc\nXo1CbibqL3oAf0Wq4rZIvdCdGqitNgRcyupbkMK2TlVN7v4y8CJSsqRaJTrdbS1DSpPViIRuU80q\nGQl3H4tM3I83syM39P7E4UodLkBxSb6VeykmYlrC/9+jZ6obeocvsIpFajqSvAhPVaiyiE7Y3xko\ndoz62LIiOl5eme9HYOuoH7bUC9pUQEinu9OUBrwwHNfO1a1XFQKx9gmacAUVS5nt7m8lLBqvwluC\nSMDomCtU1Q37NQMR9DU95xsNGkipBlSHZEbnUJGoqoqUWhh+/+J8pZA/TtSBJSIeOFeGDxDLXhNf\ngHFA92rIrmpRlJ+3CKlUjswtKNyYfS0akAEoys/zifdf0HvNkh+3rIOgPVX0Q+TXy2HQtb7QCymf\nGqN+8Fs0YGuMZvB2RQHU9p+PfeJbRF5914IW2x3FUR1WsnKnrJzGY5Bp9RvBnw5k1Puv9XgchKBt\nN2Rs3hMd1yfoGN8NA6Vo2Sh1763cgsJmqN+KUvf6Ah+6+yI0o9qScvXaIcAX7j4nBK39gXeCWTJI\nlv5hUX7eT7HljUAGhXXywjoLwr40RoT6q0FxEeFoVDnw1thgbtmrwwfd8sqwX584ZsjAhWY2ODoi\nRJCNTKjQR1Dn9AcK3X21me1YWlJy2JlDbsnuc+Qg2nX4FX2OHMQZ+Tdnl5aUHBZS+TCzv8YHkbGf\nJWYWqQZrlPLnSqm5EqkizkWqx0VI/dO7Jm3F2lyMAsHRwPlmdr5lmL9RIM+uQoTSHemqicL5uwKN\nRW6rTZDtSpW8EhHQN5nZAem2Fdr7KbT3MUphGlib9jYEwrPzVzTWOSjxe3cvdfcBwGEla1a9P+ft\n59u++7fL7+p8yO+rnVwrys/7YfG3n72EmfU48874WMqpWPAi+izLy/2KmqF7OykJ7O7FLj/DD9z9\nOkSeXexSCv0DOKGK4D0j4Krs+Dcgz5JXJ6sNHkFj1MGWmnl82gjvjevRxEOtUmQ3JNz9vyjV+qx6\nuB61gruvQemSUbGFZBkXSZ8p9D7/jnUrvO6E0s9AE2yJz1oyBV+tq9WGfvhNNCkVVeZLt6DNXWgC\najCaDOuGUt1r67v4MErZI/xOVElVh6qq6qZTUXujQAMp1YDqkMzoHGIpfKF60goqV0pBhpJSlsSc\nL1WEWfyZJDE7DylN31KFr1QIyqZTsxS+t1DnXxcvvOffuf+ivAn3nVdfpMH/O1i5geFGWVEmXZjZ\njsVrVh9yZv5NVlXQXk0b11QS0C81s8KEZZsgUmc5FZUy6SIloiCkIfcI212BlEWlSCnQGT3zLZA/\nyZI5bz+/FUox26UTnVZNZvKaUkoX97n80chsvfy4nOk4k5Nu2Ngb4yIsJVP6mmBvNA6YjDwxJo0Z\nMrAD8CuqrrrXEw3a3gpk1e5UTN37oig/7+vgi7AP5SqpnUPbrwDkFhRuGz4rCv8bIpvejpmUdwvr\nxO+BPugdNCr6ILS1N1JJ/TGs122vU4bf0uPMO15qtlmHvZB3wwPu/viA4S9eg67h6CTn5Qg0wI62\nuQPArvtUHMfvtm+ZN34kp8+n4gAy+tkTGJJM7ZgKQqrB1UjddCXyrJiE/NlOSMfHJATlD6K0k0PR\n4D6jVAoxQm4ZIuHSUieFNIsoJXqYmaWtNvbyylYTUPWwY2rjI+PyfbkReaCdbWbnWj2aTNcHivLz\nPkBprH+szBLA3d9x9xu69D+1M/jaNcsXD8dsLdUU2pg9YeQkHG/eZsuzcwsKUyIrgoL3LyjITPVa\nZyECFKT+moTUVpmeUjYa9b0XpuiDkxLChMQdKLAfWt9EUSBo85H6eaipmuvGiMeQ8vayTFM/uny8\nbkWTUNeEtLxUMAUpdEt83SI1C8Iy81CqbhypTAAkLaKDYsaPY8skkmh7I6JsPHpH9KH6gjbJ+pve\nwN/d/QV3/xgpqjumsN8R1iRpE0Rsb2dmF6IY8Ykky8Sr8GaHY4pX/62sqm5tKmtnNBpIqQZUh2RG\n55DcVyoZKRUFFr9Us/OZwE4J6YwRplK12TkoGOyaqnl5UX7eUiR/PagmO1lJW3NL1qxa2rzNVp0r\nkd03oApUQmjORS/v6UlW+SUj1aC9KvyV5AF9N5RLH8d+iKj4hMor5KWMQBS8kMKiu6K+rzVSXhSj\ngdiPlCunvgC6rVz000QvLemBzHt7HsVRS4ooag2Mbdyi9WHAp0X5eamamu8JdMUpqXbJmqEn8PmA\n4aNy0EDsXTTLuIpyQ/AIB1AxdW9mUDf1QQOziSFo3JdylVQfRPhFhNWhaNAXKUlz0Tvi3fB/V5Sy\n9XJsuwNRBaGPocxL7NfAe3HJP1JJLQDGu/v37v7lgOGjfm7Xea+9Nu2ww9PLf/5mZhjQLcotKNwM\nGAD8ryg/b1X8IIMK60hgbFAUQTCf/+S9d+OL8vHkMvX95yDfiiQDyOjnZ1KEmZ1qZgvjn8XSXKYh\nP6J30cD3JOAqS98U/BVE2LRHaYE7pdNOfSEEPYPRPXCjpVlxzOWtciPlAeOx6ZJJIbi7G5GDpyJC\nIG2lWVATPQLch56JYVZF4YkMxcOoDzwl/qGZ9QgTDnub2TYzXvzLb4pXLW/Uauudstvu0H0ToKuZ\n7WhmbZOeQy9FXYhlU3mK4LqryQfsNWQ+XSFYNrObzezAMIm0u5ndgtSe/wjrOrq+y4BrLcOqVcYR\n9vU+RApcU5dkTujrb0DvtWvqW03p7l8jb8dtgeutDr2y1hfC9bgXkQrXZGB/WozIxgnovVHtBLer\n0M1EVLmuf3huepvZjTHi7TVgHzM72VR0ZxiarEql7aRFdEIaN8gHtLIiOiOAp9AY5Hoz280qL2gz\nG3lktbdyg/bPgEGmYkHdQls1eS/MBvqY2VYWKx4S1H8j0bkuShirRDjfVJVvJ+Rr1xqRmlBNVd0a\n7N9GhQZSqgHVYRnQOPiERP9DRaIKFFisk1IWpN2RyW9ayPAX0wyUQpQs/3ga8KvcgsKq/DAmIbO+\nqswHEzEO2DG3oLDWkuo1yxf9nNO4aSuqTjOsEUzVbDbaTrOWwYW7DA9L63KfNgKkFLRXBXdfVEVA\n/33C4v3RczMqDALXF3qhwU9j5PPzHXr+m6JzsCtSRm02feSI1WhwY4Z5W9q2+5mfizv1Oe5DRDK9\nVIPtdiaFc1gThPt8L0Ru7IcItinoGN8Lcv9o2XZI0fRWUELsRcXUvUkhjW5/NGsYfXdIaGtJIN77\nAK8W5ed5MIw/GHgtqG1B6revCQRUbkHh5kiZVhjzl9oN+aiUkYi5BYWtEVH/YqwtEKHlxBRVAUej\nWdPEzwn7tCkxXyp3n5XTuOlrDxdc52+88B9+/v5b3njhPzxccG1JVnb26JBqVpcwkqj3QprqTSj1\n+gpk9nozUqPVxnvpU+BSRK7eamaHprfb9YMQHA9FnhvXp7t/ISC7F5lhn4IIi7RUSaGvfwr4E7pn\nhtaWSHL3IlTGvTPymaqVofr6REitfRI4LLegMB6IL0HPfSHwKTJdvnSrbgffv9tRF22a3ajpHHRd\nf0KqBVj33vdVi+c9gojxAxGB2igFBe6DaGx6ecJ7fQsU+M5EStu9UfGAMm+5cM/dgszoz0nhFGww\nBML1FnRezqvL8ZermupNSO1R79XlQkri8LC9Kzc21SCU9TO3oaInQy3DChkEFdxdhPeImfWjerX4\n4ei9/ih6jv+J4p4fQ5tjkG/VbSiuaYmesQqbrqTtpEV0Yvv7TKzt91C14PvDd+7uTyN/vvYo5fRJ\nRGQtBHaJ9ROXo7HjXDTWIay3EJF0/0PKw+i7VDAETeh9wboFdB5BY8XKUvcGh58PUd93ZKQ889Sq\n6v7i0EBKNaA6RPm/zcPvmiqlQCl8KZNSZjbOVOZ+hJnNA0ab2aVmNs3MlpnZXDP7S3wAGM0sm9kA\nk2HdUjN7OS69DmTJ3WG5eWZ2GwmMuJk1NrM/m9mPZrbSzMZbzFfAzPqa0rMGmNmUMUMGvjvxgUv2\nWzh7ek9TmfBPzGyxmT313QdjZ4XVKiV8ivLzvp9w77l7TX508K1mdpuZzTez781saGybiSlhk1cv\nW7R2zJCBX0ezHIn7ZWYrzOxVM9s8cb/iM2nFq1csK169Ytl7f7/+b2a2KJyX4UnOyZ1m9k04/++Y\nWd8k5/5IM/sYqSyqfAmbWXY4zwvN7Cczu8nM/m5mI2PLmGmG9ctwPB+Y2W+TXIt+ZjbZzJab2YTE\ngaqZHWVm74fr+bmZDYkPdEIb55jZ/8wsmhnNMrOHY9ueaWYXxdYZimbIjwrrl5hZnyTXKtrPd81s\nlZl9Z2a3WKyyT7jf76ns+m8McPdZWdnZox8afk1JfQftppK5/ajcoLpeEGbo90N94BpkiluKBiKd\nUAWhbNQ3fr3wq492RQOoA7Zn+0/f5M0tcsj5oMuhp+wV2kg0vUwOw5ASrU5JKUTutEADyP2AD8cM\nGdgSBcRVpe71Qsc5wTTY3p6KqXtTivLzFppZx7DfY2NtNIn93wudqyh1b7OwHy/HCKjDEfHyeugP\nrkID6cPRrO01AN9+8Oo579x/0f5jhgx8wsx+NrMHt+lxRBtESo0ZM2Tgn81sZOhPfhxbcMyD7z8x\nJHvMkIGrzOz28Nx9bWanoSpcE1HQW2pS1LxZvHbNgatWrir+81UXcvbB+/Lnqy5kxdKllJaUZFts\nhhTAzM4Ife7K8Pvc2HdRH/EbM3st9Fsfmtl+4fu+aBDbKta3DAnfnYcmQm5Bgf4DqNDGVej9e7el\nOTMfBsPXoiD9YjM72zLIZyqQpLehoOViSzNtLgQx/0Jpi7mov09bXeIyOB6KvD5uN7OUCpdU0d40\nFDwZqsxXrdogg1CIKledF1VcdveZ7n64q2hHc3ffxd3/Cvy7aat2cw/Jf+79AcNHtQ5q1Tc9oaCF\nh5TXd/56cdGK+d9NnvjA5U+j+6AlMMus0ctmtpm73+DuFdKlAlF+J7o2x8c+P8NV7KJZ2K8KhFRs\nuS9R8NvfzAbUyxmrIwSV0b2oD67TfXWZS98b2j2qLtuuZHvTUZpZD6RC3OgmOcMEwnCk3h1uaU4Y\n1BfCxOmfUCr9JcAtnlDgxlXYJiqAs9zdL3H3bVxFeDq6+ymuFOto+RtchXPauArsXOzu/WLf90vc\nRvi8qiI60TK3unt7V1Gf0939mvjz7u6PItL6OTQ2uYByQnlWdnb2y8AEV7GfJq4KvlEBnUNdVWs7\nuvtfK9vPSs7ju64CQ83cPZFA3Rr4mdgEWnxVYIa77xfW3cPdK3hFeTVVdX+JaCClGlAdIlIqUkat\nQTPMNSGlFlJzpdQpqBpHb9SplCADu13DdwejgUkczdFg7iQ0m7YtGpBEuCKsexrqvNqgACSOO8Jn\nJyP10udAkZVLPSMMBc4Deq1aPC9n+n9H3AhchNj9I4AB00eOOA3NlHSr6kCLV69csuTbz/ZDKrQe\nKMAYYmbxqmVlzHhRft6a0rWrJwLGulWLy/YrHP8zifuFzmMZfp71XucmLVtvvlX3/gPDspeZWbya\ny19Qms9xiGB7FnjZzOIVIJqH/f4jCnYTZwwSMRhVtzkVXYvNkHohPgNwLfB74Cx03UcAT5rZgQlt\n3Yhm+fdGgXPZrERY9vGw7s7A2WGb1ya0MRT4L5IbP4r6xq+B36IZuxuQsW1U/vZOdG5Ho9mZDihN\ni/gxmNlWaKD+LkpNOieco+sTtn8KVV//jEdpScnvVq1Y8Uo8aF+1YsUrpSUlv6vjTfVBhNCbiQOX\nesb2wOaoL1yA7rUt0aAjC93D04FuP8189yPKiaStBzBg8SxmtVzRrPQ/KIVtTKK5dhXYCpn21jUp\n1RP4+aDB/5pHudl5L3Rc7yUsewDwflAP9AGmB2VEX/SOeD+3oLA9ek5fD+v0Q+Rb1NahwLSYofmA\n0E40qO2P+vlxAEFJlQuMDSl2tyJfpbkonfN44Iet9uzX6tPRDw8pLSn+GvUBxwCHLvzqo38j0i1S\nPPUDOnQ7/ppbt+97/LT5n08ZhJRSC9Bz9wAyDd4eye4jDGvaeos7ep55x9jsJs3nIBP7qcCxYXsd\nUfABgJmdBAxDKXY7o75muJmdnHBOb0SVvroBs4B/BrL6bRQkLKG8b7nTVB77HtR37Biuw6hwvEei\nd98PwC2WpmeSy2fqL6jPPwyVac+YyrkhkLofFQQ4FTgj3YDVlbY4HPXLN9XmOAOBEq/yV62HXjXt\nfYfGK1+ia9C/Nu2tLxTl55Wie6cTIoSrWnYtup+7oPu3Wky498IDl3z/45bKzJmLfrfoDzmV+mK6\nqhz+C1VFq7EnWSAdRyOVUK2ua33D3d9Aqc9nJ4zP6qLt11DAf7opxape4apgNgL123/cSImpZWhs\nWUoGGrgHxc196J65yMyO2MC7VCsE8vRyMzukcePGBw0aNIhLL72UQYMG0ahRo/5ZWVnrxT/XzJqF\n5+9q5GGZrKLyRnc/rw80kFINqA4V0vXCDPZS1k3fq04pVVNPqc/cfbC7fxZ+/hxmzOa6++vIW+O4\nhHVygLNd1VQ+RJ1tPLC/GLjZ3f/nSlc4h3LPK8ysefjsCncfEwYzZ6KZ+jhJ48B17j7R3ae23naX\ncSsX/bQDcI67T3P3CejlfTCSXHatygeheNXyJc3bbrVswPBRzwRm/EkUyMX3vcL6Kxb+8BbAFrv0\niqcNVtgvJB3tU8l+la/kpV/tccwVE3b/zcXdwgzyvYjkwcy2RSTese7+trt/5e53I6nrH2LN5ADn\nhm1/5pKTV4UL0LV4wVX2/ALKTfEjX5drgNPd/VV3n+3uT6B877MTjvlad38rXK9bgd5W7gExBM0A\n/SPMiIwNnyXK8Z9y98fDdr4JwdkN4V6aE87L3wn3XAjOVwKr3X2eK2UvevHEr9X5wFx3v8jdZ7l8\ni4ZSXlo8wjR3L6ji+mc83H1hSXHx4ShgPgLYsaS4+HCXyXBdIg8N8pIZVNcneqH7rSkKPn8If7dE\nvgRdEMHRaMao+5ugvmUr4MdVrNojh5zFu196RxYicGuy71EgVGekVBjg9wAmNW6+SRRgRKTUVI9V\ntLPy1L0JoepnV+DN0EZf4G2Xx85BSCU5MSgRDwZed/fi3ILCrRDhGxmcdwjtjAn/ZyEC6s1YNcL9\n0Tul0FQl8CJEMM0Cng4zlI8Vr1p+g5eWZu8y8Nxj3H2Gu79u2Y0uWj7/20OW/TT3/RgJNn/A8FFX\nt99t/x6d+hz7IEpBaBZmYL9A6iMHVrmMUiPc0eeyR1u02nqnFWZ2EyLwLnb352L9bLxPHQZcHt4z\nc9z9eTQjndjn3OHuo13pKkOB7YDO4VwuRjFD1LesQJMMy1BFwK/dfaq7n4Uk/f1QXzMMqdYuM/lv\npDXGc/fRiEzbGviTmaXiCbde4MI/kQfdkSj9JC1Fl7u/j94zW6AKf2mny7mUKpejCZlbLXl1q5q0\ntwxdz1dQwHh6utdzfaIoP+8zFOT+PregsG01y84EXgROyS0o3LKqZc1sRy9dfSh+n2necRv0+75s\nKI5XwNzGyiteRqXUH0Ik69Q0iaW/oQnGwZlGLCTBwyiFfLDVvS/ZE0hFemVQwtYrAsn2AFJnHV/N\n4hkJV5GKIcjeJOMM3AMx9QBS85xrZr/ewLtUW2zi7tvk5eVZ165dadWqFV27duWII47ILi0tTano\nTgQzOyCxL4n9VFWs5CqkaP4OxSTJ8ItNwasNMv4F14ANjihASKzAV2/pewHvx/8xs0NN6WjfhM7g\nSaBtQge/wt1nx/7/Hg02MbNN0YzzpOhLV151XBGwAyJX3o4tE6WsJM6wfRT9UVq8dmZWTqPSAcNH\nLYp9/2PY9lSkrqh0wFWyZuWKZm06/EzFKnxl+54MU/9108cAm223a6IX1Uexv39E52ROkv2KYyKa\nce+XW1C4KUrd6RKCzt1Rqs6seIeMyK74TNwal+S6WoRr0R7KK42FGfD4Ne+MgvdXErZ7MlIyVHbM\nkfdQdIzdkOoo3sZDQPuEe6fC/Rb283wze8+UXrgUKbaSeYdVhZ1ZNxVqAtDSKlbKmZawTJXXP5MR\nSMmXve59djCz7SivupJ4XusbvRBZsBapLB09T9ugfnIN0L6keM201Uvm74v6kd7A2Nd4bast6fBy\nTtMWhwPvF+Xn/VCD7XYGfsDL+uK6wLboGYwq6c0aM2RgKSJckqXurUWkVVSt521EPm4JvB5I94OB\nd4KqqTvq86OUmEOQoipqe0D4f0L4fy90v8cNzvOAD4OSahfkzbA5Mg1dBUqptOycg5q0aPX15EcH\nz45W7HnWnaW426wxj8XJpY8RWdoUKaF+pGLf0QUptWbFPqPJpu0+RZ4Xr6xeuiDaRryvK+tTw8TG\nDsAjCX3OdUg9Ekdiv2VU/cy/goLNr8zsCTP7nZk1c/dxyG+jOwp+Hg4/g5D/UvNKW6wCgZi7BBGt\nt6WrvqovuPtLSC3dGwV7zdJs53OkSipFKqe0jYldxvjXonHFdabU8dpU5itG5NvfkJL4unSPcz3j\nCURQJxaoSIYn0RjxwmpMzMN4I9GXucxJICJOv6O84mW8WMb+6BmqcfpZIIpvQYrVKzKZHHSlud6K\nxuiX1KXCKBAYd6NzPCRJBkGdIzznTwInmVlKirpMgyvFbRiaeBicLoleXwjX9WGULXCmmSVmkGxM\n2AFgu+22q/Bhx44doz9rMsEymeR9SfRZUoQJ7cautOBEs/UoZbAsRbkB5cjYjrUBGYMofS+RlEpm\ndL5J5COQgHRIqWi7USD6IjKDG4QCmPPD1/GqKGsT2nDqTyJZtq1l877+zrKySxEBEd92FgqESqmm\nCl/xquXfU5GUitYnrA+xYylevaIR4E02bds1t6Aw/oKLnwMn+TlJ9txHyo3DEz5vidJ59qJih7wL\nUp5FqOsSpdH9dUTCdndFaTNxJB4zlB9jS6RCiLexO7BjgppreexvzOwElMr5EEor6oaqYtRXFZ5U\nnRTp/AAAIABJREFUr9P/dxyMZhxfTEGNV2cISp9tUVASVd3bEvVtUQW+6cDOX4z75/eIoF+O7pdV\nc5izdFreZs+iAVNFg3OjK0ZV6Tl1bnKO+ppVXQb8YQZ6tidS3v9MTFj2QFR1b0X4+8Oi/LwlKBpc\ngI67M6qGGCeh5gJfBBXUocAbRfl5a0J/dSgwLpbCeDhKVfoMILegsAuwE+VG5FH/0gylw0bYJ7tR\nk01WL1tUlsaZW1BoTTZpcxTAz7MmlxvkmxWjwH5sUX7ez6zbPx6NruXX8YPvdOAx+6D3338p718S\n+5x4fwMKxhP7nF5URFX91joIypm9UCr2dyileKqZbRoUP9ehoOdWVCY7qlB0h5lVqUKpYpvzkZJo\nPFJfnWEZZDwc1L9DEEGadgqey8z5SuBb4ObapCfFSIGR6D44qzbnLCjDXkTXcw/qwLeqvlGUn7cc\nBbkH5BYU7l3NsquQOrsr6hcqQ6hU+mbCx5GdXVkFzGRl6790pYPdCfQ1s4NqdkTgShW/HZG/J9Z0\n/fWJcD+PQB59R9dx26sQCZ6NSO/1UZnwWfQ8nWUy5d7oECbpbkLvg4szLR0xEFN/R7YUp5tZYibK\nxoIvAObMmVPhw9mzZ0d/pjyWcvfVlfQlX7r85hpQx2gIehpQHVahAXOchFrGuqqoSMqYSFaBArdN\nKyGsUsHegLmM8yaFmc0aVZ5z9yVoNrpMUh8GivEB0xcoUNg/tkwOKnH+cWVtr1o0bynq0HdO/K4o\nP28FCrSqJKVWL5n/A9Axt6Aw2WAzCrjiqQXdAc/Kym5OzSr3JUPPEGSOBQZaVvb+KH3SUSWLbKB9\nkk65Ot+opAjX4kd0XgGZ0KOAK8InyFNsuyTb/ZbUMQXYKY0XSm9kivhgSJP5korKMJAyprp7egbr\nBqMHAEvd/ZtUD6IBZffI0ajM7yvrefP7ofdlM0Q0/QQ0Qv3gF+jZXA2smvvO/7ZAA59uSDHRG/hw\n254De4T1ElV5/ViXDI5jIrHIq47QE5jS6YDf7o5SESei+/SToPYAwMw2R+TQWyEVZzeUupeNCKrx\nQeV4MCKopoVUu57Aq6EP6Y6UZa+GZnugSYrI4Hxz1BfEDc7zUL8XqSk/Q+T84oR+5+gmLTf7vGTN\nyi4xBUn3+Z9P6Y4Ipk+jBZtu2q49IjT/k3gyAmmzP7q34rJ6b7H5NocgQq3a/i7s23fADkn6nPgo\nuTrpftK+xd1L3f01dx+M7q+O6P6JvHOuQu/gO1B66eXoPr3bzNKqsBpIlntQJbMjkTdKZaro9Q53\n/wgRZ+0QYdO+mlUqa2cp8ut6HwXbh9Vin9zdH0P+SkcghVOt0nYC8XgF6oPSNrRfj3gTKcXPCf5w\nlaIoP+9D1D/8MbegsE2yZdx9FuSMhvNL5CX1Nfp9QSnkpFRMI6gK30BpSjUm9ly2EP8ATrBYAZxM\nhLu/i/q608xs1zpu+2fkideJ9UCwhPfIY+i9f3FtU2M3FML9cxea0Mk4n6zQbz2JbDJODmrcjNrH\n6uDus7KyskYXFhaWTJ06lcWLFzN16lReeumlkqysrPqolNuAOkQDKdWAKhGChGVUr5SKSKlkg9WF\nSOWT7kD2c1QJ6SIz62QyjD27upWS4B4knT0qDOjuJ6bgCkqAv6KZ5dzwIn8YDQLjJT0TOmnHvbSE\ndVP8IlTrK7Vy0U8/odSRfRO/CzNTE8O+72yqzlQAULxm1Q+U+5mk+/LY1szunD5yxLQ577ywq7tf\niDxQotmdfwJPmKpFdTSzHmY22MyqCqSrw72o6tGvzWxHdG1aE4K1oAq4ExhhZqeY2fZm1t3MLrCK\nhsHJjjn+2XDgFFPFvV3D+TvezAqq2b/PgH1M1Qy7mCoSJl6b2UBXM9vRzNpWIsm+H9jGVE1yJzM7\nCsm476pm+w1YF3sgRc5MRFquT/RCfVwJ5f54PyEyqjh812nF/O+mlBav3ROlZnUJv3du3u5XbyIS\n5+VgBhxHZ8pUAEngPI+vo15KGyHlYkfKq+59O2bIwPmIPKosdW8SIlNLUF+0B3pe3wjKpz6IuCkN\ny+VQTqT1R89KNEM5AJhVlJ83O/b/qmj53ILCTdC5eil2rnZF5+gQMzvZzLZvv9v+v/nqzWfztt73\n8NsQIfi4me32zXujL/t09CM7Ak94ZIRvZk02bbsV8qwqV0+V4yj0XktUfFpWVk5rKhJZ1fWzQ4Fr\nzOzC0HfsbvJ3uqQGbcxGKb79Qt/SzMzyQpvdTF5/p4Z2yog3l6/RlYjUug2lKl5OuWF2WkRLCFZG\nITVWR9QvJ6YjbjCESYOr0Pm4I919i6mcRgHnh3utNul3o9E7aHeUApmUcKlBe3PR9fwOGdon5rJl\nDMLY8a+ILExFdfEIum/Pq3ysVPw7WP6Ksvi3Rb+X/QTF59Vg1/6KxrRXpKlgexb1h5enS4CuRzyJ\n3pVXp6sirAxhbDgC9f317vcUiKn70DtqsMUqHG9McPe3KPfJ+m01i28QuPvTqEDQiYic2qiIqdLS\n0t+tXbv2lZEjRzJixAhGjhzJ2rVrXyktLa3rojsNqGM0kFINSAWJpNQykntKgWaiExF5LaVqdl5h\nFjnk3V6GBp0foY5ycIptxXEXekn/HXmiLEEpGXEMRgHIE0jlsD0wIK4eSNw/7WNpCdAlIZUuwjQU\nwG2d5DsALy1eU4zSYCpLGzgdBXrvoZz+6wBWLvj+A6Bnk03aNkm2XynA0bE2++6DsaM+e/XxnTvs\n0We6ZWW/aWaHm0wBTwvL3IkIgf8C+6D0nHRxGyK7HkfXYhkyPS5LyXL3fES+DUYDq5fRrPNXCfuf\n7JiiNsagKkD90UDyHeSTMruaNh5Ex/k0CsLboFnvOB5CAeF7iKDonWT734V93heln94f1rupmu03\nYF30RwTxf8MAdb0gzNzvhJ6/KHVvc9R/rELP9afAljMKH1iJFD0tUL/XAVi039l/aoUC5ooKL6MJ\niq7qOj2vKuwL0GTTdu+j/mYiep5zWJeUOoCKqXvvh9Scg1Bg/Dkis1pRXnXv0LDOguBR1xN4tSg/\nz4Mqai/KVVI5iJQaV5SfFxFC/dHYJH6ufh3WuR2lMX2y4MupD69cPG9t8zYd3ghttAGbPKvo0WNz\nmjQfR6zKaLPNttwyKzunCQooIziAybi4P0oLLK+cmZ0DGGtXLp1elJ+XqHLqb5UYprr7Iyht6w+o\n738dEUg16bfeQYHLv1HfciW69wYhResnyOPuBK9oyh6pGK4iVOJDCs9hqP8838zOSdfTxOUbeAnq\nr+/MJFLE3X9A52k+MhrfPc12SlEf/SgiUy6pjQdMUDhdhSbl7qotmRfGItehlMorzeykTA0agx/c\nc8BvcwsKKxv/RMsuQ/d8T2Jq9TjcfaH72ngxje5Q8irw+1TPgatIyd1I2Z5oBZDK+pGv0jI0sbY+\n0tfSgss39Q6kurzS6tgLKxAsTyG/pwPqsu1KtleKxvEfAflhQnOjg8sn61/AqWY2YEPvTzK4+3OI\nKD4W+EOm9jHJ4O4LS0pKKhbdKSmpj6I7DahjZJTZWgMyFsupqIyqzOgckquhIlIqJV8pd18nZ9zd\n70Fqmjiein3/OCI44uv8j1gKRHhBXxZ+Ktv2ajTovqSS798gIa3C3R/PLSiciEibTij17QYUPIFS\nuIpRukUFv5Kwfj+A3ILCo4DTcgsKm7r7bxKWmYkCxDiycwsK2wGP9r3y8ZKi/Lx19ot1z0l8vxLP\n9fndTxqy/1dvPDfSS0s+Lf84ZzQU/y6sm+ycrLOd6hCuxcXhJ6oGNgMFYfHl7kWqqmRtJLsWU5N8\n9gpVpHu5e7I0mTWo4uIfE766LrbMz6iiTyIStz8eKVIq236y+31jNpqsc4TUl4GoL3mtmsXrGj1Q\nClQOmsmfh0zCN0PG0zsB2e6lP8//fEoXlHIWmeoOACvMadLsMGB8UX7e4oS2OyGyan2SUj2BmX2v\n+HsHRCa9i9KyKqTkxlL37sotKGwf/r4jBGG9gefd3XMLCg+i3ID7V2G520MzkQvx6+F3f6Rqioxh\neiDCdzSUVeE7gti5Cm3uA/zJVT3zlpBK+AjwWFF+Xgn5/jFwaG5B4WB0Ts+NVFa5BYVZB17y0JzQ\nZhm5FD13ZnY8ugaFrqpu2tGhz3dARNV9Ybk2WVlZg0tLS7NQoE12dvZo4HehDyTW9tOI0F4HIY0v\nsY9YnOSz8yn3ToyQktm4uy81s+sRoT8UuMvdHzSzOagK4NZmdltIWasR3H2emV2JKqZeaWbbI1Va\nogJwvcPdF5vZtchsfLiZ3enub1e3XpJ2HBhpZvNRJdo2ZnaLJzGtTbG92WZ2OboWt5vZrYGsSgvu\nvtbM/oTGE6ei6/mnMH7JNDyL+oFzcwsKr4+l6AIQlN+vAZu5+9u5BYVvo5S/qUX5eUnvz6DS+Sys\nfz+63geyruFUUrj7x2b2DHCimX3gqsacMtx9uZndggifc83sz+tzoqQmcPcFZnY7Src7kdi4uY7w\nbzQxc6mZ/Vjf6VHh3r8ZKRCHmdngoCDc2PAv9P69wMyWuHudqaHrCu7+vMmL8Wwgx8weytT7PBni\n/UQDNg40KKUakAqSkVItEyTWy5BCoNak1EaKL1GayzopfEX5eauRwqg6ufEkFPim7BEVDHs/IsVg\npTp8+M+br1/83fftZJswF/1u0R9y/lnNqjWCmW1rMs3tYvI6eQClhdTpdhrwi8F+yEduvKfpZVYL\n9EJ9XinqwwypV9pCWQW+nX6aMfFjpHqah5RSy4BmXY+7+ntEYhWu2zRdEGE9J8l3dY5AKO2JiKhe\nwKLJjwz+EqmnEoP3eOregYiQmxSWbYZS95qja/N6CDb7offFu+H9MACYVJSftzgQTv1Rml+kiDwc\nmFmUnxepiPZm3XM1EBXSGJ/w2WpiZHNuQWEHRJaNTEiR3B/YChm4JjsfRwJj42rYsO/HAtND2Xqy\nsrKeatSoUf9BgwZx6aWXMmjQIBo1atQ/KysrI/uskPZ9IzpvV5lZXkgny0cK4LusYgXQmrS9BqXu\nRFX+hgbF2QaHu69EEy9Rmk/aaebu/iYyUu+C1Fdpp9+5+wLgavS+HpJuKmWsPQ9qhpvRM3lLbdMD\n6wOhmMEDaPzT18zGmdndsUUmAB1cXpOEZXNIrXJfpCp8CzinhilqT6OA9QpLo6JhSBm9HylDM1Lt\nEiFkG/wDON7M9qpu+Rq27cCfkRL0ejNrV5ftV7LNVYiUmo/SkjM9jXIdhPP2IHrvXpWusrO+4Urb\n/gt6T563MSmmGrDxoYGUakAqWM666XsGlJWaDgHJUpKk74VByXJ+waRUUX7eWqR2qEBKmdk2Zrb0\nlWFHXfzq8EE3WKxMuJktiQcFwevkaypP4asMryPPqra1OQZJoUsOw+8zOAlVuj8JuC8big+riVQ6\ndnxLkxzz/ijAPw0FueORgfIhNZ2xbMD/G+ShPueF9bnR3ILCFiiYykLkegnySFmB+rSOwDdAi1lF\njzZCg+SOKBV3X+CDLXc/oBcirWcl2cQOwFc4xfV6IOXoBjTJym40CSmmJi2cM70r8h6qLnVvUiCT\n+gKfuwoO9EIqstfDYLUfIg7XIOKjI+UG53uhczcGykikPVFaWYQ8FCjOAjCzFijoGx3aJLegsCki\ns4pCIYkIgxB5VaakC+TSccAHRfl5yWZMD0YTKc8nfL4Hkv4/F/Zjx9LS0sPy8vKyu3btSqtWreja\ntStHHHFEdmlp6WGVpfJtaLh7MSKP/oeC9pPQvXkZIhzvMrMqq6NV0bYHNXJE2txlqpS7wRGO+07k\nDXWemZ2YbjDlMlK/GqnD7zKzbWqxXxFR+BJKpTy9tkFeIGWuQorDu4NyLaNQlJ83BRFHZ1hWVqIi\nsDg+0VCUn7cQpU/2q65yXwwPhN/npLpP4R65C41L0/EoJSg3R6NnKyP7gBieRYVfrqhr4ij0zTei\n92O+1dLUP8VtLkME+2rgxkwkZKtDLB1xBjpvGePTF0eYzLgHyAUuqus00AY0IELDjdWAVJDM6ByS\np/BVZma+iF8wKRUwg3Ur8H0HdNvh4JN+0/Osu97sdOAxR1JeJnzP8H0ck4B9qzJFT4K3kdqitv4e\nobpcYjNRBg6PmQy7rw4+Fn3NbIdKBiDR8XVL+NkTeM/dv3H3A9x9M3dvHf6eUMv9b8AvEGGweTB6\nVmqcilNL7I1UQS1RetUC9N5si8rHNwWal6xZ9fnKhT90Q5W7uiIvoZ0Oan/MZy1W5fQFChPTVgKq\nNjmve/QAvj/42qdB6qGo6t53xFKLrWLVvV8hgml8IIn2pdzEvB/wUVBsdkWkU0QK9Ufna0r4Pxd5\nuUXk0GHo3fIWlJFUe1PxXB2KSK+XYscQeYu9GH2QW1C4GXAI8EKYBImwLyLGkqmkDPgNMNHl/RZ9\nPm7Kk8P+hojEaN93ANhuu4qcS8eOHaM/Oye2nykIM/KPIi/FE4DzKPep+hipnI6uBWnzIUpxW418\npnpXs8p6QTjuh1Bq+e9QmlVaY96QcnkFul/vqI2qwVVB8cGwb0cjNVetfImCaucy9LzdbmaJFV8z\nAQ9NeXLo/l5aegCqoFZqZiVmdmr4e1MAMzt1zJCBz82eMHLZG3ecMtbMlpvZMyaz/1PN7CszW2Bm\n90T3bFA5PgycZWY/mdkyM3snpAYS2t3WzF4I6y4zs4/QmOQBVEAhXU+kvyGV0OBMUQsmQ3ge7kI+\niIOtFj5plbS/CKmXtkIm8PWuqAnbvB69I4Zn8vmvDO6+FhF636Fj2HID71JSuPuraILjEOSzl241\n9QY0oFI0kFINSAWJSqnKSKnFVE1KpWp0vrFiJtAu+DwB8k5y9y+373vc2E227LSoS//TNvOKZcIT\nfTgmIbVZyqqkYDz8LrVP4QvBcaItQ1k1+seRwe6mSK5+BarS96yZPWZmBWZ2lpkdgYL4RcBXvm5p\n9Ez0vWhA5qIPIjteDEqD9YleqCJbPDV5Hur7GqFgZMcv3/j396iPNNRftgMWDNxn8KEdf9xkO5J5\nnRiGiK1p9XwM2pyChB7ApOxGTfYDVv0wffxHSDH1doJXRGLq3kpk6N8bkXPjQz+3BzAurHMIGljP\nDCXgDwJeK8rPKwmkUQ+kbvLcgsJGiFwaGyORjkDvlvFhf7NQmt5bIfUp8pz6NfBWUX7evNj+DkSz\n9GWqq5hK6pOi/LzpSU5JD5QSOjL+YXajps0aNWu5OfBcjBz7AmDOnIpZlu+99170Z7KKfhmDoGr6\nD5rtHoCUP8UoGPoP8s672Mwapdn+j4jkeg9VHsyIik2xFLdolv/qdAkgd5+PPLq+QClDtTJ2dvcX\nUMGLvYGbTVUxa9PeAuAa5Gl3rZkdkwnXIEJRft6CHQ87Y3DLLbZb1LhF62dQmm4HRIYnEvbNPx/7\nRPs9jrly0k6Hn/UXNLYZiYjsw4HfI3XTMbF1TkR90xSUUvws8LKZhck27gcaIwXo7ugZWIZI9LeQ\nt8/mNT2uQCrcgojyKzJZRRI85G5DJPtp9dD+bOQn2BM4pa7br2SbPyHF1GaIYK93lVZdI6QcD0MK\n7OG17QvqC+4+Dvmo9UXEY4MvdQPqFBnbeTYgo7CMip5Sy8LvlgnL/X9XSs0MvxPVUhTl5xWjWelu\n1bTxKQrM0knh65RbUJh2+oS7z5Kp+fklsh/4Gv2+oARyRrv739z9r+5+nbufimbdL0ezJ+NQ4Lon\nqgp1EyKx/m1md5vZZWZ2nJn1DimNDS+zBqSK36J76+XqFqxLBGJlH0R2LEHEVFukCFmM/KMWAz73\n3RfboOd/b+SRcmBWoybjvumwukenHzf5IOahVA7HcW7BK3gllcPYDaMuU3E6oxSfd1HQMGXaM7d1\nRn12osnqAcCUAcNHrUQD0ImBPOoLfBQC9L6IuHo7eLL0Rt5MjoLCFpSn7h2CSJDXw/+9EbEXGZw3\nQSTVKzGSal9gSyqmbO4XPitLt8stKGyG0v5eDhW8InRFaq91VFIBvwFmeEL1usYtW29eUrxmOTFV\nnrvPMrNxhYWFPnXqVBYvXszUqVOZOHFiNKkQr6yXsQiz3Teh+3oY0Mxl0n43In9vsjRLxwfC+HbU\n7x+L0lFaVL3W+kHCcd+Q7n65KrcNRSTG1WZ2dC33611EJG1BLVMDQ3ur0TV4GhmgX5Iu0VgfaLn5\nNs+5ly5vtc3OOw0YPmpBIBRKkiyaU1q89vQ2nfa4d7tev965ySZtxiKi/HR3n+mqXjaOMBFnZtsi\nkuUwNNbs7+53o774D6HNbYAJ7v6Ju89295fc/a3QX/0FvWMuS4dUcvd56Lx3R+RYxiJYJDwKHBWs\nFOq6/cmh/WPM7JC6br+SbX6Nnsttka9VxtzzqSKo/fKBJtSij6pvuAr33IYm7K5sGMs3oC7RQEo1\nIBUsB1rEUsqqSt+rbED7iyelghfCDyQxOw+YBuwWyqBX1kYJmm2uKSn1ProuB9VwvQQU/w6WvwIn\no/f7yej/4t8lLunuy919lru/5u5PuPvN7n4emr08B83C/xuZOHdAni/XoBnL/5jZg2aWb2Z/MLND\nzWznjVF+3YD6g5l1RAP9TxGpuz7RDRErmyAFVFROuB1SSxnQdvnP33xcsmbVrug+b4OIqqb7nJC/\nxPHWvWdsOTrN7Z+KCLm6Qg9gWa/z/vwDImui1L0FxPyuzGyL8P14YDtUWWl8SKPsSjmxdBDwbvB1\n6o1UCJFqqj9SKH0bMzyfECONDkdpf9+E//sij8J4mt6vgU9FlpfhaGQ+HveHykUD+US/seOQqmVK\nwueY2U7Ix+4lM3vC5Hf3bbPWmw/LadK81Yr5339elJ9XYma/N7PJpupI+6xevXrVyJEjGTFiBCNH\njmTt2rVZiKxcGFKRHg3t55rZeDNbaGY/m9mLliFeP+4+iXKz85vNbLMwA34NIvxGpOttElMm3QDs\nSi3M1Osa4bivR+mcaZuCBy+iu5Hf2B/N7MzaqGNcFaKuQGlVd5hZdQVRqmvP3f0ppGg4EPntpEU0\n1jWK8vNKVi2e921O46atkDKyMqwIqptC4NO2O3TvDMwJipIIPyIyD6R8ykbKzl+j87gcEa2RUurP\niCh9y8yGmQqsAGX+RHejPmFQOscW0lj/AZxgZvuk08Z6xChErF5sZlvVQ/v/Q96BF5jZrvXQ/jpw\n989R+uAuiCzZ6NLLAkk7FKkIr6ttWm99wVXR9BY0prhmYyQBG5CZaCClGpAKlqNqKFEHuQrNbiUq\npapK31vILz997//YO+8wq6qzi//eGUCkqCCK2EBQxAY2FDAqKDDigAWNMfpZYtTYS+zGgchoLFhi\niRo1Go2aWLEw4iBKs9EFC4oixYICKl3KzLzfH2sf5sxl6r3TkLueh4e55exzzr3n7rP32mutF5Qr\nVRYpNR1l0FQUiDkRaJeVm7dtBe9bj6DEGg/0rGIeVQm4+8/u6/oh++DRQEf3df3c/ecKNo23UeDu\n37r7BHd/0d3vcfer0Ari/6HJz4PIZpCJVkAvQYPoZ8zsKTO7xcwuNLNjzewAM2tdn2XxadQY+qA+\n5bkEe1ltoDvq5wrDMRiwGP2GmyLCY6dZ+Y/9girTtQrP7QtMbdfmoL7tFjZfccDsbSZVec9GJiIN\nvqyG84hwEDCl+XbtDwCK1q5aPhmd4/sVWPdWANPC34XA+1m5ebugyX1EQvVGCqpFod/qQnFlvH0Q\nKZ0PkJWbtzOa/I0Ijw0pnSbn52T/AGAKzO5MjGjKys3bHfWtcZVUA0RUjQ25VtHzncL2z5WR5XU8\nshqeFM5rANA3s2HjE1Yu/maLlYvmRSXGGyAioxcit+aGcz4aEXfRBHa3cI6XhsdNUX7L/ih3q5AE\nm2Bdwt0/RVa0rVAGUZugoPgzWlwaainkErn7FJQzVYjCtw+uhsNOGUEVdw36PQ9NdkIeiJ8n0H1s\nACnYAkN7C1FY+RfIvpOywsRVOfA6ZFG9M6iJ6hyFa1f/snrZ4jnAaVm5eWURg+sAQhXNezMaNmra\nsMkWieNNp3gO0wwpMfdHBNUDiODen/CbdPd/AbsAT4b3TDKzC9c3pkD7F4H/s+RDy59H/eYVVo8r\nwoX+/l60IHFddZMfof0H0Xj4L7WVk+TuHwO3onvdxfXJvlpZBDJ2CLq/1Fs7aCD5b0KLhvWWQEtj\n40K9vNjTqHeIVrebwvpKeyuoetD5FiET5NeMz4D2wfqTiK8QwVfRSug0NJjvWsV9j0ET472quN0G\ncPcv3H1EWMWtFoSB/FJ3/9jd33D3R939r+5+NlJXXYxkwXlosNQR5RL8FYWYPm8lg9YPM7P2G2OG\nQBoVIwzGTkR9x6gK3l6tCP3UQWhytAqpYVqGxz8hAmKNe9HyRbMmtUO/2f2QGnK3bffsMT3DrXP3\nz1ovJLkg8x2R+qdaSKmQldIeWfe6AR+PufX3rYFt2LDq3iHAlL5Dhq9GSoP3Aul9OCpSsAKRNEuB\naWHytTfwVtj+CGRxfCc8zkLZWZ+Gx0eFbaP9dgrHlhc7hgHoc44H2x+Hspsmxp47HFkqX0w4h5OQ\n/zjx3DCzNkjZNQI4C7jC3cf0HTL8hwP/cMu8osKCIi8qKgJw93+7e374zL5FZeoPB8YGBddPodlF\n7r4wZLbg7i+5+8vuPsdVjv1sYJ/aUg1UBmHycxW619xuZu3dfTEibaJcopOTndi5+wKkAJqGLDVJ\nt1WdcPf56LzXoPNOumpasJFFtsDcVJS+wRp4I/odXRbucalW5ouIxl8QCZdUpcVqxtql33z+OSLy\nz6nozfk52V+vXPztRw0bN90qKzevLLXhNLTA1doV+n5TeL6nxyr7hcWyh939RKSMStz/08iKe2Uy\n44pAxtyFxsfX1+eJelCd3YqCyStdtbAK7RcgNc1KYFBt2dGCffBudB/6Y33oc6qKsGhwG7LZX1Bf\nzyEsPgxBC085ZrZZHR9SGhs5fu0EQRrVg5Xh//hK1XJKJ6U2C/kgiViClAb1QkZeg5iJBkch7CY+\nAAAgAElEQVQbDHSDNe9jKiClQnD5J1SdlPoMSdpTDTyvdbj72pDz8I67/9fdh7r7pYiU+COSND+B\nPt8t0UT3KhRg+7yZPWZmQywErZtZZzNrWV9v5mlUCp0RWfFefGJRS9gDKTubE+xZ4f9tUF+2Gtjx\nh0/enYX7dmjSV4CuzR87n3jVji1WbOYHfLnNTHx9/1kVRNXcvkrxPCJ0BQp37n7sp0jFNAGppFYQ\ns0XGrHvvhGPYDln3tkd92thA2B0OjAtkVS/0ebwXVE+9gfH5Odmrs3LztkAEUBRwvhmaLLwZtgWF\nlC8g2OzCxL4XkBcmNgT11SHAy5HyKezrBGBifk72+sqBQcXVFXi+DJXUsej+NR+F1Uck17GbNW+x\nAoozpoJK8w2k4jweWVJA3uYyYWa7mtkzZjbbzJaiia5XtF1tI/yurkF21FvNbB8vziV6GjgVWWGS\nmmzEJr5PoQp415vyx+oUIQPoGmS3/5uZ7ZtCWxOA6xGRfHv4DSXbVgFwP7rXnYwUNylZY2IqrKjS\n4oA6vi/OLSpYd8CC6WNeW73sx15tuvTaHY0Ny8SSeR/PLCosXAtcWlr8QVg8ewZ40syOR1bgd5F9\n7AIAM7vbzPqaWTsz2x/1MZ8mtFMA3IGI7goJs9IQyMVb0PVwfn0egwRi+gGgj5n1roH2lyOitSW1\naKlz97GoquKxwO9qY5/VjaBEuheNdU+t48MpE8G2OhgtLv01vUicRipIk1JpVAYllFIByyk96BxK\nV0stCf//qnOlUK7MasrPldqjDCVVHBOBLlm5eZXu4MMEbAxwSCXa3ygQ1FUL3X2qu7/q7g+4+/Xu\nfjoatEcVAMeile/9KBm0/j8zu9PMLjez35pZd0sHrW8sGIAsw8/Xwb67I3K5APVnGcCPyM7VAhEa\nW81+++lMRAR3QkRPj4abNx+X0aDh4T1mtl7coCgjWaVhB+DbJAmt0nAw8HGnfufsgc4hypOaEBE/\nAYnWvaXAR0gxtTo83xlNMsaECdcRKEB4NVoxbU2xdS8iyN8O/x+KJoyRlW8rRFrlxQikLDRJzY8d\n1zEUV8qK0BWFF7+QcK4noe9kg4qHgfDqgzJV1p93Vm5ec6TgyiNYGc2sCQpi3xJNcA9GxBQUW9nL\nwnB0nZyNFHcHhXOqd/2yK2D3Lyi3bYiZ9Qj97v8ozg251cy2TrJ9d/dnkXqlM7KS1USOTZUQJsw3\noOt7sJkdlkJbn6NFkgbAHankh4XP6wWklOhBigqs0OYv6PN/Gd0fz6/De+AdQOFHL97x2Lg7zuzb\npGWb37Nh9b0S8KKiorUrlyxC9rvjzKwjsiXGx6RnImveHWiB7kr0mzsiTJQzEeH3KbL2fQZcSALc\n/VvgYaCvmfVI5gSDWusBRND3TaaN2oK7v4XI9vMtySy5Ctr/FhHT+6EFxlpBUDH+BzjVzAbU1n6r\nE+G7eRz4XX0+h2CbHITGLUPCvTONNKqMNCmVRmVQmlKqNPve0vB/aaRUlEn0qyalQgbC55RSgS9g\nBlqdL+v1CBPRAHe/Kh7CGDRQq+9BmynDFbT+ubu/5e5PuPvN7n4+JYPWn0c2nh2QquJ6NFh8wcwe\nMrMbzOwMMzvSzHY3s0SiNY06QJhEZCMFzbu1ue+gwOmOSJhfkL1pK6SUWozIBitYs2rBysXfdEK/\n9zao/9tsv/8bvBqnQdbUnX4iOeseSJWU7LYlEJQpnSm27s0ZOah/Q0ToJNrbfkOxde9Q4J2Rg/oX\noVDz99x9LSKavkX5N3ugc4/Iot7htc/C55iFKvdF94Z+wNT8nOzvw+Ms9Lm+FY61AfrexwayhKzc\nvKbhfSMSqhieAMzMz8ler2zKys3bARFrLwRlaiKicOXX0edbgMimbCDj8zf+NQ7ZhkF99NbIovev\nkDmTmBMTVQpcrwAwBWh3BG5y99GBsEiK0KktBNLiRnQ9XGtmR4Xn30Mqm61QAPruKexjIrKSZaCc\nqTq/RwUi9W9oUeMqMzsmhba+Q0TIYuC2oMZJ5djeQWThTojoapNie0Xu/hhSX/RFqoZav9+FaIBD\n3L1p3yGv7dyh1ylL+g4Zfrq7LwuvP+HuLRO2ubFw3Zq9Viyclz/xkSvvR31uH6BvZoMGI0xh/YXu\nfqO7d3D3xu6+I+qrDDjd3S9x947u3sTdt3P3P3jZWZlvot/CRSmQsW8hUvu8VCyitYR/At+g3361\nEwpBTfMQMMDM+lV3++XgeZTld66ZHVGL+602uPtLFJ/D4XV9PGXBldeXg9TAQ2rLrpnGrwtpUiqN\nyqAspVRp9j0o3aK3qSilIISdlxE4Pg9NXruU10B+TvYCRKZUqQpfqGb1BSlX4dt44SWD1l9w97+7\n+5UoaP00FP76T1SxsCFSgVyGVlj/a2b/sQ2D1retzzL82oKZDTazabWwq+6I7BgeJo61iXbIttYM\nreAvQ8RUK5QvtRxoO2f8CwtQ7lMTFJq9BzB5q506HYbx/jZLN/8DZYVbG9tiZahmikPOqyvPbT+g\nweYttpuCyOrIurcGZbFot7IddUQFE/ZA5zsuHMsOyLrXGKk3xgRl05HAQuCjQB4dAowKr3VCE+pI\nFdUhtB8FnGcikmpMrCpft7DfeCW9voigX585lZWbtweq7paYJfVbtADyVsLzhHyXAcAoV7bdSuBf\nwB0LPhp39vcfjft43nvD7qG4RP388Hd7YEYgLG5IaHYeukYGmFmrMBD/GanqzjWzDmEydCcVqEHq\nGkExNxR9zhdGGVBB9XE5srrdYmY9U9jHt8AVyEo2KKhX67RfDed9D1LcnRMWKZLN0VqKFj4i9VVK\ngeVhonclunbuNLOyFNhVafNNdB23R2RXnanWwnjlReDEQCiXiwkPXXbM2iULtr106P38c/QkLh16\nP42bNOmTkZn5TGnvd+WaPQn0tyrkuYVsqPuQavTPKVyjDyPr7rWpqt1qEmGx4VY0Pr+kJn6T7j4C\neA2RdEnbZau4T0dKozdRpcF6UXAhCTyO7mmXp0p21yTCAswNaLxwU32+5tOon0iTUmlUBuvQinJi\nplSl7Xv5Odlr0YRuU6jA9xn6DDZY2QyTtY+oOOwcpJbqmkQ1vTFhu/QNIYZgi1jiClof4e6PuPtg\nd/8jUlddiiZlI9DEcneKg9b/hdRV95rZ1WZ2ihUHrW9q4Y5VmlybWVESCoTfIhXKy6W9aGZzzOyS\nKrZZWXRHNqsCRLxnUBxo3Qqptxp+PTFvS0RAd0G/6Q47HthvNhqQiUBxisrYRw6y0ZSGFqgvra7K\newcD8w69/NFt0cLC+4hYmhImIxEi694kpJL6EZ3f4YhInx7aaoyse42QsurtMPg/FJG8kWoqCxFW\n08Pjo0Kbk2PHtTUlA86PAT529zmwvrreMai63k+x952ASPv1oechd6on8FJ+Tva6Uj6HXqhffiX2\n3FVNWu0w55Nhfz98xgtD/4QIuSnhtXXh75bhmK9GhArAIWa2W1DHDEYTuu+B+8JncTJwALou7kTE\nQr1HOPaHCbYX4E+BmFqCVDvjUM5RKsTNSqRifRb1r9fUdQ5JuDc8gQpqnIgm5knl3wQS/WY0Eb7M\nUgx4D8TKVYgAvdnMDk22rVibH6NrOSK7KjMeqSk8h9Rl55c31jGzjoUF6/qeM+hmO2zAQFq12YHD\nBgzk7Jy/ZRYVFh5VjhrpNWAW+k4rbZ8N9s670FjtuMqfTok21iEL7ObU40pqsP46uwfdB2rKKvYv\ntBByrZntWEP7KIHQp91PsQq0Lq/1pBA7h6moWmLSitWahrt/iYj5bVF/9WvPEU6jGlFvO8g06g8C\nkbKSCpRS+TnZa9Dqe3kV+DYFpdRn4f+yLHrTgY5ZuXkVBb5OQqqzjhW8LxHj0G/7kCput8nC3de4\n+1fuPs7dn3H32939EoqD1v+KVlw/R6RBP4qD1l8ws3+Z2Y1mdo6Z9TOzfcysRV2rAEqDpRicW9MI\n9qdDESnzSQVvrwl0R7a9tUgp0xxZQBYjVVST5T/M/apg9coOiLzMCM8v7nT0uW0RWVL2cUshtTNl\nkU7OYpw/lNtGJREmQV0ReXMwsOit3BOWIXtgada9yX2HDF+LPv/xIwf1N0RKjXf3QkTszAz2u27o\nvCMSqg8wOT8n+6egmjoUGBkCzpsgwig/ZqvLDm19FY51V6TQiqukeiAicD05mZWbt1M4l5cSgsxP\nQPepeBZV9DkYyoP6IBBJAPQdMnzNby7557zeg166xouKtnP3O939CHf/MwrJ/RrYzd2bAMc0aNDg\nIvR9PwDMatiw4QjgAXff3t0buPtZIOuOu+8drEL7uft4d89091cTj62+IRA0z6FJ0NHA1WbWMEyw\n7wEeQ5/1DZZkaHnYx9PIOncAqgxXK2Xjy4O7v4JIxF6ozHmyAe+FwD9QwPupSHmWdMhzIEgGoQIE\nV5vZSaneW7y4OuKXyG6TlUp7ySIsWD6EyP3ycr06AOx5YEmxy15du0V/7kopcPcidN22RmH7lYa7\nT0dq19MtyZwwV6j+7Uix+vtk2qgtuOy6LwNnmVlFERPJtF+IFv5+QkrJWlk4DdfAnWiRIMeUSbZR\nISg6b0PKu8FmtlMdH1KZCItK16Gx8t/MbFOY96VRDUiTUmlUFisoJei8lJWtZZRdYW+TIKVC9byv\nKT/sPAPYq4KmPkOfc1UtfEvQalTPqmyXxoYIk6eF7j7F3V9x93+4+3XufhoaYEZB6+OQsuIAlGf1\nN0Ri/dfM7jCzy8zsRDM72Mx2CNk5mNloM7vHzG4zsx/NbIGZDY72b2ZbmtmjZrbQzJaa2aj4Sp+Z\nPW5mL8WP2VRlaHTs8Wgzuy88vwjlXGAKfH/FzJaHtp+1hMpRZnatmX0fXn8UqWTirx9oZiPNbJGZ\nLTGzMWa2X+z1qOrYy0ExFREQ7c3s5dD2cjObGLO69EaDmefCCiEJ+xwNtEUZN0VmVmhmTcIxDkx4\n73FmtsLMmppZ2/D+35nZu2b2i5l9ZLGA46zcvO2WzP+088RHruoxasjAfm//7Xc9p/5n8D6rl/3Y\nGimnfgR2nP3WU6uQ8nMn4EOga+OtWr+f0aDhwZQM7S4Nu6Dff/mZUV4tdq9OQHPLyIzypD4oXLem\nGyLbJkVvsmLr3jvA3qgPH4f6qJbIurcVsD8l86NmuvuCrNy8tmH7UeG1w5BqKnrcE6nPRsJ6Yqkz\nCgSPcAxSVk0I7zGkUPgwPyd7bux9A9GkZkz0RFZuXktEir2SkDsV4SCkYHsp4fmeiPQqEZYeJkv9\ngdc9ZN00aNDg6aZNm/Z56qmnmD9/Pk899RRNmzbt06BBg1KtQxs73D0fqTwORpOgzUN/OAzlT+2N\nyKTEnK2q7ON9pNjZDP2ea8XWUx7cfQw6v31IwYISPqtn0f2hNyLxklaEBVLwbuC/yIZ+saUYVh5U\na39FRO5FZvbHulDz5OdkT0HZgWcHQrs0zAb4dPKEEk9+MumD6M8ylaXu/jWqzjewHEVVWfgPsvKm\nUoXyQ0RQnmz1IEutAjyBlGXXmFlZC8xJI1xzN6L5xPWpXsNV2O86NC6bg/LU2tbGfqsTrsqoQ9D9\nb4iZtarjQyoT7j4fEVPNkO27ZQWbpJFGmpRKo9JYwYZB5w1ImKQiUqo8pdSmYN8D2V7KWmlagFQX\n5cqIg6JgMlUkpQLGAHsFS0saNQB3X+Elg9ZvcvfzkIrgfDQAehEFP++ELGk3oFXhF8zsQUSunI2k\nzr9Dtq5BMYLmBWRxykKEwFTgrUqsPCUSGqcjFWMPlOlgSJGyFVK09EYZI/+LNjCzk5A16VqURbQA\nuCCh3ebAv0O7B6PB7OtWHHLZFamMzkA5TV3D882QbasXsC+yTL4aJP0nIzJ2RBnnNhCFsuaENtu4\n+6pw7H9IeO+ZiNyKV7G7Ha3W7ovUQq+ZWQuAFQvnHzH1qSHdm23XbulB59wxYd/f/+WdtSuXZn74\nTO7+wDbAz15UuHrRrEk7ot/4zmiAuNm+J19vSF01mvKxKyK45lbwvurAQcDSI294vgCRL1Ge1PSE\nz+QQdOyTEKH0PZrkHY6Ios/D34XAu6bw330pzm7qjfr+yE6XBUzKz8n+MZBL/YCJ+TnZP4bXs9H9\n4D2A8PkfijLEIsvjXkjRFVdJbY2IpJfzc7LjVQOPQ6Rw3AoYx/GIQItUrBHpdSIwIT8ne37C+weg\n8PJh4fg6FhQUHPWPf/wj89RTT2WnnXbi1FNP5f77788sKCgozzq0USOQRoPQ9/A3C1YMd5+CCPlG\niEzaO4V9zEcB6FH1v+PrWmHq7tOQBWV7FFqe9OTPFXgdkXgpqQYC0fUMIqd6ocl1SoHCroDwB1HO\n4rGkoIBLEY+g8eTppb3o7rMyMjPfeGTIdYVjX32RxQu+ZeyrL/Jo7vWFGZmZb7h7RRl8w4CvkKWy\n0mrhQGbcge7RqVSPex71j1ekQuTWNIIi53b0276iJn6L7v4Dsrh2Ai6ord97sNYOQYtLQ+qDOrOq\ncPcVaFxWhM6h3sZ0uPs3iJhqjCq41lsSLY36gTQplUZlUZp9D0qvwFcWKfUzm4BSKmAm0La0Vb+g\nophBBWHnAROBdkmQSx+g6mE9q7hdGinCFbT+jbu/7+7Pu/vd7n4FIlvOQNksDyM1WwaazLdCmVbH\nUrwKdgciEG5BxNZX7n41msyfWMXD+sLdr3VVPvoCkQh7Ab939w/dfRKaDPQ0swPCNpcCj7j7v8N2\nOaicdvxcRwe74xeukMvzkKXr8PD64vDWpUFx9mN4foYr02umu89298FownAmmrxNcPfvKQWuikmF\nwIrQ5sLw0qNAVjTgN7NtkP3osYQm7nP3l8Pxno/6rD8CzBn//HlNW+2wZM8BF362RZv2K1ru0rlg\n7xOumLjsuy9bLVswewtg6+8/eXeuFxW2QGTbj8CulpExeYvtOxwCvJ2fk72qgu9iV2A+Tmm5R9WN\ng4GJGQ0adQNWTnjkynno80207h2Kqu6tQ9fc+JGD+jdAZNWYoFjriYim5WhCvA54J+Q+9QJG5+dk\nF4RA8w4U2+h2R+HxUcB5ExSQnh8jlo5C3+mbsWM6DilOp8aeOxZYM3LwMZeZ2V2hveaI9MoLKtUS\nMOVv7MWGKqnuSD31fML7myDV1huuLCXC+XDYYRLV7bLLLtx7770cfvj6YkilWocqQmlKx/oGV/7Q\ndaiPuj36fQX1yRVIeXCThYp9Se5jBZosvgCchSbDdZrVF/rJq5GKa6ilYJcJJNc16DMcamYVhnpX\n0N7biCzcNbSX8uKTuw9Hqqm90PdcqwtagbB+CuiXlZtXKslbVFh4yupVq9689+qL+VOvrtx79cWs\nXrXqzaLCwgpteV4caL8DcFJVji1c648C/SzJsOzQh96FFnSvtyrkW9U2wn17KLIc/q6G9vEpCpPv\nQ5KZXUnudwVa0FoD5G6MCp4wjhqEFM2DU1Fg1jRcdvlr0SLPrbXdr6SxcSFNSqVRWaxkQ6UUlB52\nnlZKiZQyys6DmgHsUokw8mloslYlyXewsHwA9EoiKD2NGkBY5f4pEDKvu3tUmecFpKKKgtbnIevT\ngYjgeQ9Vd1trZmuRommAKfC2GbrOKsKUhMedgK89lq/jqvS0hGLb6R7EgqQDSpAZpqqEj5jZLDNb\nggiepkhBVCaCne4OM/vUzH42s+XhmA4P5/x0Jc6pBAKx9iki/kAWl7mu0upxfBDbJlIj7pGVm7fV\nmmU/dlj23ZetRg0Z2HfUkIFHjhoysM8HD17aH8yXfTd7LdBizrjnMpGSqBPwMbBLu9+c+C3q28pS\nd8WxK9UXYl4mTFW1dkTqqG7ApKVff3YAul4mxN63LVLCvIPUT82RdW9/dH2NDXa7XVHAuQFHoHym\nleg63ZJiQikLEavRNdcP+IHiSn+90Cp8ZCNtiMjDt8KEgazcvO2RymtYZIUMBP9RwAi8KB4gPwCN\nZeIB5nEcj34/8VD0SCX1UX5O9ucJ7++PiIg4WTQbYNy4cQBMnjyZc889l7Fjx0avl/t9xqyjierY\nSxARW6/hqsB3Fbp2bjezduH55WjV/g2Um3SuJR8QXuTuT6LclG7UATFSyjF9i857RTiepHN2wmd4\nJSJzh6bSVmjvI4rVandWh1rP3aeGNhsDd1k1VPurIoaje+KFWbl5G8xP3P3nwoKCfmhcdTTQsbCg\noF9YqKgQrqyb54HfmtkuVTy2N1AfckmyREboL29B/fL5da0ILA/Bcvhf4JSastUGcvUF4A9mlowj\nINn9LkGq9YbUc7VRWQh901+R2v7a2rJBJoOgjLsWKfhvNbMNikClkQakSak0Ko/KKqUqypTaorTB\nxq8Q36HPqKyB5ww0wN+nvEbCyv8nJG/h2xGRGGnUX6xz99UegtaROuRj4HVkU+uOLGsXoqpVD6NV\nvquREqabKWj9r2Z2NlJ1NDWzrWKD3g0UJNWEJ5EN9eJwnF0QIVHRKvCdSPVyLQrY7oLOuRMiMMYn\neTyPUjzJP5MNVVLl4aCiwnWNW7Tbe2G38+7+4OBz73jroHOG5h187p2ju19w7+jWex0yd90vy5es\n+GFuW/T7boLIi0Udjji1A/BJfk72XKwckrCikPPqxUHAugPOuGkBUipNQDbLzxImcb9B1r2JyLr3\nDSJGD0ek3nykklqJ7H27IjtqPOD8i/yc7HlZuXmNw3tH5edkFwbS/VDgjRB4bsi690F+Tvbi2P63\nomS+1LHoXjI29lw/ZBlfHxYeikUMCO0vTfwAwuC3B/ByzBYIumZ3Y8MsqcZo1X5kpOoDWYcaNGjw\nxgUXXFD41FNPsWrVKl544QUuuuiiwgYNGlTGOmSUUrXS3Zd7yKyq7wjKxUipeauZ7RWeL3D3h1D4\n+9HIUpa4WFWV/byDiJGmyBpYp9Wy3P0n1E/NRdWkupa/RbltLUSKqfmhrZRK1Ad7zBWoz7zVzLpV\nsEll2owUcN8A/zRl9lVrtpCVUT01RBY8gMYs2eUc4xeuCroV/e5Kw7Po3L4ys0ordILS6V5km7os\nureaMhvvqkI7X6Fz7A30rcqB1wGeRYV5rgyW7ZrAk2ih6KqI7K4NhN9iDlpMqtdqo7IQrv+b0fjp\n0npOci5C/ehalDGVklo0jV8nNgVyII3qQWlB51B1+56V8/qvBmF1/zPKCDvPz8lehDJ6KjPgngh0\nCRO+quBD9H30rOJ2adQPTEWZST+4+6vu/rC7D3H38939JFRJKB9NEt9BirquyHLVAQW0PhP+3s/M\nTrAQtI7yW3aKDwzMbE9EDkRV32Yi0iuOxElPD+Bed88PSqt1yKISxzok3U7c7t/hvD5BuUUdEKH9\nRsh+KA9rS2kTZP9oa2YXo9/ek6W8Z/05BFXHAUhh1b3Ztm1/XvXTgmZNW+20qvl27dmiTYd1zbfb\n5Zvm2+2yomHjpq3mvjvsB7S6uiX6nPZr1rrd5IyMzH0QiQjwV6zM7JG26L5bG6TUwcCHW3fYdz+g\n4Kuxz36M7BilVd2b0nfI8CL02YwbOah/47D92EAk9QLG5+dkr0PWu5+AaSFg/ECKVVK/QeXPR4bH\nR6A+P3p9H0Ro5cH6qnjHANPCZDiy4/UGhufnZK81syaWkfnUqCHH//etm048YuSg/vHcsKML163Z\n/O2bT9rXzL4xhdq/b2aRr+5Y9Lu4wMx+Cq9/NO/9V69BdtFpZranmb1mZkvDefUlhMAHe90wM7u+\noKCgy7Jly9aedtpp7Lzzzpx22mmsXLnyzYKCglOCCuo8M3vdzFaZ2WwzOyF2nF+F/z8M7307tP/v\nuH3PzBqZ2b1m9oMpiH+8xYKRzezwsP0RZjbJzFaaQvtrJdMqKAyuQ8qxIXFSxd1HIEtJB6TcSbrk\nu7vPBS5Hn1uumQ2oywlXULgMRuq/G6w48y+ZtqJKepNQhb8yyZdKtrcU5V9NQrawY1P9rAJRmoPy\n3EYBx5pwhplVSpWULIJyMR84LfQv1YqYjS+fDTNRy0ToU35Gi0L7oX4LpMTMqeIxvIVUtefV1m83\nGQQi/w6UgXh1TahxYrbG71CeZq1FfIR7zmC0UHSD1fPKxKUhKNruRItIf6znxNSPqK9ahYipeltB\nMI26QZqUSqOySLTvrUIrv6XZ95qXYRmL8jk2lVypz4Ddy1GGTafypFQDNBCqNMKq41jg8E1Enfar\ngruPQiuIL5tZn2AB6mFmN5nZ/mFy8zxSfBQgqf0CRNZ8jmwCw5CqaguUDREFrUdZSuPNLMfMLkBB\n4WND/glo4H6WmZ1pZruZ2Y1sWDHyC+A0M+sUJqhPAb8Ae8QG23OBI82sdWzA+QWqhNTFzLogu14j\n1Kc8W4mPZy5wmJltH1/BDZPmYcgGmR+3J8Zwoakq3+5oxXqr1nsf+j9g310O/e33BatXNZj8xA17\n/Tj7w2bLv5/T8ttpo9pOeeKG3d2LGn8zOX8LFObeAREYDTufdM1m4bN8L6ikdqeYtC8J1+eFLCob\nwqiWQX+wI+yJ+o6DgelfvvWfvRCh9n7sfXHr3gGIUBqPyKlGFFfg2wYYHQbthwGjw4SlF7r2xoUm\n+6JqeT/EAs7fj6mYspES8KPwuBNSXq1XP4VtoNgKeUdGg4a99znhyonbdOx6PCLZ97eMzAzguMmP\nX7dNwZpVnVFOzD7oNzEiKGz6ICKwISLM9m7Zvss9m7do3RZ4fuSg/m3Csf8S3jsSkYtx1dWRyC50\nZPiMOiJlyk3r1q2LW4eGhH13Rtfz/8I1BlKtRbbH7ZDyETZUTw1Fk9zTUH//JZBfykTtJkTaHIA+\n/6ooAlOCq6jAjcj2+hcz6xN7bQZS2RQCd5jZ/insZzmyp7wCnIuUAHWWw+Pua4Fb0TUSVVNNagIY\n2roNXffnBbIn6clkrL2XUOGMP1mSNspYm1G1v38ie/k16HdUHVVBK8ITaOHh7Opu2MwaBoXJ/4Df\nVWFiHKkdZ6Br8kwza+fuS7xk0YjK4hFEul5r9dg+FkjP29B9rdQQ+mrYx2ogF41dbl99vnIAACAA\nSURBVKjN37m7f4n67j2QWiul301dIKhLH0KLMCdU8PY6RVCeXofusbfUpjoujfqP9EQ1jcpiBdA0\nIpuCEmgFpdv3MtiQrAKtMsGmQ0rNRBafsvJ1ZgA7ZeXmlZuzlZ+TvQBN5JK18LWgcuRXGrWPigb4\n/dCk+TFEND2DrqcfANx9JBrM3YYIiGZoQL/G3d9z9+fQtTMWkVJR0PojaAK8Fq3y3oOq/K01syfM\n7Obw+Hm0CjcFKVweSDi+s9D1NQX4TxhcN0GB57MyMzMj9UQfZFmJQqv/jPqDd9EAfxRSVC2lmLAo\nD4OQJW02UlnF8S9EqJQ1Ub82/PsQKbYGdDnpml2ALTdv0Xp11z/eOhX3jA//e1PXCQ//+bDZo5/p\n2mCzpmuXfz93wbpVS9sgkm850DajQaOpzbbZqTvFod3bIUXp7DKP3FmCU7DB8yKk/ouRtAojhgOA\njB0PPOpTRCp9EM51jpcMkE+07n2Vn5P9DVp1/TRYHHqhz3gmUuI1B94K94I+iHRamZWbtzMa2EcB\n5/ugUOEo4LwVIruGRzlRSG3wLSF/Kis3ryHKdHo7Pyd7qamy2Fm7HXna9NZ7HTJ8wUfjRqNruEGz\n1m3brlz0Teul38w6CPhtuN7nuPtd6Lr6a9hHQ+Bdd//U3eceeObN22zb6eBPUFbbRWix5PfouzPg\nmgRb0ArgbFco/8zw2i/AooTP/Dl3f9zdv3T3QYi0uTi8Fr33J1c4/5KEbaOA9fOAK919pKtS4Dlh\nX3HlnQPXu/s74T23Aj1qeSIXkSBvoIyd9QSNuy9A9rtPkZUvaeWOqzLcY0itcSh1XMEpELEPIELj\nDFJQJrjwKLIcn4DC3ZNWaoT2/g38A903/mJmcy3BJmdm08xsUPi7yMz+aGYvBdXdLDMbEHv7Ycji\nejfKinsE2DJsVxi1Ux7MbJugRIwUhBuEkpvZlmb2qJktNLOlIwf1f3nO+BdGA4dm5ebtZ2adzext\nM1tmZkuDSnD/2PaHmGx0K02KyBEWKkWG5+8zs7vNbBEhyw7dHxojsrNdOKffBeXhL2b2kZkdFtpo\nS7Fd+WdE1O2OSIwxFrPvmWzzT4bjWGlST+4aez1Sm/VCfd3pwFSrx5Xgggr6ceB4qwaLaBn7WIzI\n9l2oZSuaq5jDrWiMfXF9VhuVBXd/HS1MnmFm9doWGlN3/ogqkqYjRtIA0qRUGpXHSjRgj5cKXk7p\npBSUbtGLBuKbStj5Fyh/oKxcqWjyXW6uVMBEoGsSoeVfoklfrypul0YtwN2PcPc/Jzx3vLufFf5e\n6e6XuftO7t7Y3du5++mukMvo/Te6+/bu3tLdr3T3S939iMR9hElLPGj9dnfv5O6N0O/4MOBvSAmw\nDClttkCT97Hh7ybAf83sZDP7DSKRDnX3phkZGbMbNWrUeeDAgVx++eUMHDiQhg0b9snIyDjT3Xd3\n983cvX04pnnu3tvdm7l7O0S4LQduCXL+ij63Ce6+n7tv7u6JK5s7Aospqb5Zvykw0927hW33ceV4\ndUfqDpq3brei61m3zDjyhhfe6D1o2NOH/fmxUV1Ovm7OV2P/twoRFO0QQbNzh16n/IQmNtFEp0P4\nPxl73k6hrVKrDlYRBwFf7HnMRbsCGcu//2oKstmVZt2b3HfIcBDhND5M5vZD1r1GyA46OhBJR6JK\njl+jfm0Hiq15fdH1EAXJH4X6no9jj9cAowECudADGB77zg9D94cotLwD0LBVx64ZwIuwvvri501a\nttnth5nvzUOr67PMbHn0L7SzPyI7/w7kmNk7mzVvedfP8z7pC7yYn5NdhLI4xoc2TkCVBhckfEYf\nuSw/FeGDhMfvU4Z9uwx0QIrY96Inwn4nltJOnLiNjrdWQ8EDQfMgYSJEjKAJaqqbkGrxbDTRS4Vw\nGYvyrLYC/m6yGtcJQj/6NDr3Y1DeTtIKR3d/Bbgd/c7+GojYVI7vDaRk2xv9lppUsMkgRLJFFuSn\nE5R5jkjjP6FcugKkvmyDyMKK8ATqJw5HxQUuQMrLOF5AiyBZ6Hc79Ys3/33r6qWLZiFV7zNoceWA\n8PqtaBEDUwj3KNTPdEN9+SuUtHefjvqeHoj4jfAaUj72Do9vR4s1+6Lf72tm1iLsO1Kg7BbO/cTw\nf2Jo8xPhGPuH4zHg9QQFThOkKDwZ+D+gNQn5dvUQr6K+6bKaItAC4X8X6r9rpOpfOfuehMjXI6jn\nNrhy8F/0G76opsjD6kJQwv4FjXf+ZvXYxppG7SFNSqVRWUTV9hJzpRIVUZHtYQNSKj8ney1a9d0k\nlFKhAt5XlJ0rtQQFCnepRHOTUI5NWdX8yjoGR5PAHklkUqWxicAVtD7b3ce6+9Pufpu7X4wG3uci\nefvTiGxphcKlr0ElnV8ws+eKioqOys7OzuzcuTNbbrklnTt35uijj84sKio6qhIDjv9DxPfLyZ6D\nmW1uZh3CcT1UBpGwwUAzqHO6oknMatRHeXjcDFhcVFhQtPjzSa3R73ULpL5Z2O43AzsCE0NGHMiK\nthgvYf+qLHYN+y1bZVUJhAnyARRb9z5//4FLdkYTobh1rzWaYL2LSKzNEEFzSDiOd9Dn0hRZ97YM\n7cYDzhcCMwJ5dQRSOBVk5eZthSaHI0LAeUNESr2dn5P9S9g+G33eb8H6injHAZOCWgvLyATMCtet\n/iw/J3tWdOwNNmvaPCOz4eY/fDx+Kpok74/60ejfucg+/Yq7/wutvj/ZqMkWR0x+/PrD3rzxuKgf\njY6lN5rAP1fKR1pTRQJSwbrY3xGhV+vjuUDQPEMxQfPniKBxVdN7HE30egE3ReqVJPc1G1kW56NJ\nzNF1OXEMyoTbENEx2Mw2r2CT8tp6BylWO1ANajBXFb2r0TVxvJVfae5xd3/OFcB9PerzNlBlu/ss\nRLgUIaXproF8LBOh3z8KKQ0nuazhfyRGlIXFjQOBk9x9WrgPXQ0smfz4X74HtrGMzPbAKFfA+Wx3\nf9FVfRBUHXGSu1/s7h+5++fu/pDLJhThC3e/NmwfV0F+gwosRITTfe7+srt/TrHF/Y+BgI3aW+RS\nO36K1ENbI1IpOt8BYZv3wjGeiki5eKh6A+BP4XyfRZb1Ay2WH1ffEBYO7kULVtfVlDLT3d9FMQCn\nhmuj1hDI78gGV6ukWHUgfEf/RPf0q81s7zo+pHLhqrabg0jfmyzFiqRpbPxIk1JpVBbRwDxOQpVl\n34Oyw8yXsOkopUATo/I62hlUzlr3GSIBk7HwjUUKjForuZvGrwNhYrkgTCiGuft97n6Nu5+KBttX\nI2LqW4C2bduW2L5du3bRn7tSBkyZUAcDU9x9gZn9JihelsXVL9Fz5Rzu1UjB9B1aSS/1lEp5rjOa\nWIAmSw3Qb60A2QAb//DJOwuKCtc1Q0rR2cBeLdru/bFZRjtKVo3bleRJpV2Bb3AqCnmvCHsDTTZv\n0XoaIpE+QATRAkSqRTiEkta9z/Nzsn9AmU3TXGHHvVBlvW/D844UVI2RnWpUIL67oXtBFHDeG01e\nIwKrByLVo4DzRkgV8aa7R8RQF6RCW09MHnTO0M0sI8O/fOs/86PnNmvesmVhwdp2a1cuXbD8+zmj\n0PfV2lW98iuU19Ud5aN9Byqf3XfI8Jd6XPSPOVvssNswLyyI7HAzwnn8FhgfVyAmgcSV6W7oegR9\nzlB6OH+E2YhsOiR6IhA8XSkuPlAvEQia25HyLsdilaxcZd+vA7ZH1fTapbCfpUjZ8zoiDS5KRYGV\nKsIEejBaLLo5RdLtY0SwNAWGBstYKsc2FxEpvwC3m9kBZbz1o9g2q9AYrizV3arQ3gRETJxUATG4\nB6ouG9m2CYRP3L7aGfUdPyWoHdut+um7lsBLOxzQdx7wLzN708yuSbD77EsgtsvBlHJeexKRT0ZM\n7ejuhciCW57acTi6V+wf1GWd0G94Yqydn5ASON7OqvD9RMhDCx1X1nMb30p0b90JWYtrCs+h6InL\na1tBE/qy/yBSbEBF769vCATqXcg+nVMBIV3nCNfUIHTfzrVQ1TWNTRNpUiqNyiIipSpSSkWKqvIq\n8G0SSqmAmcD2Wbl5ZQ1WpwPbZeXmlWu9CKHlk0mCWMrPyf4+HEfawpdGtcHdl7kydt5ESgnmzZtX\n4j1z586N/izPztYf9RdPhceTEEGxLyXVL9FzZR3Pje7eyN37lraC77IMZrrCmOOILBYgIiUT9XPL\nkeVjq7nvDjNE6uyCchAy9zr+0uaIAJsOEELOO1RwruVh1xS2jeMgYPEhl/xzC2Czdb+smIjO8YME\na2Rk3YsqEI4P6qk9EPHUPDw/Orz/CKRIWI6Ik80ongxmAZ/k52R/Ews4H5+fkx0FvmcDM/Jzsr8O\nj3uie0ec0DsOKUvXT5K33KFj9tYd9v1k8azJ55tZr7Dy+4plZLBi4bxZQfXwNPCkmR0fCI8zkVVo\nMUDIkun74+xpf/zxy2mbL/3m853QgB3gfoptQ5+a2a5m9n9JToR+a2Z/sOKiAF1D+yBF2S/AUWa2\nrZltcH8M1+yDiJDICha1RxERGs9HK40EqHOrSVD7DEa235vj5+jKvroc/aaGpmItcfcCd38Y2TJ7\nobDcaq/SVoXjmYFIt20Q+dM6hba+Rnlcy4HbTGH9qaAAWdRmoMpmRyPyI451CY+diucGQ5FV6DRE\nHKRCDDZD/WhnSvb1u4f9PLvngAvf7XrWrQ+j/uII9Fs9Nmz/y4ZNboAy1Y6ukO1/h4dVui5Df/pN\neHhpFTYt7TMHfe81pkKqDgTi/0HUl9XImDJ8rveh+8ENqSoHk8DzyHp8rpkdUdGb6xtcRQpuRr+r\nIfWZ6AQIC1N/RUVkbqyGfi+NjRRpUiqNyqIs+14JpVQgT5ajVfHSsIRNi5T6LPxfllrqEzQgqWwV\nvnYVEVhlYAywfznkWBppJA13n5WRkfFGXl5e4fTp01m6dCnTp0/n9ddfL8zIyHgjwTKRiJMRgfBW\naGtNpHop7V91HneoShlNRNZQbN0D9WFL1q5c+svy779qg1bT1wA7NGjcdHqTlm32A16PhXZviyZY\nVSeWFHK+S1LbxpuRauFgYGJGZoPuwLdjbju1WTiX0qx776Dzzwx/H4ZUPR8gBVEGMC6QPe0pJqF6\nA9Pzc7IXZuXmtUH9VxRwvj/6LKKA8/aI6IpUUoasXhM9hK6HkPQDgJejzzMrN68dcMDu/c65GtkK\nXwVGbrtHdxpvsfU3a5b/FKktzkRqhztQf3tPOO4omykTs39MferGm6c9k9sN2W4uDK8tDee0HOXq\nTEYZSImTxvhn3BEpTxNzcQaja3k6sqOeHMiYSHVxMcrl+ZaybarXouysJ8OxtAf6BoVQhNLUfrVR\nEa1CxAia1oig2Sb22mJkrZ2CQrgrUtlUtK+30OfVCuVM1Zn1I/RLVyFycGgq6oSgrLkWZVLeaGaH\np3Boi9B1ejP6/V2MfvfJYi2QGbNtDkUEdVkqsc+ABnGVlqkiZXwMOBUVGSgspb//KcQ+PNSi3d5t\n+w4ZPs3ds1CVwT+E7WdAysUhZqLf0GmmiqSEDKgDKCawy1I7FoRzODCcRwPUB0fnuzUi2CqjdrwF\nZSKeX88zjUahfvNCMyurkE9KcBVTuBllPZZQX9Y0Ain2OFL+XmqqLLxRIUb0rELEVL12qARyeAj6\nvQ02sypVG0/j14E0KZVGZVFZ+x5I/p227wmLkIS+1AFzfk72CmTbqAwpNQ3doJPJHRiPBl2HJrFt\nGmlUiKKiolPWrVv35rBhw7j77rsZNmwY69ate7OoqGiDaksRwuRtT5QXUpkV7+rG7mgikYkUKQ1Q\nX1eAJphbzXv/1R/RILU1WsnbYbc+Z6xAqqq4bWQpGlTNpOrYGSkYyiPvKtvOthkNGk5EiqkJXlTY\nAylUP4u9L6q6Nwn1CZ/k52T/iBRGH4QBYi9gan5O9lI06VsKTMnKzdseWQTjAecrUY4FSCU1B31W\nIJXUYmT5AQUqt6VkEP1xSIE2PvbcQGBR01Y7jnL3M9y9ed8hw4/bc8AFS35z6cMDPBQIcFVou9Hd\nOyCFxVjgDHf/JLx+Sd8bXxvcZ/DLr/Qe9FJbd/+DKywdRMJtBvRz9+buvpW794ysNeG9AwHMrGWo\nJvk5umZuyMzMHBEb7H/n7lnu3sTdO7j7i/Evxt0fcxUqaOihEEG8/fB4jauwQevQzmEJ1qexQe23\nLPbc9PDcfOoBXCXWr0bX89D4pDVcV7eh4OrTkF0paVWIK+focqRivMXqsOpUIFivQtfxrankuQTV\n3I2o8uqVZnZCkiTF2+hz7oFI6S3RuP9QM9uskm3E9zsXaGZmRwSyZRLKoWoD3JVoOQzfTz7wsJkd\nFMipR9BEOXrPqHBsL5tZHzNra2Y9zOwmM9vfzBqPHNT/jK8nvr5g+Q9zL928ResjkQoxIotuAbqa\n2T/MbB8z62Rm5yWpnmsP3BeIswcQefZ4eG0eGkMNMLNWVjKQ/gdE+vVD/eIjpoqAXZAC+GtKL7xR\nAoHc/Aci/ettBbVA2jyIfnfXWwp5ahXsZwm6p26PqlPWZkU+R9/Fe8C1G6N6Jyxm5KB7XMpFFGoa\n7r4GFciYgYjIepuxlkbNIE1KpVEphHLnayhJSpVm34PySalNyr4XVv1nUn4uwQygS0WV9fJzslei\n1bZkLHzL0cp7z6pum0YalYG7/1xYWNgP5ascDXQsLCzsFyMASsMpiBB6sjaOsRR0RwM2p9i61wxN\nmlYBm3037c2maFLRIrz+/Y4HHrUnMDaQyoKzGmcSXopVxGiE8XesTPK5QziGOSmez8HA6t9c+sha\nYMuignVRnlSide8QZN1rhCrtjQ9qqLbAmKB+6oQCzjNRvzHWFR5/JCKhPsjKzWuAJlCj83Oy12bl\n5rVC/VMUcN4sbPtGUNGCVFLzCDa9EIreCxge7jMENejhwLDYcwacBHyan5MdVfRLxPHIsrA+0yXk\nX/UH8gPBBoCZZaAw20mVUeBlZGQ83bBhwz6lVJd8pqJtNzW4sryuotiGtkfsNXf3/6Jsmm6IwNm6\n9JYqta+fURWnkajK3/mWQjW8VODFpc6/QOqEHim0VYAsis8iNeC54ZqtCm5BJO1r4d+DaBFse1R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4dWwNSQ61YMwzDOxcpULu5KeSHn1YODgAV7H3/ZjkDRp6/e/yUilN5bf5jF1r13KFZMTUBV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\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KBoReii1inE1sQKjkCHBtjTr1Z+3V/g8HYiuzv2KVw2a6idS12HdtLiWRbAhpJkNd/Tge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ERm+u9EH9WFT0ptAVDVH7Ew2IqWv4jHh5+2bBgVSKzVKvaNKW+ZW94x7fffsAFTRetvUOZS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4nIiyKy\nTETWisjnItIu6flXROR/Ket8XERGp2zjKTd9OZa3h4g0FpGPRGS9W/e7zqWYvK5bRWSpe/5FTLxP\nfr6jiIwUkeUiskZEvhKRQ5Oen4N97j50jqnZbnozEfnQrXu9iPzgSplL9JphXVUfd+uMiUiW28d+\nKfOeIiIbRKSSiDRx858hImNEJFdEJjvHafIyB4vICLdfS0XkdRGpVZJ98/DYCYZi13DXiki5mVHc\nQNjTWIOb692glIfHdvHeIB7lTSKrwyvh8/DYg1HVdao6SVU/UtUnVPVaTIC5Ciu9+hr7DjkBcwl1\nDwaD/nbt2lGtWjXatWtHr169/PF4/EQXOLkNIlIpP3dDBzQu4vNLpVqNyN+4lnh+ntZpfWQMCxP/\nyXaGGW7bJQk5751RtVb1ms3a67Jp4zKBD4DOQPM2fa/2565ZtuTPKWMOqlK/+Q/VGrbsvGTS1yPz\nNq7tmV6xygf12x97FpahlYWV6D2OZSKkAY9iZXn1gftGZvduBFwLfAkMC4Qjh2HOos+A911nuDuw\nbn/Z0VBwvhOk/g/rFvd0NBQcUZr/SUkQkTqY6LQCK7nLSzyXJJI1wASpuSnLioicibm4hgLPljR4\nvJh9aoblc7UAQqo6rCTrDYQjDbGsrj6YkJUdDQVXlXS7qjoYOFBEzsE66mUCvVW1qqpmqWpXVZ2Q\nNP/XqupP7VipqncDJ/jT0j4FpgMjgH4+v7+iiaBb5jtOVa9P+nuwqjZS1cqq2ktVh6SuX1WvUtU6\nbvqgkh6bh0cp6I8NCB6BiaTZSQLNUEw0DwCHYe7YL0SkejHrTP389sfKcY8GrhARwUT86liW2glY\nk5stnUVF5HTsfHQr5qhYgp0fk6mClZsfjZ3HZwAjxJokAHTC3I3nY7mIndz0ykAE64bZARPYPxaR\nRsUcF0A/YCFWKrwfUN81OXgHK7lO5gLgPbWOuQkews5bHYDvgU8S5wkRqYY5SH7GXu8AVvr9bgn2\ny8Oj1Li4hcFYvmi/Hc9d5ttej11HHYw1W/Hw2C5e+Z5HeZP44vbCzj089jLcxc189/g6MV1E/gkc\n26RJk23mb9q0aeLXFqS4nCrXa9p907oV1UT8Ij4/dVt1Ytn08fHq+x+kGZWrrwde2KabmlJsnpEr\nL+zVoP2x8YU/RDbH8nJXYS6pJyrXa/pn7ZaH1/v+matnAFmHnx9uqPHY7MlDHzkYWND1xldrYeel\njzCH2DDMHdYRuBvL2joWeGRkdu8NmPAzG3i656DhB2AOqgmY88XP1q5r2dFQcKYTpK7Gbs6ejIaC\no4o7ntIiIlXdfsWAO5NvlALhSCZ2A9gEE6Rmpywr2A1WP+ANVS2TLoAi0g3LtVoIDFTVZcUt416r\nEzBH2UrgpmgoOHMntt3abbsB8D5287hTZUU+v39IZlZWj0uz76dNx85M/Wk8Lwwa2GNTTs5bwEk7\ns04Pj3JikqqG3e+zRGQAcLyIbMLOb3WTPhc3i8ipuKy7UmzjD1Xd4gQUkR5AW6Cpqi520/oDU0Tk\ncJcjdy3wgqq+6hYLiXWszEisJzXrTUSuwEqpuwEjVHWFnbpYm3xucU7FSUmL3ulcTiezbbluIVR1\ntYjEgA0p56sXgTEiUk9V/3QDAL2wcvdknlLVD93+Xom5Mi/GBnMGABNUNZR0TJcA80Wkhcue8/Ao\nU1R1poh8gJXxjVPV+eW47Ulu2+eJyK/ee9xje3hOKY/yJlG+5zmlPDz2HSYDzJu3beb03LlzE78W\nugjx+dPPicdifgRJr1hFMypVl9x1y7Vum6Nj2Cjy2J3Yjx4VKlVrUKd1Z5ZO+S4D+B/QFaRR21Ou\nzVo5+5f565fOadW4c+9pFbKqNvn59expoC2adT9zpD89oyfwBjbivhAb4b4AE6fWA5cCw0dm9/4e\nE63iwL09Bw2vjok9C7ARcgWuw7q63RcNBacEwhEfdgN2AvDELhKkMrGSvSqYG2mLoygQjmRgo/7N\ngTujoeAfKcsKFjzfD3i+LAQpEfG7m60bgTHATSUUpCphbo5rsNypa0srSIlIRRG5DPt/5AL/di6l\nnRKkRKRVPBY78dLs+/1d+/Sjdv2GdO3Tj0tC9/njsViRTkAPjz2ISSl/L8HcOe2x88UqV0q2XkTW\nY46K5qXcRmqzgtbAgoQgBaCq07DS54PcpIOwzLtkvk/+Q0TqisgLIjJDRNZgmX6VMAfqdnHldI+I\nyFQRWe2Oq3Vxy+0IVf0R6057vpt0Hpav+F3KrOOSlolhjt/EMbcHjkt5vadh3xulfc09PErDO8BS\nrIyvvO//h2AZije6axUPj0J4TimP8sZzSnl47GOo6gy/3/9ZJBLpoar+pk2bMnfuXEaMGBHz+Xyj\nYrFYqgiSllm97jFWupcu1Ru31rULplOx5n6xynWb5GBZS/HS7INYYHvfOq2P1KWTvykoyN2wAvgc\neLJG07bLqjZoXvvrh/tv8KVnLGp90qUHb1g2f+yq2b8e70/PGNXiuHP7YsJabSy/aiCWBzQHa6v8\nKDBz7aI/XsIEpybATT0HDc8H7sW6ug3CyleuwspVHoiGgj8HwhE/Jkh1Bx6NhoJbHGZlhcuJuNXt\n18DkG0FXRng7cCAmSP1exOuW2L8nVfUvC2auROVmzLL/PDC8hOV6bTARKwt4MBoKpt7slWTbh2P/\ng6rAS8Anqlrke8llx0xMLrkrioo167fPXbWENh07bzN99tTJiV8LOQE9PPYgUsVYxQalKwOLMddR\nasD/GvczXsRz6UVsY2MR08qC17GGDFdjDt3NmOhToZjlHgWOx/IAZ2Hi9AclWK44XsRKDB/CBi1e\nLuXylbGyxpsp/LoW6oDq4VFWqGqeiAzG3rt9sQG38tp2gYg8jJURXoxlTXl4bIMnSnmUNznYBZHn\nlPLw2IeIx+Nn5+fnvzVs2LATE9N8Pt+oeDx+duq8WbUaHpafs66OiE98aRWo1qg1KyZ/pw2P7hMT\nkV9IKg0sBUelZVZusd8hXWXy+w+nYWLS8eLz12nTZ8Dm+eM+mZ+3YU2T9mcMnCw+f/UfXrgxC8jp\ncu3zYIHXb2BC1KtAbywL5S5MhEoHHhz/3HX9gK7Agz0HDV+ACVHVsYDqtVgQfABzQ411gtT1WOe1\nh6Oh4Lc7cVw7xLmcrsFG4O9OtsYHwpF0TGBrC9wdDQWnpCybjt0cdQIeKmLEf2f2pwUmgqUDt6vq\nb8Ut416nM7GynGmYeFesqyplu9WwLKzuWC7YQFX9s3R7X2i/KgB92/3rpovGP3c9U38aT9c+WyM5\nli/aEnHmlSN47I1MwDKTYjso51mOnT+S6YB1Zd0R04DGItJQVRcBiEgb7Hw5JWmezlhX0wRHpqzn\naOBKVY26dTTGBg+SycdKplOXe1VVP3bLVcYcYCUlr4h14vb1QRG5GnM/vV7EPEcC37nt+oHDgSfd\ncxMwR+q87YnlHh67ClX9XUQ+Bs4VkfHJA1jlsO1FIvICMEBEflbVccUu5PG3wivf8yhXXEZMDp5T\nysNjn0JVV8disZOAVljORqtYLHaSqq5OnTe9UtVzYwV56QAZVWpSkLPel5aRpTWbtduEuaQKSrNt\nJ8z0q3nAIb5Vs34pyNu4ZhkWJnt63dZHrsqoVss38/M3amXVbDCjXtsuh8wa/dYPBZtzOtRvf+yo\nzKq1emIhs/2xm6V1mHPgP9hIe3vgoZHZvZtj5Rpv9xw0fAwmVrUCwtFQcBEmqJwCPB8NBb8IhCNp\nmOunC+b62VWC1EU4F5aq/pJ4zm3/Frf/90RDwUkpyybK/Q4H7i0jQep4bBR2FVYyVxJBqi7W0fF0\n4C3gttIIUi6cvTuWE3M4Fqqa/VcEqUA4IoFw5Bjgv8A51Rq2+sCfXuHzFwYNjH398QesWLKIrz/+\ngJ+//iIOrFNVzyXlsdehqp9jrqMPRaSH6x53tIjcIyKHudm+BDqKdVltISJ3YQ7Ikqz7N2CIiBwq\nIkcArwGjVXWim20wcJGIXCAiLUXkbgoLYH9gWTStRSQhYOWkzDMXy8iqlxTQ/gfQT0Tai0h7rHwo\n1Zm0I+YCXUWkgSR1xlPVNZjD5GEgup2b+qvEuvIdiJ2XqgOvuOeeBmoC74h1FmwmIgERedmdzz08\ndjVvYFmN1+yG99xI7JxzjYjULOdte+zheE4pj93BRjynlIfHPom7Qd/2Jl1IwxxDwwSZWbFm/Z5o\nXCQtXWo1axdbO3+ar27rznGfP20KdtFSWtr6Myq2r9+uu//3Ec8rVh4R8KVVqHrgSZfo9E9fXBjL\n31Tv0HOzK+fnrp8/a/Rb7cSfNuHgftd1xUbrG2JC+WAse2kUViZyOvDayOze69z0scDbWNnGMViJ\n3rRAONIXOAd4IxoKfuIEoYQD6f5oKDh+J46pJJyKCWHPJYtKznl0I05wioaCE5MXcp2rsrFuWHe5\nUOCdxpUPXow5zEZhXfuKc1IQCEe6YqV2G4Bbo6HgtFJutw5WStMR+BbLw1qz46UK4RORBzGXVV5m\n9Xrvdb3+pc3AQZvWLv917NMDKhZs2ngfkJGTn7fmyZuv3tq63drP52z9U17BbkAnYoHGGZjQdrVr\nEuDhUd4UVzZ7ElaC/DJQB8uc+Qb4E0BVR4pIGHgQ6175MiYuHVKCbZwMPIU5X+NYB7xrtiyk+p5Y\nZ87Euj/ARJxA0jouwkqAf8Zy+27DztMHiUhL931zA1audymwCDuvXY+V747BOpE+iOVnlZRsrGnF\nLKzkL9k19RJwNtsv3bvVPdpjLso+iYw/VV0iIl3c/kSxc8Q84LOy6HTq4VEcqrpZRJ4C7sMGECPl\nuG11234KuE5Esr33vUcCT5Ty2B1swBOlPDz+TjTGcpaGZ1St1aRg08bGiEhaRpamZVYhFp8fq9Wq\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k/0k/5ha16YWRNHthGeNOwHx+fg989e4tA5diIV6PHTV0eDEwGHjZ9eFv2OLvBqACy2LX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5iWsQuKI4RPKWA8sHDxkDaoIdgQMe9FxMq1HlKVP/cb7RREKrDNctlt6YPTbwP+jRBafxrbWBnI\nYmNY6hojZFQVRE31BUJ0ZbnSnWGPq2m01RBRgh1GnjiuIgNF0pXCCCevyaVw8rLGrIMImbcN2Gmo\nDm94WB3OfPtXfHE/pLQSQioN7RoET7QClpH9ynqlEZLQ3/E/i+RIdTX+n49YApOB8+SgzSvAdFP9\nY+K6QCk1FHhEa1030DLGAw6TjDJh4tbAFCTrso9Saoj523TzItdIqaAgUc6n9yKkAB6tU0mS1q1b\nE1WoEM+dOcMMj4diiIZ/aFAQLZo0oXTp0oDY/O72IaRAHgG2dLuZsH17ruzD008/zQsvvMA777zD\nlClT6NKlS7ZCws+fP0+DBg2YPHnyZZX+ihUrdsXkSpUqVdizZ0+aaVFRUURFRfklgvLkyZPtbVgs\nlsv6nJwc0FmSZURFRXHmTNox1dmzZxk+fDiLFy9OzZmqWbMmGzduZNSoUWlIqZMnT/rdx38iDMvN\nEmCJ1eGsgKin2gAdrQ7nVmARsOF6KgiUUk8iWS2Frlcf/glw2W0HgVirw1kDeBKIBX62OpxTXXbb\n3uvauWziCkNg94MwO4/5TPzh0r+/oiiMBHIvQnM6p/tkZP10zV+q8tL6T775gNaeuBVv/3tfSuLF\nx5ASwzN8CClvVb4YYGLF+zvPq9zssQeBHghp089lt8UZAeR9gGrI+TjFW6nP6nBWQ1RZVZFQ9Cnp\nbW9KqeqIxbMOokp6F1gdSPFhdThLIva8BxACaTPgQDLosqQSMYiy6oicpyHihj+GqDFXA7/lJAG8\n1p4AACAASURBVBFldThDuDyc3GJscyty7Ldlh0y7HrA6nOr7EY+9405Oerj54K+GI2HnFYGoiELF\njR+dgLTrUmAt2csICgEK45+UStZaH0KuJSZM3GrI1vVJKeVBiKxvc6oDRo7b+745dSZMmLj20FrH\nK6XGIpUvH0DGTSZuQuQaKVWsWDEa3nMPIzdupI3bTQHkV+YtwK1UquIoIiKCWbNn83CbNpSJj6d0\ncDAHk5OpXLYsEyalFtehfPnyTA8KIjElhTCf7WywWIiuUCFX9uHhhx+md+/ejBs3jhUrVvDuu+9e\ntsy6devo0KFDmvfNmzcHREX03XffUaJECSIiIi5bN2/evBQqVIj169en2tSSkpL46aef0oSAp0fn\nzp3p0aMHS5YsoUWLFtner2rVqhEfH8/WrVupU6cOIMq2/fv3U6NGDQCKFi3K4cNpY0V++umny9ra\nsmUL/2fvvOObqt4//j5JJwXKKHuVvUFAQFREEBokoKi4GYoC/lRQ5Kug2KIEFVAUEcQvCgIKLoZf\nIUqZKiBLhixllgKyKau7Sc7vj+emTUtbCrRI8X5er9Bw77kn5ya5N+f5nM/zeVwuF35+8lVas2YN\npUqVypE4atasGW63m927d1OnTp30c3a73elEphdWqxWPJ3Mctn37dpo1y3EBrdAiOtIeA3xiczin\nrxj92NoSVepVaPZ4VDPgrM3hXIqopwrE5yUPuNwJ4r92Mhcdad9hcziHIobRvYFxNofzN2DmlZhQ\nFxZorXf7K7XoOeikwdoOIaSeB7cfLEnTeg+KWxHOKt/zb5VSrYGBRUpXWtd6wPuttfb8veLtRw66\nUhLvA6Zpref7tK2B+EcFAa9HjFx4wPh/a0RBNG1xVFePiuIRJNXuBGKyuR3SK949gaiP9gOvRkfa\nt/v0rxCl0COIEuYAYoC9OrsVPkPN1AJRRTVHFDdLEOPyPF3zBhFV1xjT7QjZcQpYgSii9uQXEWW8\nVg0ySKiGiDn5BUQFtRRRCR7LsZN/GAaRVhU5j+rev+Ua3HbT6X1byiILBPuBn4H9cTF/aGBlLrTr\naa31Ci4fZ7LbqJSKUUr9K++hJgo/lFL+ufnjmTBhwsTlQGu9SSm1FHhaKbXJqHpr4gZDgRqdT5g0\nifZ33EGN5GQ6ut38abWyze3mnbfeokqVKunt2rdvz4FDh5g9ezaHDx+mSZMmPPDAA+kG5wD9+vXj\nowkTeBwYjeEpBSzyePhi0KACGb+/vz89e/Zk6NChNGnSJFO6mxezZs2iadOm3HLLLUybNo0dO3Yw\nZ84cAPr06cP48ePp3r07I0aMoGLFiuzfv5958+bxxhtvEBYWxgsvvIDD4SA8PJyaNWsyZswYkpJy\nz2ro06cP8+fP5/777+e1116jY8eOlC1blv379zNnzpyLyJ2saNSoERERETz55JNMnjyZoKAghgwZ\nQt26ddPTINu3b8+QIUP48MMP6dq1KwsWLGDFihWUL18+U18JCQn079+fV155hT179vDWW29dVDHR\nF5UqVaJ+/fqsWrUqnZQKCwujdevWDB48mPHjx1OlShWWLl3K119/zZQpU9KP1VqzevVqPvroo1zP\nrzAjOtKerKLOnzm5a/1mYAKiLLkb6GFzOP9A1Bprr3//lX8vjOB/nc3h3IAYJvdE0jWXAF9FR9pv\nyB9TFzyWALN7+RhB+8ESV4ZlYE0gDk1c9j1cGZRSDYFXgkLL7Lht4Mf10frEincePeZKSYxAquIt\n8mnbDhiEqJZejRi5sALyU+IPOKIj7euN0uODkLSzucDXWutUo/JiD8Q7Kh7D5NxL9hhkVFOEjGqI\nkBpvAetyIKNCEb+gu4GySMW7CYhxeY7V93yOV0hapJeIKoOQHKsQIuqv/CCijNcpTwYJ1QRRcaUg\nwuYvETIq5npIV80aEBsG8V7iyUtCVUFMwDWSTrkf+D3uwLYzSWePtYmOtGeunhJpRyn/ReIhpa2i\nkPoFeN5t9PNPLRiYMJErlFIrgK2I193TiP/XJ1rrN439ocA44B4kRXQD8JLWequx/3MgVGt9v0+f\nHwA3aa3b+7zGdkQF2NN4vbsMpelEpPCDB5m/DPT1hVFKDUMKSgQj1UdPZhn/zYjRcTPkPr0FGKy1\n3mzsj0Gu4++NQjwHtNY1jMWH9xGnjxDEB/FVrfWyPL5n1YAPlFLjjf69qc9Paq3n+bTtjtwDyyF+\neTGIOnYQssiwF3hOa/2rzzGNgLHIvTsBWagZbAbaJkzkiqnINfWcUsphpvHdeFBX+5kqpZoDGzdu\n3JitF9KBAweYOHEiG9evp3zFivTr358OHa6oCA1z587l6Sef5OyFCwD4+/nx6muv8cYbb2RbKS4v\nmDFjBoMHDyYuLvs46c8//6Rhw4ZMnDgxUyW+lJQUgoODmTJlCl999RVr1qyhcuXKjBs3jm7duqW3\nO3r0KEOHDmXRokXEx8dTuXJlOnXqxHvvvUdwcDAul4vBgwfzxRdf4O/vT//+/YmJiQFg9uzZOY5b\na83kyZOZOXMmO3fuJC0tjSpVqtCpUycGDx5MrVq1AFFVKaUu6isuLo5BgwbhdDpxuVx06NCBCRMm\nUK1atfQ2EydOZOzYsZw7d46HHnqIKlWq8PXXX7Nz5870vgFq1KjBf//7X1wuF7179+aDDz7IlRgb\nP348P/zwA8uXL8/0Pg0bNoxly5Zx9uxZwsPDefbZZzO95ytWrODRRx/l8OHD6cqswoBNmzbRokUL\ngBZa6025tTUmgH3IMHTWIWWr1q3UvNMdRzYvG554+kg1i59/WlBomU2VmnXs/9dPn+4wjlsBbEMM\ncfsgE8/hiA/NRCSYPo5MCBcZx7RDlBRdgXeQNKQtwNNaa2+/fRDVUynj/7lO9IxxtPMdv7cKlmEo\n/Tbiq3MS+N44NtHY/ywyOa2ClIT/VWv90GW/4dcZDH+guxHVTSDiDzMnOtIe/48OrIDga0Kbydxc\nMRJwoRmZj68VDowOCClxou2QaaUU6uyKMY8dd6ck3Yykna4w2lmBJ5HiAssrtYj4pOG9gx4G7kcI\nlQ8WR3VNRAKqexCSYoLWer+hZLoLKQwbghiDz/FWvDPIqOZIIFIX8Tr5Cvg966TJIHjqkGFcrhH5\njTM60n5JjxTj+HAyiKgKiOfQaoSI2pHXNL9LvE5JhHzy+kKVQYLKXcj79QdCeuVKjl/zgFipXv5B\nRQ+0f/WrD879vfumv5z/ffjCsZiKKKVDK9c91qDbcz+EhFXagXy+MUtH3v+gx5X6PJkDYpvWurnR\nt29AHIAE3aV8TjHJGLd3ApJfAXGmeyhmQGziCmF8n25Cvo+zkYqf04EIrfUypdQShGQfidxLBiD3\nytpa67O5XINNvRUljddoDkwmo0rkXmCT0ecLCKH0MXDB57iHgBnA/yH3sN7Id3efzzXYHrnPbUDS\ngocA3YBaWusEowDFCWTeEw24tdanlVJNEPXrKuS+0xv4D1BXa51rUQelVEnkHvcJ8BmA1vqEUuq/\nQEWtdTeftt8DcVrrvkYV1xhk0eMF5Lofgvz2h2utzxj3vN3AFGAmUARR0vpprfNWUtuEiX8pDFX8\n68A4rfXP//BwTOQzCpyUym8kJCSwdOlSkpKSaN++PeXKlSvQ11uyZAn33nsvR44coUSJEunbvaTU\nokWLiIiIKNAxXK/IifC6FBISEqhbty5OpzNb9VlO6N69O+3bt89ViXU94jJJqeJIlbFtQJSx2YVM\nbqZUbnn3khJV6t91cO0P/bTW/m3+78MpQPTiqG4jQd+EBBvfIJOgN5GAYx6ShvIS8CBQVWud7ENK\n7UQmgscRcqohUEdr7c6GlMp1opfLZK4mQni9hqRIlUXIsj+01k8Zwd8aJDdmDRL4tdVaZ5SuLOQw\nDKDvA7ojn+kcYEF0pD3lHx3YtYBCAbOAhWgu74aRU5dKlQXe9Q8umnb74KlBFov1ws/v9o5zpyQ2\nAMZqrdcY7UKBoYjP0tS7IudutPoHvoyQOzOB7xdHdb0JeB4xK/8S+EFr7bY5nI0RMqUGQh5Nj460\nnzT6VYj55iOIj9JfiH/SpmzIqEDEkKir0dcx4EdgaXSk/cKlztXmcFYxjm+LGGTHI9fJr8C2rFX+\nLheGCqwRGWoo7+pELHLdes3JL8sIseACYnVTxMgFTwM1fh335EepCWfDyzVsG1OtzT1HAYpVqHH4\n1/ee7ITiXOWbO485d+iv46f2bHyT/AmIuwP9gR2IMs0MiE1ctzCuQYvWup3PtnWIOb8TMdQv66su\nVErtAcZorT+7DFKqmNb6Zp82nYz+w7XWR4xt9ZHrpqXWeqNSajWwUWs9yOe4NUCg9xrM5nwsyHX3\nqNb6R2NbnjyllFLbgMla649za2e0vciGQCnVErlXVNFaH1dKlUGUlh201qt8rsFXtNbvGcdYjW0T\ntNbvKaWGA7drre/26bcycBCZd+291NhMmPg3Qyn1MrJQ9KzW+rL8SU1c3yg8chMDISEhF1XAKwik\npKRw/PhxRo4cSc+ePTMRUiauDiEhIcycOZNjx47lmZRKTk6mVatWPPfccwU8un8WWuvzSqlUINEr\ncTcmMZu01pFGs1+Llvl2esKpw/vOxO4oXbJaw5eLlqtWPy3pwvF2/5kxIzrS/rdSajTwKnBSaz3V\n6GckEoA1Adb7vOwbWuvlRps+wGGEPJmTzfi2IsoHL0Yope5HlA4fG4GPG4jXmUu3DgO+1Fp7cy/3\nK6VeBH5WSv0foo6KB5xajKQPIYHZDQOjItuXNofTiQSKPYFuNodzNkJOXBWxcJ2jDKL2yJeKSUZw\nPdIaGGxt89wkPyDh53d7JbhTkuoBI31SO2ojRKi/slhf7/TG/8oBHwJxwMuLo7oeRwL4u5Dv9eta\n66M2h7OCzeHsiyhddgH/iY607zL6VEAb5DOsgQRZrwNbsyGjKpFhXF4E+B0hAzZdKtXNONariKqG\nVP5bixAVW64mhdfmcPoh5uRNjUddhHQ5iZBQ3wFbjeqKV4utWmuH8XyfUup5JLUnGVFN+gbEryil\n7kOUnZ8BKKufn83hbIKRflem3i13Jp87URlJn9TWgOBi/h73ycYPvBSJoYBaHNX1ZoQsbLF32Zfe\ngDgG2KGUaqG13oh87p9qracbrx2plOoIGbaVOotPlFLqGeRzT/WqAA2V9jnf+92l7pO5vVm53EM/\nA1Yrpcr5BMRdkNQoX3yktf7eGNv/Iem0TwHvIcSr728JSqmngYNKqVpmQHzDYmuW/x9FFoaaIvfl\nuCzZBkFIuvXlYGOW/9cDDnkJKQCt9Z9KqbNI4YiNxt/JWY5bg1Q0BdIXH95C1INlkXTZYMQTLkco\npUKQhbkuCLHsZ5xXrsflBq31BqXUToSEHouoZw9orVdlabrW5xi3Uup35FxB3vMOSqmsixEaec/N\na9CEidzxXwxlOLJIZ+IGQaEjpa4Vpk+fznPPPUerVq146623sm1zpSmDJrjsFM6goCBee+21AhrN\ndY8cJzEbpg6dHzFy4U5XcvyS0Mp1FWKWvj1i5MLoxVFdTyOKK2ksgQzIxC59M5knUGeUUrvImEBl\nwlVM9JoCjZVSPX27M/5WR4ydDwIxSqlFiPfEfK11oSgbfzkwAv1PbA7n/xBi6nngPpvD+QXw2/Xg\ny1MAqGX83Xe1HSmlgoARVv+gUrcMGO+y+Pkn/zruiVR3SlIVIFJrvdNodxfwHBBTruHtHzZ9eNgj\nCMmzJPncySm/jnuyJfAG8h2eACyNGLmwiEFGdQPOIoH8r9GRdm2s0N+KkB3VkEAv3QDdC5vDaUXI\nlq6ISugCon5cFB1pP57budkcznLGGNsiJEwysA74AiGyrsg82Ej7q04GCdUIIV8uGOfxCUJGHSuA\n79/lBMQKCCpRreE9NoezQumazW73uNOKIkFpCnDAlRwfl3I+TiHKo9iEkwd/AnZHR9rTSXQVZQbE\nxjFmQGwCLi6ErRESuihwBPl+Z53QehUInmz2ZVeGOuEqx5gTZgIlkSqoB5H7wFoknTY3jEMWG4Yg\nvztJiEfgpY67FD4DnkWuwSeAabm2vhhFgR+Q6q9Z31fTm86EiUvAWLz/HXhAKXWb1np1Xo7Lq6Ly\ncpCdotLElcMkpXLAgAEDGDBgQI77AwMDcbtvZGHDpfHVV1/900P4tyDXSUx0pD1JRZ06mnLhzB9I\nql5nYEhASGhYyepNbrY5nFWiI+2HfI6xXMVYrnSiVxRZ3fgwm3M4qLV2KaWaIQFhBBLQvaGUullr\nff4qxnvdwqis9q7N4ZyLBJrDgD02h3N6dKQ9ayBf2FGLfDA5V0r5AcMtfgE1bu77TrJfYLBr5QdP\nud0pSaWA4VrrvUabpxHfpiV3DJm+Iig07A2MVKXFUV3/Al5GKiT+Bvw3YuTCc4ii6XHku/w18H10\npD1FKWVRUdyBKGSqAJsRVeBO37HZHM4SZBQmCEMUVu8Dq3MzLrc5nGFkEFG1kXSv9Uga7u95MT3P\nod+s5uTFjb53IJ5XW4D914AEvTggVhZrcImyVVMuxMU1eyzyA2tAUFWLf2AVpVQwgH+RYkmANTXh\n3JGU+DMKeAa513lUVNeJQIN05ZokOZsBcd5gBsQmfLEJKWLg1lofzKHNSSSl3xc3IfeS3PAnUEUp\nVUlr/TeAUqoBkiK9w6dNayRl2otbsvRzK/B/Wutoo48qyP3VF2kIYZz1uOneAFQpVRRJ2c4rUrPp\nE2OsY5RSAxGyd2Y2bW5BUne96XstkIUPkPf8fiBWa33V/n8mTBRWqKur0nkQ+d3/P6XUVq31JW0Q\nTFz/MEkpEyauP2SdDOVpEqM9bk90pP1X4Febw1nJnZa6JTi0TG2k8ttORH2UFQqZQM2BdD+TOojP\nVHbIy0Qvu8ncJqCB1jomx/HLuS0HlhuphmeR1JTvczrmRkB0pH0/MMJIUeoDvGVzODcDM6Ij7Vet\nLLpOcBaRW18xjLS5wRY//2bNHotMDAgJda+aMMDjTkkKAIZprQ8a399hQB2L1X/yXZFzQpXF+hbw\npys1edzyUT1aIOlTScDbWus1NoezOZLeVAX5/s2MjrTHKaWsKooOwEOIRHwD8KHWepd3TIYCqR6i\niroVURX8AvwYHWnPUXViczhLAbchRFR9JKjaiHzX13tN1C8HRjU/rzF5U0TZ40FSJn8iw5z8mpZq\nt/gH+vum3xWvVLtJQEgJv4pN2x/ZNve9sICiJRoWK199K+JxE4MQZWcAVFTXIODO6Ej73z5dmgGx\nGRCbyAdorZcqpdYileuGIn5jlRCF3zzDA3M58B+lVC9ESdgTUVrm6o9p9L0dmKWUGoyoqyYBK7zp\n1cgi1edKqY2IV1NPhADz/d3bA/Qy2oQihGxWb7sDSErwb0CK4TOzB7hfKbXQaDOSi4nY3HAAuEMp\n9Y3R52njvM4qpeYD7wLRvmpMHzynlNqL3GNeQu47nxv7JiGLJl8rpcYiqeS1kUWPp7KmgJswcS2g\nCmeVzlPI72Q/pdSvmFU6Cz1MUsqEiesPB4DWhmlmPFcwiYmOtP+topLiY9f+8GUdW9+NiHrqJUBV\nb/tghM3h9PVrilJKxSGGvW8hN/v/5TC2vEz0DnDxZG4MsEYp9RGy2p+ATD47aq0HKqXsZJhJn0FU\nLgpRm/wrEB1p32pzOP+D+BX1BsbbHM6VwBeGqqrwQnNVcmmDkOqnrH7tG90/JDmoRFm9ZtLzyp2S\n5MbwgVJK1UX8oyhbv827Nz06vDtCGM3+eUzP1akJZ19CvnOLgWkRIxeWsjmcI5BUu+3A4OhI+z6l\nlJ+KohNCRpVH0ufe8/XbsTmcQYiqz46QDUcRA+9lOVVVNEgjLxHVEKmUuRmZEK27XBNxYwy+5uTh\nxq5Dxpj/ALYbXmYFDoOgK4dcx9WBGkXLVqtXrHz1qsbYUoEYd2ryhcTkI8fLN75j0NY573625uOB\nDRDDcW9APERFmQExZkBsIn9wqc/0buR3fxri/XcM+R0+DqC1XqyUciC/4UFGuxlA4zy8xj3ARwhR\n70HI8XRTc631t0ZQ6O17LrJoYPPpoy9izL8Rube9hly79ZVStQ1vtyFIwNwPMR6vgXz3pyLX9inj\nNYpd4r3wRRSS1rwPUTj6ksRTgcfIWak4zHg0RYLNblrrOOOcjyqlbjPGE40E+LHAIvP6M/EPozcy\nH2mFsbCilFplEDRzkHjERkZRkmXGNZib2XjW73RvJG3+Vkif2/1g9NmWjCqdX2P4JSopSjKCbIqS\nAJ8Cg5Hf5emIZYO3KMmPhldiAlKUJlNREmM8RZGCDK+SUZTkB6XUJYuSkFG92bcoSaJS6mukYMs8\nn7ZPAN/qjIqhIPMJ36IkC5RSvkVJliH3vhfIKEryDeJRekOi0FXfM2GisOFyqu9BujnzdCTYDEIC\nPH/khtSezJOYIcYxy4EtWuuXfPrZD4z35jrbHM4Ki6O6/l2/27O/VmnZ5cLfm5fG75g//iG/oJD7\nXMkJbyEpVpuRylKpiMdIY0SF4q2+Vw2ZkN1CxkTvQd/XVlKy9ROEEAjQWluN7S2QyW8bJEDbB3yj\ntR5tTNJGGa8XhAR1o7TWcy/jrb5hYPgSdUDSyUogRMrX0ZH2q0p/K6xQSj2oLH5963Xpn1aiav20\nDVOHelwpiacRQuqUUsqGpHjtadl39M8lwxv1BhJS4s988MvYXg0QH6hTwMSIkQtjkICiC0LATgPW\nLI7q6oekXD2IqIx+Q76f+73jsDmclY3j7kJW7NYjE5ot2aXB2RzOYsjkqy2SQqeRFbyVwNqcCKzs\nYJiT1yWzObnVOK8/vI9r8R2xOZz+iD9SOgFl/C1iNDkH7PvlvSce9AsM3nbbwMlDgCPRkXaPQaqc\n0VIxLgS5JzxA5oD4VR+F0whkAuwNiP2Bxjqj8tdF9z5je2UkIL4Ln4BYa33Sp80wZELrDYiPAzad\nUX2vKTIpbETmgHgh8L7Weo9SqisSEIcDfxurr5e8T+aGnO6hxr72yGS1R5aVWG/lr0eNc/IGxFlX\nX2uSy2+JCRPXK5RSpSwWyyyPx9PZu81isSzyeDyPaa3zoyhDXsfRC7nmK2qtXT7bqyHFFpp5FSQm\nTBQGqEJapRNRAo9A5h/PGgSUWaWzkMIkpUyYKGBcLilV0DCC29aHN0b33/nDxN53vvLl3ICQ0KXA\nosVRXc/7WZjl8pA+6fOzsMjl4ZpO+kwIbA5nAJIa9iASjP8PmHet1C/XA5RSnZTFOrjmnY+q0rWa\np26c8bp2pSQeBCKR1bH+QGerf+DiO4fN9rf6B7YHfl37yYvR54/s7YeQJ/MrtYj4puG9gyKQoN2C\nrMQtWBzVVQGdkIpvpRHC6FutdSykE4StEVVUE4RwiQaioyPtvtXRMNqHIGREW4RYtiAFB1YiRvZ5\n8kgzlEfhZKTkNUTIk3hE9u4loo4UpC+UQax5iScv+VQFIcQ0YpS833hkSr+7kWAGxCZM/LOwWq0/\n+fv7d7Lb7dZq1aoRGxuL0+l0p6WlLXG73XdfuoergxLPu4oYv8Na66gs+73B5k3mNWiiMMGbWqe1\nHuiz7XtkUWUTkgKetfBQEKIif/UySKndWusBPm0GAi9qrTNV+zSyNwZprb/0fe6z/33gTq11c0N5\nNBVZ2Aojc1GS57XWnxjHXERKqZyLkozTWg/Lw/uWrdG5UmoLMFtrPVYp9RLwjNa6jrHPe5+4Q/sU\nKlFKzUMW7J5SSn0L3MvFVgVFgC7asBS40WCm75kw8S+DUUp+tVJd/YBerpTExQEhoW0Be2j5ao04\nH1t10hNwRz349S947nM6JaQwG5H5m7iGMEyu59kczmiENOkO3G1zOL8DnFdqgl1YoJRqrSzWF6u2\n7hpQIrxhysYZr1tdKYl/IVXzAoF3gJqlazWf26L3yDZAqZQLcZN+ebdPRdCjgBhl9Xup04jvSwPj\nkUlHNPDl4qiuychE5H7EzPpn4Dut9SFI932KQFJfSyMS6/cQYimTL5PN4QxGiKu2iD+AFfFl+9Ro\nnyfSwqi+5yWhmiApY6lGX98gJNS+6Eh7vvsBZZd+Zzy8UvNUZCL1F/AjQoDEXon/VWGExWKZZQTE\n+ATEndLS0q7JvdEnIB6KeH24smtW0OMwYeJawEjrKYrck8oh98TOdrudJk2aANCkSRO01tb58+d3\n9knly0vftyPKSc3F14zWWhfP4dBXgOHIb8XoHNqYKXgmCisKZZVOQy1fCcnueA25Ps2iJIUQJill\nwsS/G3rV+H5fR4xcOC12zf8eOHcs9usvn4XHb5Odj98GWmPtNZnLmvSZyF8YyqgZNodzAaL0eQK4\nx+ZwzgaWR0fab7hSoEqphspiGVahaftipWs1T9wyy2F1pSRuRNI8qyMeAK7GPV5eVqFJu+7A/s2z\nR3138q+1DwOlgJl3DPl8c1BomScRomcL8M7iqK7HEBLhAcRjZAWijDpicziVzeFshKii2iCGnCuA\nnwxD+nQYnk4tgdsRX6oAxANtOrAqOtJ+STNKw2eqMRm+UOWRieAehDzzmpPnK/mY1/Q7ZHIXgxBQ\nRwqCDLveYATDIQgZ5300wgyITZjIVyilghDCqSxy7yuX5VHEp3kJgGrVqmXqIzw83Pu0FnLfzAs2\nIPfby4IW0+c3c9kfS/YFCkyYKMwoDFU66yAelDcjczDvb7cvzKIk1zlMUuo6xKOPPopSitmzZ//T\nQ7lu8NBDD3Hrrbfy4osv5lufx44do2nTpmzfvp0yZcrkW7+FBVrrX/C5mSrV9TyIQsoX7eqnP72c\nSZ+JAoDhFzTJ5nB+jxgzDwLuszmcMxGz7BsiKFVKhSuLZUTZ+m3KhdVtmbT1u7EWV0riKiQY7wj0\n9wssEnPr8x+7gkLDIpLOnli4any/EO1xvwBsL9/kznFNevynI/ABssI38uexvbanxp+xA/chpMNS\nYI7W+pjN4Qy2OZxdEDKqKpL/PxUh/NJX9ox0ypsRRVRLRK21B5mArM4unc8XBpHVkAxfxSP1yAAA\nIABJREFUqBrGrsPA7wgJtS0/0zMvI/3ud27g9DtIJ5yKIDL/0mTI/bM+An0O04ic/x8LiH1SI3Jc\nvTUDYhPXG5RSfsg1Vo7sSadQn+YuxNPtOELu/4p4zHm3lQd2xcbGphPDAAcOHPA+zbPHitY6Bbnn\nmTBh4hLQhadKZ3EkZW8EsqhoFiUpZLiuSKnk5GTOnDlDmTJl8PMruKFZLBaUUmT3mSqlGDFiBFFR\nUdkceX0gOjqau+++G5lfQ7FixahZsyY2m40XX3yRsmXL5rmvlJQUgoODWbRoEREREQU15IvgPYfk\n5GQCAnJXSa5fv56VK1fyxRdfpG8bPnw4c+fO5dChQwQFBdGyZUvefvvtdF+zXbt2Ub9+/Ww/5wUL\nFmC32ylfvjwPP/wwb775JhMnTsz/kyx82AeSsudVSgH88mf60xvSWK8wIjrS/jcwxuZwzkOqiQwH\n/rI5nDOiI+3b/9nRXR2UUmWVxeIoVaNZeFidlsk7v5+AKzlhGbKC9CxwV8nwRtta9HZUV1Zr6vb5\n4+ce2by0IxDgF1jkk/avfhWsLNaRSHWVz37//LWf42K2dkF+9IMQ0/i5WusTNoezqs3h/D/EVD4A\nkXtPAbZ6CT5DVdQMIaJuMfqIQdLpVuVWGdHwb6tNRkpeXeR39zRCQP0PMSe/6hK///b0Ox/CKTuS\nyfcR5HOYRj6L08hK7wHj72mfv2eQtAAzIDZhwgfGNVeai8kmLwlVmowATyP+NMeRogEbyCCcjgNx\nlwi0zlut1kVOp7OT1toaHh7OgQMH+PHHH90Wi2WJ2+02F8xMmLhy3ChVOpsi6qfXkfmPWaWzEOG6\nMDpPTEzklVdeYerUz0lOTiQsrDyvvvoygwcPTide8hMnTmQsZn/99deMGDGC3bt3p5MXRYsWpUiR\nIjkdXuC4lFIqOjqaLl26EBsbS0BAAOfPn2fDhg2MHj2aY8eOsXLlSurUqZOn10pOTqZIkSLXnJRa\ntGgRdrudxMREAgMDc23bq1cvypQpw/vvv5++bdasWVSqVInw8HASEhIYO3YsCxcuJCYmhuLFi6O1\n5uTJk5n6mTBhApMnT+bo0aPpRNimTZto164dR48epWjRovl/olx/Rue5wd+qfgoJpNPEJ7C2qy+E\n1PPTcSeksCTNrU1PqesUNofzJoScqoWUzp4RHWmP+WdHBShKAaDJU0U4pVSosljeLVG14c1lG7RJ\n2bd8VrIrOWE+Yko+DGUJrxPxRGz4bffXSow7unXN5Bfc7pTEZsDam598Z2Op6o17IMTDj3uXfbFg\n/y/fdAC6IZOFRcC8iJELzyLkkh1ZyTtr7IuOjrSfgnQyqSkZRFQIEkj9Cqw0SMGLYBBD1chQQnmr\nSSYgZudbEDLq76tRtV1G+l26+TiFPP3OMCT1qpty+puVcIpDJpo5Pc5orfOU+uo1We7SpUumgPha\nmCxnZyJrwkRBwyCdipGZaPIlnsqSeXH7HJnVTb6Pkzn4oF3OeEpaLJbZ/3SxARMmTFyfMO5ZHyql\numutq3i3m0VJCgcKnJRau3Yto0ePZf36jVSoUJ5nnnmap556CovFkt6ma9d7WLRoOW73y8hishP4\nlLfffptXX301U39ut5t169aRnJxMq1atrppImDFjBoMHDyYuLiNm0lpTrVo1hg0bxrPPPpvpXG6/\n/XZiY2MJCwsjODiYKVOm8O2337Jq1SoqV67MuHHj6NatW/oxsbGxDBkyhKVLl+Ln50e7du348MMP\nqVy5MgAul4vBgwfzxRdfEBAQwIABA9i7d2+eSKmkpKRMKqOEhASaNm1KjRo1WLx4MQBr1qwhMjKS\nLVu24Ha7adGiBR988AGNGwt5XaFCBU6cOJFOyNWrV4+dO3eya9cu/vOf/7B+/XqSkpJo2LAho0eP\npl279GqhjB8/nokTJ3L48GFKlChBx44d+fJLSfn1eDyMGjWKzz//nBMnTlCvXj1GjBjBPffcc5GK\nSSnFgAED+Pjji6tvpqWlUbJkSRYsWED79u1z/BxPnjxJuXLlWL16NW3atMm2TYMGDejYsSMTJmQq\nkkClSpV47733ePTRR3Ps/2pQmEgppVRJPwuzzep7hQ8GIXIb0Asx9P4FmBUdaT/2jw1K0Qdoj+aJ\nSzZVKlhZLO8Ur1i7fVjdVmmxv82PdyXFz0LUS8P8g4v5Ne/1RmrxSrWL/PXjlC2H1i1sBKSWrd9m\nQdNHXm2ulKUhsOHotl++3fbduy0RMsqKrLrNixi5UCGm5TbE2Hw7ohhaEx1pdxlV9hojHlG3IsHY\nEaRq3sroSHtsduO2OZxlyWxOXgLxLviTDBJq35X6ft2o1e+MSjxbgWREpu4C5iOroPURY/opyMpp\nGPJ5dAZ+QxRMAchnOQ1J6Sxv9PcC8v6MQFIMFiJy90sqwpRSPZCVz1qI9H8TcK/WOkkp1R74DiHA\nvO1Xa627ee+NRnWfZ5DvXgdkZbMvorr6DEn5/APoqbWOMY4ZgRQwmIys7pY2xtxPa33eaJOJlDIm\n3sOQFd/ySLrTKK31XGN/CUT+3wkxTD0EvK21nnGp98DEvwuGr1N2qXVeEsqX6E3kYrLJS0KdyMs1\nlk9jro1co3tNn0sTJkz4wmKxrAgICGhnt9uVWaWzcKFA0/cWL15Mly52oC5u92McO/Yn/fv3Z9Om\nzUyeLATEli1bcDoXAF8BjxhH3gsEM3r0u7z44osEBwcDsGzZMnr37suRI+KzFhJSnNGj3+L555/P\n13ErpXjyySf5/PPPM5FS06dPp1OnTlSqVImUlBQAXn/9dd59910mTZrE1KlT6dGjB7t27SI8PJzU\n1FQ6duyIzWZjzZo1ALz55pvY7Xa2bNmCUoq3336bb7/9llmzZlGzZk3eeecdfvzxR+x2+2WPOyQk\nhH79+vH6669z/vx5ihcvTnx8PP369aNFixakpaUxZswYunTpwt69ewkMDGTDhg1UrVqVr7/+mjvv\nvDM9bTI+Pp777ruPd999Fz8/Pz777DO6devGnj17KFeuHKtWrWLo0KF89dVXtGzZktOnT/Pbb7+l\nj2XEiBH88MMPTJs2jerVq7Ns2TIefvhhfvnlF1q2bMns2bN5/PHHOXjwIAEBATkq0zZu3EhSUhI3\n33xzjuedmprKlClTCAsLo2HDrD57gtWrV7Nr1y6++uqri/a1atWKlStXFhgpVZhgBFd3+0760tzm\npK8wwFDerLI5nGuRIP1R4Habw7kI+CY60n421w4KBrXJQ2qTUspPKcvwkLLhd5Ws1tBz8LfvE1xJ\n8Z8BF4BRoZXrJjV7PCo4NeFcwi/v9jmWGn+mlX9I6Oo2z3yog0LDegGxp/dtGbtxxuu1AIfRrdMv\nsMj8DsO/rQYMQBRPqYj3wY/RkfZYm8NpARrYHM62CKEXCpxA5NIrgZisiiaDJGrq86iAkEN7EZ+q\nP4Cdl2tOfqOm3xkTtKwpdGUQM9E2iKfDFoQoHIAQe17/hRSEPDyFVMWxIb5iPyGfVwRQD/FZSEJI\no7cQousRhMj6HhiIeDvkNs7ywGzgP8YxxRClnK9cexDy/QgHOmqt23GxkevrwGDjMcboc58xrkOI\nZ8RERKnnRS3gQWNbKEK0TUII5uzwGpIW0B/53t0BfKGUOqG1XokUA6hnvF+njf6Dczt/EzcmDF+n\nslxMNnmf+xrrpyHf72NIxc8VZCag4vOSOmIQzpu11i/l35lkwCCiCmxe4iWKtdbNCuo1TJgwkf9Q\nStUB7jSLkhROFBgppbXmhReG4PG0RetowB/5KfuITz4ZxKBBA6lfvz4bNmwwjuiRpYcHOX9+Avv2\n7aNRo0bExMRgt3cjLe1WJJOjOAkJHzFw4ECqVKnCvffem6/j79u3L2+//Tbbt2+nUaNGJCcn8803\n3/Dpp59matezZ0969ZJ54+jRo4mOjmbixIm89957zJw5k2LFimXyK/r8888pUaIEq1ev5vbbb2fC\nhAmMHDkynYT69NNPiY6OvuJx16tXD4/Hw8GDB2nUqBGdOnXKtP/TTz8lNDSU1atX06FDh3SD7xIl\nSmTyomrRooVX3ZN+bnPnzsXpdNK3b18OHTpEaGgoXbp0ISgoiCpVqnDTTTcBotgaN24ca9asoWlT\n8XN96qmn+Pnnn5kyZQqtWrWiZMmSAJQtWzZXT6nY2FiKFClCsWIXp/jOmzePPn36kJiYSJUqVVi6\ndCnFi2d/j5g6dSrNmjVLH48vKlas6OsNYoKCn/SZKDhER9pdwCKbw7kCydV/AOhomKPPj460ZzV/\nLBgoFBIMz8+1mVJKWaxDioRVvq9E5TqWvzcvPZmWdOFjoIqy+j1etXXX5Jodehbdt/zLw7Fr/ldO\nKYtucM/zKyvf3LkVkHLu8O6Z6z97uYT2uF9EfKR+qNK665L69mdaIhOCyggZMAUJspKAejaHsz9C\nbJRCSI8VCBG1x5eIsjmcgWSYk9+EEEYK8STYjJAM26Ij7fF5fWtulOp3hsoit3S60kjqoxcaSZc8\nhSigDiKKJm863ReIwu8TpPLMVO9KolLKa4p8TmvtMlL7NTBca73WaDMVeBuoYRh/o5SaA7TnEqQU\nQi5agfla60PGNm/1H7TWK7Kc+zTEb6odQhJ6Mc1HsTQWMX19U2u91Nj2IRd7TAQCvbTWx4w2A4GF\nSqkhWutM5vlKqQCk8uRdWut1xuYDSqm2CKm3ElGKbfYxis2pYpKJQg6llAW5h+Wkdsrq63QSIZhi\ngfVkVjudySe/kvu4uLx8TuO/XlUDZtBowkThQ00wq3QWVhQYKXXkyBH++ms7MAcx0/eiPxbLK0RH\nR1O/fn0fImQ30MCn3S6UUoSFySLxlClTcLmC8Hj+R8YcdzIWy1+8994H+U5KVatWjbvuuotp06bx\n/vvvM2/ePPz8/C56nVtuyVyVsk2bNvz5pzhDb926le3bt19EqLjdbvbt20edOnWIi4ujVatW6fsC\nAgKu2JsLSE/D83pxHT16lOHDh7Ny5UpOnDiBx+MhNTWVgwdzn6OeP3+eqKgooqOjOXbsGC6Xi+Tk\n5PTjunTpwqhRowgPD6dz58507tyZ++67j8DAQHbt2kVycjJt27bNZDKelpaWY2pdTkhKSiIoKCjb\nfZ07d+aPP/7g5MmTTJ48mR49erB+/XpKlCiRqV18fDzfffcd776bfUwSHBxMYuK1idNNmLhWiI60\npwDfGUqpHgg51cXmcH6LKIXyFDRcBcojN+sclVIGIdU/uFTF3sXKhQce3/nb0bTE858At/oXCW1Q\nv+sz7iKlKqg1k56/kHTmWMWw2i3+bPLwq+X9AoLaXDgWs3zD1KHalZL4KKJWmdfs8agtZeq2uhMx\nzfRHCIFJCLlQC1HPtEXUOnGIueVK4C8fY3OrzeH0NSevh/xWxiEqqB8Qc/JTeXkTCmv1O4NwupRp\neEiWw86SYRD+B5kNw08iZsYuo/9mwHat9Tyf1zyEkFmXg20+z48DiV5Cymdbyzz08wewDNiulIpG\nDPHnGBV6UEqVRdRO7RDliRVRH1W9xHhA1F6+24KUUkW11l4i86CXkDKwxui/LqJc8UUthLxcojKb\nbvqTUeloMjBXKdXCOI/vtdZrLnH+Jq5DGJ9xcbJPrSuHXC++c/mzZCibdpBZ6XTqan2d8gLvNZNH\nKPKJAFJK+V2L8zNhwsR1i30gggazKEnhQ4GRUhnql6yLx0lo7Uo3t+7cuTNlylTg9Ol+eDyzEFX8\nGvz8ooiIkAppALt378bjaUnmObDC42nHX399SkHg6aef5rnnnmPs2LFMnz6dxx57DH9//0sfaCA+\nPp5bb72Vzz///KIKcGXLli0QImTnzp1YLBaqVpV58qOPPkpaWhqTJk2iSpUqBAYG0qxZM1JTc88s\nGTRoEOvWrWPs2LHUqFGD4OBgunbtmn5caGgoW7duZfny5SxZsoThw4czatQo1q1bR3x8PEopli1b\nRunSpTP1mxPBlBPCwsI4d+5ctvuKFClCjRo1qFGjBq1bt6ZatWrMmDGDF154IVO7r776Co/Hw2OP\nPZZtP3FxcemKMRMmbjRER9ovAJ/bHM4FSMrPU8A9NodzFvBzAapvahp/9yql2iFpcyW9PjkASlke\nCi5ZflCR0hWKxu3/42Ba4vkZKNWtWPkaFRvc87zr+PaVidvnvh/gX6RYfMunxpwsWa1hg/gTB//Y\n9OUbF5LPnugAJFus/t+1eXbC6ZAyVToipFMc4ku0GPF3aov4DJVHFEheImpndKTdY6TNVbE5nF4S\nqhES9CciBMM0JL3scG7m5IUp/c4gnEqTfVqdV+WUlXA6RwbBtI2LTcNPX0FAmJUY1YAFUVFBZsl8\nTj++vn3oXPrMFVprDxChlGqDpAUOBN5SSrUySK6ZSIrhQER5lIL4nWWV+mYdT07bLjmmHOA10uxC\nRpqjFynGuSxSSlU12nQCliqlJmmtX7nC1zRRgFBKFSFn0qksmX2dEsggmdaR2dvphBFI/aPwTd9T\nSsUgKlVviuoZxP/MO3Hfj1wTWwyO9WetdQejn6eR6ljVkXvnR1rrycY+r8LqEaQqaytgqFJqDHCf\nlhQN73juQyqBldVaJyulRiNqrsrI+zYLUTNeke+fCRMmrg9orXebVToLLwqMlCpTpgxt297Jb7+N\nxe3ugsxx3UAkFgt0794dgMDAQH74YR5dunTjzJka+PmVxOWKo06dJnz22ZT0/mrWrInFMg23O5GM\nDAewWFZRu3atAjmHe++9l+eff55JkyaxYsWKbJU2a9eupUePHpn+f9dddwHQvHlzfvrpJ8qXL5/u\ni+WLokWLUrJkSdatW5fumZSamsrmzZtzNfXOCfHx8UydOpVOnTqlq7PWrFnD7Nmz0yvr7d27lwsX\nLqQf4+fnh1IKtzvzb/Fvv/3GgAED0k3bz549y6FDhzK1sVqtdOrUiU6dOjF8+HBKlSrFypUrad26\nNVarlYMHD9KyZfYL1F7SMuvrZkWzZs1wu93s3r0714qCWms8Hk+615cvpk2bRo8ePXJM7du+fTv3\n3XdfruMwYaKww1D2TLA5nPMRr5rBwP02h3MG8PvVVIPzRXpAgt4KnERzDsVqoEImQspiiQguVTEq\nsHjpEuf/3rMvNeHsIqt/4ENl67cpXq7xHck75n/gSjxz3K/ard1P1+zweMmkuGNH13w8cNuFYzGN\ngIQipSosuLnvaBVUvLQdCN367djQE7vWVfWkpZZRVusDIWGVz9Sx9T0QVqv5ITIUU9uiI+1um8MZ\nBrQ3qhY2RcgGF2JOPhdRzezNyZz8ek6/U0oFcmmFU9YKIefIIJd2kD3hVNDKOl94S6dWQD4LgGZc\ng5QaQ1G0xihvHYsEr+MR8/v/8wa7SqkqZBCOuXaZhzZVlVLlfdRSbZAJ065s2u5EyKdqWutVuZzH\naSQd8gul1CpgLOJ1YeIaw0i5LEPOKXa+cvpUMoimbWQxFNdaJ1y7kecbXgIiEaXhg8BkpdTPhk1A\nKySNsAPy3U4FUEo9DrwBPIcsCjQDPlVKxWutv/Dp+x2k1Ptm5Lq4HVl88fXBeAxJy/UuAJwHegNH\nkeIWnxrb3svXszZhwsQ1h8fjeSwtLW32/Pnzfat0LvF4PNkrE0xcNyhQo/PJkyfStu2dnD9fHbe7\nLX5+f+FyHWD8+I+oUKFCertbbrmFQ4cOMHfuXA4fPkyTJk24++67sVozUi779+/P+PET8HgeQOtR\niBfoR3g8yxkyZE6BjN/f35+ePXsydOhQmjRpkq0f0axZs2jatCm33HIL06ZNY8eOHcyZI+Pp06cP\n48ePp3v37owYMYKKFSuyf/9+5s2bxxtvvEFYWBgvvPACDoeD8PBwatasyZgxY0hKSrrk2LTWHDt2\njMDAQM6fP8+GDRvSj/WtLlerVi1mzJhB48aNOXXqFK+88komtZLVaqVy5cosXbqU5s2bExQURGho\nKLVr1+a7774jIiICl8vF66+/nunzmD9/PkePHuX2228nNDSU+fPnY7VaqV27NiVLluSFF17g+eef\nJzk5mTZt2nD27FlWrVpF2bJleeSRR9LzexcsWECHDh0oUqRItmbnlSpVon79+qxatSqdlDp79izv\nv/8+Xbt2Ta8eOH78eM6cOcMDDzyQ6fgdO3akK76yw4ULF/jjjz+YPHnyJd9zEyYKC5RS/jmRCNGR\n9kPA2zaHsy7QB6k2ttPmcE6PjrT/mY/DSDc5NxQ06WlIymK9JbhU+XH+QSFhCacO706NP7M5sFip\nbpVb3u2flnghefvccbpoufDUNo8Mt4AO2jgz8uCZmG2VgOCw2i1+adzj5VD/4KLdEX+oZcAma2Bw\nr/pd/y8utGLtoq6UxNRdiz4ruemLN24KCav0wG0DJychwUd/g4iqiJAF+xAFl9ec/CJW+3pKvzOC\n20sRTlkN+M6RkT63k8zpdKcRwumyTNkLGoaaYS0wTCl1AAncHdk0zWo+esVQSrUC7kIUdicQY/ww\n5D0D8aHopZTaiExAxiJqukt2nYdtKcAMpdTLRt8fAt9k9ZMC0FrHK6XeAz5QSlmBVcYxtyF+W18o\npd4ENiIEYxDQ1ec8TOQzDF+nMHJWO5Xyae4hw9cpBiHMfVPszuaTr9P1BKfW+hPj+Ril1GDE520P\nGQR0XJbv+xvAEK31/4z/xyqlGiLVLX1JqQ+01t97/6OUmg3MVEoFGfeRYkgBgXTvDa312z7HH1RK\njUOKJZiklAkThRzZFWwyFVKFAwVKSjVs2JA//9zOf//7XzZu3Ej58hE89dRTmTyUvAgJCaF37945\n9lWrVi1++OF7evfuy8mToioKCgph1Kj3LiIi8hNPPfUU77//Pk899VS2+x0OB9OnT2fAgAFUrlyZ\nOXPmUKNGDQCKFSvGypUrGTp0KN27dyc+Pp7KlSvTqVMnQkIkM+K1117j5MmTPP744/j7+9O/f3+6\ndOlyyXEppahevTpKKYoWLUrNmjXp1q0bL774YroPF8DMmTN55plnuOmmmwgPD2fMmDEMGDAgU1/j\nx4/nlVdeYeLEidSsWZOdO3cyYcIEnn76adq0aUPZsmUZPnw4Z85kxFklS5Zk/PjxREVFkZycTN26\ndZkzZw41a0rGzrvvvkvFihUZNWoUMTExlCxZkhYtWvD6668DUL16dYYPH86gQYM4deoU/fv35+OP\nP872XJ9++mm+/PJL+vbtC4i6a9u2bUybNo1Tp05RpkwZWrduzerVq9Nf34tp06ZRu3Zt2rZtm23f\nc+bMoUGDBplM3U2YKGww1EnbEbVPT2CrUup+YBxidh6ImDa+5DWTjY6071IWyxqrf9A9Hlfq3Vb/\nwBeLf1x+b5tnJ3SJjrTH5vBS3td7FngRIWfOAb9qrR8ySte3A+6wYLEAWiv9JULkrABKKIu1qn9w\nsW+S4o5VSQ08v8udnNAU1G3WgKDzJ3au2Z109kQZtK56/she64bPX92feuHMXmW1hlZueff2Ora+\nZf0CgjsAB5CSrQohD7o1vHdgMpKWtxLYXvfufjet//Q/q8Jvu3+Scf4KIZD+QFI5thmpjYCk39kc\nzvL8Q+l3BuGUm2F4GS4mnM6ToWb6k+wVTtcV4eSDSwXefYHPELJvF6LyWXyZfVwOziNV7F5APHxi\nkevF+5p9kTSkTQiZNxr5/l9qPHnZtgeYh3yvSgILEIVIttBaRyqlTgDDkO/oWWNc3mA71XgejhC3\nK5FqnCauAIavUyjZV6/z+jr5GtfGkUEybSWz2un0vzBNbFuW/x9D0hKzhZHOWBOYqpT6zGeXFfmu\n+2Jjlv//iPwO3gN8i/gpnkMWL7z9P4yk4dZEVKN+RhsTJkzcIDALNhU+qKtdkFFKNQc2bty48aoM\nuvOKtLQ0Vq1aRXJyMrfeeiuhoaGXPugqsGTJEu69916OHDmSyUA7JSWF4OBgFi1alJ4aZ6JgkJCQ\nQN26dXE6ndmq1a4GzZs3Z8SIEflulO+LTZs2eUmvFlrrTZdqb8LE5cIgpZojBsdTjc2TEP+RkUjA\nPQB4AqijtT6rlLID3wMOZbF+U7tjn9ZJZ48/V7/r/x1H1EOzoyPtFyk1DPPktcDjyCp/KaCt1nqi\nUqo4UkJ3W2Mav1me8v5LWHIICfaXY7E0LVKywgxXckK91ISzwSjL2eIVa533CwzWcTFbKwcUKR4f\nVKJcmn9QyM64mK1FtcfdrHTNZstueuz1eKt/oCLDPLs6osRKQci21Uiw0gBo6nGlNti77Ms6h9b/\nWOuWZyeMCildcQ1iTn4SLiv9bj/5kH7nQzjlpnDKml98gYtVTZn+XseE0w0HpVQpi9U6y+N2Z6QE\nWK2LPG73Y8bK7JX2OwK4V2td8BMoEzlCKRVC9ql15RECJdCneTyZ1U3HfJ6f+Ldfl9l4Sn2gtZ7g\ns38zkk43Mrvqe0ZRgWNI2t36LN27tdaxuVXtU0r9Fyinte6ulFoM7NRav2jsuwUhaSMRkvscQti+\npLUuZbQxr0kTJkyYuMYoUKVUQcDf3/+K/JYuFykpKRw/fpyRI0fSs2fPiyq6mbh2CAkJYebMmRw7\ndixfSanjx4/Tq1evAiWkTJi4htijtR4GoJS6Dak4VtYnje8Vw/C1B6JAeQ2YrbUeaezfZXM4ZwM2\nZJLezuZwOoFvoyPt531epyoSlDkNf5NDGL4/WuvzSqlUIHGr3nrUe4C3SFhwifKfe9yu2q7U5DNA\nkZJVGyR53Klp7rSU5OIVap45f3R/KbfL9VtAkWKJde/ud+rIluVVLf6B4Vb/wPlIpbMWiGn07wgR\npREiaiBQ5O9Ni0vsXPBxK+12+SllOY7i1pDSFXcjhNNtNocz39PvlFL+CKmUm8op6+rJBTLUTLuM\nc8mqcPrHDYtNZMBitc4KKlKkU7+od2hwc2t2/r6OT0e+2ik5MXE2cPc/PT4TucMghsuSs9rJ12fN\n6+t0DLm3+RJQhdXX6XqFl8BLV5pprU8opY4ANbXWX+dybE6r6rOAxUqpBohX1WuTtPDaAAAgAElE\nQVQ++24FDmitR3s3KKXCr2DcJkyYMGEiH1HoSKlrhenTp/Pcc8/RqlUr3nrrrWzbZK7GbKIg0aFD\nh3zvs1y5cgwePDjf+zVh4h+CbxpDUyTVKy7LfSoIUQWBVJqb4rszOtLuApw2h3MZ4sHxABBhczjn\nAd8bqWpLkNSmGKXUImARsuqdmxleCGBxpybW1273aat/YFGPK0W70pLTipev4fa4Xa4Tf65JUxZL\ncn37gLTyje+wWKx+aSf/WnfelZxQFKiDkDcrkCpsDRAzaBeSTjcf2BJcolxavS4DmnncafWP71h9\nb+Kpwz8nnzv1W1BoWCpXkH5nEE6XUjhlJZziySCXdnNxSt0pk3AqGBgVEP2RingBiLolAAg4uHZB\ntb9+mvI/w85J/sn4V7foM+q1UtUbJ2Q9DgiMO7C9nMft7twv6h3u6HY/AHd0ux+ttXXCKwM7K6Vq\nG6kCJv4hGP5apcnZTNzX18lNhq/TPuA3Mqudzt2Avk7XK04gKaadlVJ/A8lGQYwRwIdKqfPIb0wg\ncDNQQms93jg220m41vpXpdRxhJzar7X+3Wf3HqSwwMOIyrYr0L0AzsuECRMmTFwGTFIqBwwYMOAi\n7yVfBAYGXrJynAkTJkxcQ/iu3hdFFEDtuHji7vXkyJFEMoiab2wO50/AQ4gJbFebw/l1xMiFixZH\ndW0O3AlEAG8CbyilbvatrueFUio4MLTMyJRzJ3G7XCkBIcVDPK60QJWsCAoNc5099JcOCAl1lwxv\npBNPH9EVb+qQjBALRTXa405LTkBS1hoaj/2IufNxhJSqjBBs95Wq0bRIqRpNAc5Vu+Ue5/K3Hqr8\nxzfvxLTuP24UWdLvlFJ+QGkVRU2yJ5vKcDHhlEBGCt0eJH0xq8IpXzymbgT4kESBZCF6LuN5XtsG\nGq+lfh7b865KzSP21+7YO8Y7lsot76ZkeKO1WYbo0lqnoXVasfLhjRDiMsX4631+7tC6hY0Bqtdv\nmOnghi1v8T6tRR68K5RS7ZDU2JLea0Vr/SZyDZnIBYavU0myJ5y8vk4Wn0O8vk7ZqZ3+jb5O1xKa\nDBVTrp5qWmu3UmogUnBjJJJa10FrPVUplYB4yY1F7r3bgPFKqTrIokRuxOFXwMtkuba01guUUh8A\nHyH3DKfxum9c5jmaMGHChIl8hElKmTBhwsSNh02IYsCttT6YQ5utSLWxGTl1YqTtfWZzOH9A/D36\nA/dGjFz4JbAiOtK+XCk1EiG6OiAeVakYqRhKKb+i5avPTTx9tDGAf1BwoNUv0IPWHq3RaDx1Ip7w\nhNW+2bUreqpOjDsCQjQlA0EWq3+Qslg9ZCgaQCrn2ckl/W5xVNcLiDLiyXOHd/kvjuraGiGgfNPq\nsuZkJ5BBLu0D1nGxwqlQE04GSZQb8ZPfZFHAZQ4xjeyJId//J2SzP9Pzxj1e/ji4RNnzSJpkKpBq\nsfqlFCtfPVO7vHqEqaiufwPd/tr8O1Vq1U3fvmNDOse1N4/ntxqokB15awKUUkXJvnpdOST1zvf7\ndIEMddMeMpNOJ//tvk7/JLTWHXye18hmf/Ms/58GTMum3ddAevqeUqqUxWKZ5fF4fEu9j1FKXeTr\nZqSyD8thfNntm+Cz3ySKTZgwYeIawySlTJgwYeIGg9Z6qVJqDfC9UmookkZWCegCzDMM998Eliql\n9iMTf3/gbq312Kz9GYbn420O5/yYVXMdrpTEiSWrNtjW8N5Fs0BVBa2QtDiAM0CEUqpdSNlqLyec\nOtJRoS0AyuKvlMXiDihS3JJ64Qw3PfKaVhaLB3CjtQeNRkiNBOCC1h6XxeoXDDRByIQD7rSU3ef+\n3v3byT/Xnj+69ZeU1ISzxRGi6jngqHF8GOIdVRFJV3yQDIPwGMQ819c4/NQl0g8LBDaH00reVUCX\nqzLKSg4Fcvm/+dmSPj7PkxET/az7cjou699Mz6Mj7fmUMmXPn24ycBhgxpg33QGBQdaGLW9hx4a1\nfOZ4zW2xWpe4Xa48pe5prV1IutK/EkqpQIRcyinFLsSneTIZJNNmMhuKn9BaJ167kZu4HmCxWGb5\n+/t3stvtVKtWjdjYWJxOZ6e0tDTT182ECRMmCjlMUsqECRMmCj+yC+a7AG8hK9BlkIDuVySoQ2v9\ni1LqQaQK0VCEXPg1txeJjrTHKtX1v9aA4PcP/vZ9d609DwUWL3UquGT5l87G7jjhr9RPgHcV++eE\nE7GgrNoSEKRxpVKial1P5eY2HX/ykHvPkukoi0UjyiiP9zSSz51USedOFk089ffphOOxyWkpCa5f\n3ntiR8qF0wFoHYZU3fNNSUxEiLBySBpfCFJRaRtScfDnvBJONofTj8tXDF0JceT961tG/lLQXEIh\nhKRkns1Du7yQRWn5RxLlL4zqXtuN//ZCFFaTtdZRxv70il9GytxiJCVotbH/FeAloLHW+qSRGjYM\n6IcQJruAUVrruT4v60lOTFw+4ZWBnbwbLFbrEo/b/ViWsVUFJgK3I59xDPCy1nqRMZYViC/OeeM8\n2hmHajK+1+Fa64NKqVBgHFLePhDxwHkpa7Wx6wVGSmwYOaudfNWJLjJ8nXYjaVu+aqfzpq/TvxOG\nP1hJRNXqfTQAOtvtdpo0aQJAkyZN0Fpb58+fb/q6mTBhwkQhh0lKmTBhwkQhh2+6hM+2BOBF45HT\ncd8jKXeX81qrgdZGKtjNQB8gYu2EZwaqU4drTALuQNit54AEi1JlG9zqrtS8U2qR0hU9qQln3UVK\nVUit12XAmZiVc3TSmWOpSWeO6+Tzp2LSkuIPrBzfT2u3SwFhKLXTYvGLc6skS2CxUqf9g4vGBBYr\nfaFIyfIJxSrUiC/5/+zdeXxN1/7/8dc6SWQiiMScxDwPTZTWRSstYigXvdSlTU1t6YBURUtVK51b\naqj2+6tykSraGhqN4aqp1NAmQVHElHBNQcSUIDlZvz/2Occ5mSQkMX2ej8d+5Jy9115n7yPIeWet\nzwpomOrp62cdXbWM7CFQDaBeSER0fqec2dekuRkzNw9+LmPUtslpGlpBwyLz3RoS3SGhwEyMVSYf\nBmYopRK11jPtG1nC1y+A75RSTTDqP00AntZan7E0G8ON6akHMb6FI5VSSVrrjba+MjP/hRGu1AIO\n5jJC6iuMn61aYwSmDTC+D2zd2D3ugeOUtK+A+liCY+Any7khGKHxSxijG+torVMoZlnqOuU02smH\nG3+HNMYoxNPAcYwpxdbA6RSQrLXO1/RJcf9QSrnhGDb5ZHleDuN7zP4XD+kYq68SEBDg0F+1atWs\nD/NV100IIcTdSUIpIYQQBWYJSP4MiYiOPfbn8n4Xz/5v7ndAP8vxfhifSp8zZ5CeepHDGxaoTHOG\n1hnp5sxMc6ZSKtPZ1SPNxb1kpqdvVV22WiOza6lyGa6lvLVbaR+Tq1c5XNw8XYFKlu1mMrj5FLIL\nuezPT1jk0LdlpUJx5xzTWr9ueXzAEjiFYQRVWY0D2gMzgEbAf7TW0QBKqRLAW8CTWuttlvYJSqk2\nGCHQRvuOLKMx8vrw6wf8pLX+29pXbg3tgyWlVBgQDLTQWl9TSrXGCNvKa63TLc3ClVI9gH8B3+Zx\nDbfEEjplretkP+KpPMY0X6uL3Aia9pO9rlM64oFg+d7xIuewyfrYG8cpmmDUBjtn2Y5g1AY8h2Xh\nCMt2GWOE7P7ExETbSCmAhIQE68P81nUTQghxF5JQSgghhI3lw/AKHKcTWWmttZf9jlXjumQq9dRZ\nMIaX2LPOS/IoV0l712iaXsLDS7t4lDaV8CyNUwk3pZRywQh5FMYUPvtaRWmWLfV43Grfv5dNN3Iu\n64we29wendnhvWWBlnOu2p1/104/E4Ui60p6W4DXLR+OHWit05VSz2IU90/AmLpnVQvwAFZnOdcF\nY3RPQU0FvlZKhQC/Aou01rvyOkEp1Qn4COiitbYW9G8ClAKSs9ySG1DzFq7L+lpuGOFSbqOdPOya\nX+VGHadYHEOn03eiDpsofpZpmd7kHjZZAyf7zxSZGKNErcHSMbKHTcla62v5vIx4JyenldHR0e21\n1k7VqlUjISGB5cuXm00m02qz2SyjpIQQ4h4modR9KDg4mMDAQCZNmnSnL6XIPP744wwdOpQ+ffoU\nWp979+6lQ4cOxMfH4+7uXmj9CnGP+RNoWsBzDoExZa+f3c4Nlq++dVp87V2jiRPYVr/zxJjmY8L4\n8J+BEYJlYqsvhQtGWOVWoVEbVapijRUo5WoZ2ZI1eMjxH7uQiGhrQGUdDWX/OKd9VwvYTqbU3Tta\nWb56W7bjluclLV87Y6zkaC+/H5htLEvZr8Sott4BeEsp9brWenpO7ZVSDTCWrw/XWq+xO1TScj2P\nk/37Pdepe5YAwZfcRzuVtmtuLbxuHen0GzdCqNPAJanrdP+yhLAeGH8fcgubyuH4PQPGv3/WYOkU\nsAfHsOkckFLY0zMzMzP7pqenf79kyRL71fdWZ2Zm9s3rPCGEEHe/uyqUOn/+PElJSfj7+xd5KJBb\ncDNnzhxGjBjB+fPnczkzu+rVqxMWFsawYcMK+zKLTHp6OpMnT2bBggXs378fFxcXqlWrxlNPPcXL\nL79MpUr5mS1zZ0RFRZGUlGQLpM6fP8/48eP573//y9GjR/H19aV79+5ERETg5XVjUEe1atU4evSo\n7blSio8++ojw8HAA6tevT8uWLZk4cSJvv/128d6UEHcJy2+uDxfwnHgXpVa+Au01OD2OEUi9CmZn\nWP3nf94abt8+JCLaHeODT3nLV98smw92/z85l3C76lW55kmMwshnMAqbX8CYPnQJY7U+J4xRJK52\nX7M+tt/nhvFhK6e29nV+8pIZEhGdV5CVW9CV39Dr2qpxXaTuTs4eyfK8JXBAa62zDpZSStXECC4H\nA88Ac4EnLYf/xnivA7TWmwrjwrTWx4FvgG+UUh9iFFDPFkoppcoBUcCPWuupWQ7HYYRIZq31Ubtz\nFFBOKdWQnEOnctwIsTRGWHAaYwXBrKOdzknodH9SSpkwCsvfrH6TW5ZTL3AjWIone9h0Dki9E983\nWuvzQCelVG2sdd1khJQQQtwX7opQ6sKFC7z26qvMXzCfjAwzpb1KMiJsJOPGjcPJqSCLExWOHEb/\n31euX79O+/bt2b17NxMmTOAf//gHvr6+HDlyhPnz5/Pll1/ywQcf5Hhueno6Li4uOR4rLtOmTWPA\ngAG25ydOnODkyZNMmjSJ+vXrk5iYyEsvvcTJkyf54YcfbO2UUrz//vu88MILWH+eKlWqlEPf/fv3\n54UXXmDMmDGYTAWpeSzEgy0D+l6B75+7sfoezrA6wygg7WDVuC5pGNM5juXUl6WIehmyh1W+GMXL\ny5P9t/fnMT5AnclhSwIu5ndUk+X1cwqybvY46/OSGB8Ec2qXr/9/QyKi07n9UV55hWP36jRHf6XU\n5xjhTzPgVYyaUg4sH86/A1ZorecopVYBfyml3tBaf661vmzp5wvLql+bML63WgEXtNaR1q7yc1GW\nouorMD7Qe2PUifrbvond48UYgeoEpVQFu/1pQCLGCJT1SqlojBGEAUA9jO/nC5a2F7gxumkv2es6\nSe2z+4xltGheQZN1Op39DzEZOE6nO2z32Bo8nb8X6oDlVNfNsrLlWqCs1vriHbkwIYQQt6zIQ6k1\na9bw0YfvExsbQ8UKFRj84lCGDx+Os7Px0lprnu7Zndg/NvJpHzOBARC94zIRERMwm81EREQ49Hf1\n6lXWr1/P1atXadOmDeXKlSvS6x8wYAApKSm0bt2aiRMncv36dfr06cOUKVNwcnIiODiYxMREwsLC\nGDFiBEopLl26RKVKlfjPf/5Dz549bX0tXbqUZ599ltOnT3P27FmqV6/O/PnzmTp1KnFxcdSqVYvp\n06fz2GM3KrPs3r2b8PBwNm7ciKenJx06dOCLL76w3XdqaipDhgxhyZIleHl5MXLkyJve06RJk9i8\neTOxsbEOBSOrVq1KmzZtHNoGBwfTqFEjnJ2d+e6772jSpAlr1qzh2LFjvPrqq6xduxaTyUTHjh2Z\nNm0a5cuXt71vFy5cYPHixba+wsLC2LFjB+vWrXPoGyAyMhIXFxeGDh3KhAkTcr32s2fPsnbtWqZO\nvfFL5YYNG/Ljjz/anlevXp0PPviA5557jszMTIdwqWTJkvj6+ubaf/v27UlOTmbDhg0EBwfn+T4K\nIW7I6bfY6be4RLclJDlv2eJzahMSEV2CnEdZ+WIUiPbFccRTekhEdNbQKokbQdbZVeO6XLV7fWuN\nqiIREhHtbLm+3EZy5XfEl2cebfMTpOiQiOjr5D2SK7dj+QrKiqgo/FyMFbn+wPjA/YXW2lr8W3Nj\nlbuxGMXHOwNorU8ppV4CvldKrdJa79Jaj1NKJQFvYoSeKRgjlT60ez0NoJSqg1HT6WAuS9A7AV8C\nVTFG8q3AsYaVBlyVUtWANpbniZZj1j+vNRjB1EmM6VX9Mf5ML2DUxfoc2A0kaa2L7HtUFC+7QvN5\nhU3lMGqN2bvCjcDpGLCD7PWbLt7no+J+BypZAyml1PPAZK112Tt7WUIIIfKjSEOpn3/+mR49etC8\npiI8JJO9Jy4zevQodu7YwdxI45ePMTExrFm7niVh0P1h47y2DcCkNFMmT+LNN9/E09NYrCMqKopB\nA/tz9pwxtc7V1YV33nmXMWPGFOVtsG7dOipXrsz69es5ePAgvXv3JjAwkEGDBrF48WKaNm3KkCFD\nGDx4MAAeHh706dMnWyg1e/ZsevfujaenJ2fPngUgPDycKVOmUL9+fSZOnEjXrl1JSEigbNmyXLhw\ngSeffJIXX3yRKVOmkJqayujRo+nduzdr1hilJ9544w02btzIsmXL8PX15a233iIuLo7AwMBc72fB\nggW0b9/eIZDKy9y5cxk6dCibN28GjCCxW7dueHl5sXHjRtLT03n55Zfp06cPa9euzbOvrKPQ5s6d\ny6BBg/jzzz+JiYnhhRdeICAggEGDBuV4/qZNm/D09KR+/fp5vk5KSgpeXl7ZRjt9/PHHTJgwAX9/\nf/r27UtYWJjDaDwXFxceeughNm7cKKGUELcgH6uTFYpV47pcx6i5k7UOEGAb7VSKG9MBy3MjtKoK\nBJJl6fGQiOhL5DzSyjZtsLCm01mCmgwgtTD6y8py/y7c+oiv3KY52rfL1zTHkIhoM4VT1+sacNXk\n4upqcnJxeWLMgjeBN8gyzVFrXcPucQTg8NstrfUSLEvM2+2bBkzL6fq11huUUr7gvBAybCMBlXJZ\nCRl9LYGste0wS10nazHxCkA3pZS1qPgCYJaleTTGcvdJONZyst8u3+dhwgPB8j1RhtxXpbPus/87\nZQ3nrcHSHrKHTeckmATLiMAku12KG8G0EEKIu1yRhVJaa0aHj6RjE/jljUys2cBj9TQvfPsdb4wa\nRZMmTdi+fTsAXYMcz+8WBJ/+ksrhw4dp3Lgx8fHx9Or1NB0bm/kwHEq7w9RV6YwdO5aaNWvyzDPP\nFNWt4O3tzZdffolSijp16tClSxfWrFnDoEGDKFu2LE5OTpQsWdI2Sghg8ODBtGrVitOnT1OhQgXO\nnDnD8uXLs4U2r732Gt27dwfg66+/ZuXKlcycOZM33niDL7/8kqCgIIfRYt9++y3+/v4cPHiQSpUq\nMWvWLL7//nvatm0LGDWxqlatmuf9xMfHZwtcevbsyerVqwFo2rQpmzbdKK1Ru3ZtPv74Y9vz1atX\ns2fPHhISEqhcuTJghEsNGzYkNjaWZs2a5fetxc/Pz1bXq3bt2vz111988cUXuYZSiYmJVKhQIcdj\nVmfPnuX999/npZdectg/fPhwgoKC8Pb2ZvPmzbz55pucOnWKzz//3KFd5cqVSUxMRAhx77KMdrpo\n2Q7l1MYyWskbx8DKujW27LcPL8whEdHnyD20OrtqXJcrRXE/BWW5/+uW7VJRvEYBpjnmNRrMFWMp\n+dzCsWw/p3iWq1KnZHn/CkAVu2tJp4jqehmPneaBZ3ujNNRjGDXBX2kPl1cppSbjWNspa12nMxgB\nUyLGyK7T3AihzkvodG+zrGiY16p0PhiBlP1v5a7jWKcpp/pNKQ/K9Eul1BGM0Y5T7fZtB5ZorSco\npTIxarN1AUIwFioYqbVeZmn7OLAO430OxAh+teU8Dbyntc59GL4QQog7qshCqePHj7M//hAfh4H9\nYJXn28CwSBNr1qyhSZMmVKli/Ey5+xg0DbjR7q9jYDIpWwDxzTffUNodFr6qcbP8HunTvrDjqIlp\nU78o0lCqYcOGDiN8KlWqxO7du/M8p3nz5jRo0IA5c+YQHh5OZGQk1apVo3Xr1g7tHn30UdtjJycn\nHn74Yfbu3QvAzp07Wbt2bba6R0opDh06RGpqKunp6bRo0cJ2rGzZstStW7fA9/j1119z5coVpkyZ\nwsaNGx2OZQ2Z9u3bh5+fny2QAqNIeJkyZdi7d2+BQin7+wdo2bIlkyZNQmudY22vtLQ03Nyy1uW8\n4dKlS3Tp0oVGjRoxfvx4h2MjRoywPW7UqBElSpTgpZde4qOPPnKok+Xu7k5qapEMXhBC3EUso5WS\ncPwNu4OQiGhPshdhtz5uYHlusmufSg5hFTemCyYX0XS2YleM0xwdAq3U5JML0q9eiceYJleQaY65\ntctzmuPFEwc9wRxsBFLzgCGWIxlOYG4OzMGo+bQGYyU9+5FOZx+UYOF+Y5lOV5qb12/yyHLqJW4E\nS0cwVjTNWixcRsAV3DvAKIzRkcOAeUopf621dTVK6/u5GRgBvAfUwfj7fbmYr1UIIUQBFFkoZV09\n71yW/wYupsH1DG2bktehQwf8/SozcMZp5rxkpmFV+O8ueGeREz26d7ONPjpy5AiBAWZbIGXVslYm\nMzbn+EvwPHl5eXHhwoVs+1NSUihd2rF+btbC3kopMjNvPoNj8ODBfPXVV4SHhzN79mwGDhxYoGu8\nfPky3bp149NPPyXrzy6VKlXiwIFbmyFTu3Zt9u/f77DPGv55e3tna2/9syoIk8mU7ZrT02+/fqaP\nj0+uKyNevnyZkJAQypQpw+LFi29aJL9FixZkZGSQkJBA7dq1bfuTk5OpVavWbV+rEOLeZxn5dAVI\nyOl4SES0CWM0RNbAyheoC7TGsQaMDomITibnwMq67/I9Wny80K0a1yVDKdWKG0WMTzIu9dGbnZdf\n+ZnmePSP6MeAYGOE1BMY5Z7AmDnaBuBFjAUnk+0+IIu7mFLKhRvT5vIqFm7/c3ImjsXCj5I9bDqn\ntb5ePHfxwPmP1voHAKXUGIxgqgXwX/tGWut0pdQF46E+U/yXKYQQoqCKLJQqV64cHdq346Nl62jf\nyIy/D1zPgFHzwcnJmR49egBG4BO1bDldn+pE4zdP4uKsSM/Q/KNlM/7fNzNs/dWrV4/pq0xcSjNT\nyjKZQmtY87cT9Rs0LPD11a1b1zZdzV5sbCx16tQpUF8lSpTAbDZn2//ss88yevRopk2bxt69ewkN\nDc3WZuvWrbbRU2azmdjYWIYNGwZAUFAQixcvJiAgIMeV4GrWrImzszPbtm2zTdk7f/488fHxtul8\nOfn3v//NuHHj2LlzJ02bNi3QvYIxKurYsWMcP37cNtLt77//JiUlhYYNjT8LX19f9uzZ43Dejh07\nKFHCMVXctm2bw/MtW7ZQu3btXFdADAwM5NSpU1y4cMEhPLx06RIhISG4u7sTFRWV7XVysn37dkwm\nk8O0SzCKy/fq1eum5wshhKWW0VnLlqOQiGjr9J6cirLXsny1///4Wpai7PaB1RngnKWm1n1JKbUO\n2K61thYIdyhiXJjyM81RvfNUMvCJsfhdClDJcmSztckmrfXhwr42UXCW0U0e5F0o3Adjyqi9q9wI\nlk5iFJK31m+yBlEpWutCqSknbsku6wOtdapS6iLGFGshhBD3uCItdD79q69p+3hrao1MonlNEwdO\nKc5dMjNz5jcOK6A1bdqUg4cSWL58Of/73/9o2rQprVu3dggmXnzxRaZM/oIun1/jvZ6ZlPaAaf+F\n3/eb+WXiqAJf29ChQ5k+fTojRoxg0KBBuLq68ssvv7Bw4UJ++eWXAvVVrVo1fvvtN5555hlcXV1t\nK+OVKVOGHj16MGrUKEJCQhymu9neo+nTqVWrFvXr12fSpEmkpKQwYMAAAF555RW+/fZb+vTpQ3h4\nON7e3hw4cICFCxcyc+ZMPD09GTRoEKNGjcLb2xtfX1/efvvtm44QCgsLY/ny5Tz55JO88847tGnT\nhrJly7J//35WrFhx0/PbtWtHo0aN6NevH1988QXp6em88sorBAcH2wqsP/HEE3z++edERkbSsmVL\nvvvuO3bv3k1QkGPxsKNHj/LGG2/w4osvEhsby5dffskXX3yR62sHBgbi4+PD77//TufOnQEjkGrf\nvj1Xr15l3rx5pKTc+EW1r68vJpOJrVu3sm3bNoKDgylVqhSbN2/m9ddf57nnnnMItxITEzlx4gTt\n2rXL8z0QQoj8sqzq9z/Llo1ltE5pcg6tqgHNMWql2J9zgexhlf3Iq5T7ZbRVDkWMi/v145Vy+gMy\nWxh1yjthDIx61QzOq7VOL/LC/gKUUiaMxQnyCpvKYYxws3eBGwHTfow00b5+UzKQKtPp7qhMsk+j\ndcnyPOtwe43d1GkhhBD3riINpWrVqsXuPfuYPXs2sbGx/KNiRQYOHJjjymklSpSwFfzOSUBAAMtX\nrGTQwOd54sMEAMp5l+abbz6jS5cuBb626tWr89tvvzF27Fjat2/P9evXqVevHj/99BPt27cvUF8T\nJkxgyJAh1KxZk+vXrzuMmho0aBDff/99rlP3Pv74Yz7++GN27txJrVq1WLZsmW0KXaVKlfj9998Z\nPXo0ISEhXLt2jYCAADp27GgL7D777DOuXLlCt27dKFWqFCNHjuTixbx/mezq6sqaNWuYPHkys2fP\nZsyYMWRmZlK9enU6depEWFiYrW1uI5aioqJ47bXXePzxxzGZTHTq1ImpU2WMf0kAACAASURBVG31\nKenQoQPjxo1j9OjRXL16lYEDB/L888+za9cuh35CQ0NJS0ujRYsWODs7ExYWZlvFMCcmk4n+/fvz\n3Xff2UKpuLg4/vzzTwDbtDtrTaojR47g7++Pq6srCxYs4L333uPatWtUr16dkSNHOtwrwPfff0+H\nDh3w8/PL8z0UQojCYgmPUixbjgFHSER0CYwP3DkFV80sX+0/jGeERETnFFbZNktYdldRSv0HeBx4\nTCk1AuOD50DgP0AZrfVF63LvwLPARMAPYyW754HewLsYIV8kMMIaNiilSgAfAn0wQr5dwJta6w2W\n4/4YdapaY6yCdgSjhs1ejGAQsF9Aw3k1ZHyrlNoINALMwBZguHXklFIqwNLPM8BrwMMYo3D6Wa7h\nK6AesBF4Tmt9zu59KANsB17F+LP9HnjNWqNKKfUvjDo7tTBWcYwD/qm1ts4vvGcopVzJHjBlnV5X\nFscQIgMjULIGTIfJXiw8WWp63RPOcGMIIkopL6D6bfR3Hcj7N6xCCCHuGup2fzGklAoCYmNjY7ON\ngikKmZmZbN++natXr9KsWbM8i17fDSIjIxk5ciQnTpzA2flGBpiYmEiNGjXYvn07TZo0uYNXeOdY\nR1ZZV9/Lr9OnT9OoUSPi4uIKNTxKT0+ndu3aLFiwIFsB9tsRFxdnLf7eTGsdV2gdCyGEhWW0VUly\nDq2s9a7sV4UDY7pajoGVZUu2TE8sNpYPoyswAqNxluttBKzGqCllDaW+wVhtKxxjKtYSIBY4j1Hg\nuAawGCPo+dHS9wyMAGg0xhStHsD7QGOt9SGl1C8Yv6x7HSPkaYCxeuPvQHfgJ6A9xpShfVrrHUqp\nnhijPHZi1A6bAFTXWje1vKY1lNoLDAeOYQRsLpa+x2IUqfoRWK21fsVy3n+Ap4FfgAiMEXOzgW+0\n1uOUUhUxahq9ASy1vHYbYK7W+q5ZqcMyna4UedduKofxvWvvCo7hUtaw6RxwUUY33R+UUh9ihMrP\nYIxsew94Ephot/ped611lN055zEC4Ln2q+9Z/o1oCWzC+Pu6E2Mk3D0X1gohxIOiSEdKFQWTyVSg\n1d3ulLS0NE6cOMEnn3zCkCFDHAIpK/lZ6tZUqFCBmTNncvTo0UINpY4ePcrYsWMLNZASQojiYBlt\ndcmy5VjfyLKSnbUoe9bVBBtavtqvbJEZEhF9jpwDK+uWWpjTBC0fKK9jfIg8A6CUyl600fj5ZYjW\nOsHS5ieMkVPlLR8+91lqUwUDP1pGQfUH/LTWpyx9TFJKdQIGAG9jjLj6SWv9t+V4gvXFlFLJlocx\n9rWttNaL7S9KKTUYSFJKNbDrB+AzrfWvljZTMEY9PaG13mrZNxPjQ7m9a8AArfU1YK9S6h3gU4yw\nrhLGSJAlWutjlvZ7KEZKKWeM0Ut5hU3lcJyGpTGCQ2uwtIuci4XfdaP4RJH6CCN4XYYRSo2zPLf+\n22L7N0YpVQeoSfbpfrY2WustSqn/AxZi/Jv3HkZgLIQQ4i50z4VS94pPP/2UDz74gLZt2/Lmm2/m\n2Ca3qXEPitu5/27duhXilRhq1qxJzZo1C71fIYS4G6wa18VamynX+kwhEdGeGCFDToXZ62OEDPbT\nYtKyTBPMup2zvG5hS7UGUhangYQsoyFOc6MQciPLdccrx/98SnCjSP1U4GulVAjwK7BIa+045zwL\npVQtjA+7j2C8ZyaMD8f+gH0oZd/PacvX3blcq9VOSyBltQUoqZTywxj9sRbYrZRahbEC2U+Ftfqf\nUsqdmxcLL41jMHCdG8HSGWAf2QOn81rrnEJG8QDTWl8C+mbZHWl33Ekp5e3k5LQC6GjdbzKZ/q2U\nWmaZguswXc8y6vCVIrxsIYQQhURCqSIyfvx4xo8fn+vxgICAHFfse5CsXbv2Tl+CEEIIO6vGdbmC\nMXUqMafjIRHRJoxaR1kDq/JAbeAfOK5spkMios+Te2h1Frh4C6Otcip6nFch5JIYNYiCMKbb2bsM\noLWeqZRaCXQBOgBvKaVe11pPz+M6fsGYnjcYOGF5vT0YYVdu16tz2Zfvos2WVeDaW6YpdcCoV/W+\nUuoRrXWOf3Zgm05XhrwLhZcD3LOceokb0+gOAX/guDLdOeCyTKcTRcVkMs1zcXFp36VLFwICAkhM\nTCQ6Orp9enr69xirDwghhLhHSSglhBBCiHyx1JhKtmz7c2oTEhHtiuNIq/J2z2tYvtpP6bpuP9rK\nrbSvt1MJ92ohEdEPAWec3Uo6Z1y9fLuXvh1jJEUFrfXvuTXSWh/HqFf1jaXOzQvAdIxRQGA3GkMp\n5Q3UAQZZ+1RKtc6p21u85qZKKVe70VItMYIf63Q9tNZbgC1KqQiMIDFUKbWY3MMmbxxHlJgxptNZ\nazYl2j22BU5a6+uIB4IluHQuwOaE8fc56+P8tsv62Nny3P5xOaBjly5dbHVYmzRpgtbaacmSJR2V\nUrW11rIKphBC3KMklBJCCCFEoVk1rss14Lhly8ZSlN0Lx7DKugWUrFDNPe38qeDLSUe9nN08Mxr+\n8zWvnQs/Mj0+KvKjkIjo41Uf7lj7+PZfXUIioltzY8RVnrTWB5RS3wNzlVJvYIRU5YEnMKbJrVBK\nfYFRZD0eI7wJ5sYUvESMcKmrUmo5RnFya22kF5VSp4AAjNo4WUOonOaq52f+eglgplLqA4ypkxEY\n9bHaAy0s20lLu9pAZYxRXi0s51/lRsB0AviL7NPpUmR0U9G5hYDnVoKgWwmMcguCnCnAiL2byMQY\nnVjQ7RrGaE37ffXAmGVgr1q1ataHtchl5VIhhBB3PwmlhBBCCFFsLFP1Lli2bB8k1TtP/R+oOZu/\nfPkfgKtv3RafAY9mmtOPAKVKlCzrb3JydsVYRQ+Aqs071Tp7IM43JCL6IyxBlUe5ylUyrl5xDomI\n9sMIZ/pjFDT/HKhi2bcVo7gyGB/OvwSqYqyMtwJjJT601ieUUuOBzzBWz1uitf6XUqoPMAWjZtR+\nYBiwPsst5RT6aACllBNGsfCKgLNSqivGqJCGGIFTPWAHRlBw3NJuGMYH/qYYoZorRp2waRgr9FlH\nN901q/AVhiIMeIoyCLobA56i2MwY01Ft+woz7LQUNx+WmJjosGJ1QkKC9eHBwnotIYQQxU/d7v8Z\nSqkgIDY2NpagoKDCuSoh7iNxcXHWFSObaa3j7vT1CCHEvc4y2sqT7CsJlrd7Xg7HEUlXyHslweRV\n47rkWOxRKeVtcnKal2k23yiy7OS0MtNs7qu1Pp/LOW7kXSi8HEYgZX+NGRihUgvL/i/IPropWWt9\nW8Xjcwh47KdL3a3bnQ54imsr0oDnXuXk5LTCxcWlfefOnZ2qVatGQkICy5cvN6enp682m81SU0oI\nIe5hMlJKCCGEEPcUy2iry5btSE5tQiKinTCm4VmnCNoHVg0sXz3tTtEhEdHWleMcNhd3z89cnE2t\nXnjnIxo8/Ah/x2xjxntvtb+alhqtlJqQpW9r4OSJESwpjEDlKsYIrAsYhcOPYEypsxaXT8WoXeWM\nseS9J0Y44W3p3xbQKKXu9YDn6i2eJwHPAyozM7Nvenr690uWLLFffW91ZmZm1lX7hBBC3GMklLoP\nBQcHExgYyKRJk+70pdw1Hn/8cYYOHUqfPn0Krc+9e/fSoUMH4uPjcXfPulCREEKIO8ky6skaLO3N\nqU1IRLQ72UdYWYOlOoDPxRMHS6enXXns5c++5LGuPQF4rGtPtNZOU8Nfa4mxdP1VjEDJuqVneX4N\nI8DxxDEIs2cf8Phj/IzWlpsHLxLwiPueZURiJ6VUbYwaUgfNZrPUkRJCiPvAAxtK5RbczJkzhxEj\nRnD+fI6j8XNUvXp1wsLCGDZsWGFfZpGYM2cOAwYMQCmFUgovLy/q1KlDly5dGD58OF5eXjfvxCIx\nMZHq1auzY8cOh3n+Ra0gf05RUVEkJSVlC6S2bNnC22+/zbZt23ByciIwMJBVq1bh6uoKwIcffkh0\ndDQ7duzA1dWV5ORkh/Pr169Py5YtmThxIm+//Xbh3ZwQQohisWpclzTgmGXLJiQiWv3146f/AoIb\nPPyIw7GGzR+1PpwMbEYCHiGKnGWVPQmjhBDiPlJYw7cLxfHjx/nzzz9JSUm5o9dhlFq4v5UuXZpT\np05x/PhxtmzZwksvvcTcuXN56KGHOHXqVL770VrfkferIK87bdo0BgwY4LBvy5YtdOrUiY4dOxIT\nE0NMTAyvvvoqJtONvxLp6en07t2boUOH5tp3//79+frrr8nMzLy1GxFCCHHXWjWui049d2InwN8x\n2xyO7flzq/XhD1rrdVrrjVrrLVrrP7XW27XWu7TWe7XWB7TWR7TWx7TWJ7XWZ7TWyVrrS1rrNK11\nugRSQgghhHhQFVsoldfPW2fPnqVbt3/i5+dHixYtqFSpEiNGjCA9Pb24Li9XAwYMoEePHkycOJHK\nlSvj4+PDq6++itls1EINDg4mMTGRsLAwTCYTTk5OpKamUrp0aRYvXuzQ19KlSylZsiRXrlwhMTER\nk8nEwoULadWqFe7u7jRu3JjffvvN4Zzdu3fTuXNnSpUqRcWKFQkNDeXcuXO246mpqYSGhlKqVCmq\nVKmS7yl7Sil8fX2pUKECdevWZcCAAWzevJnLly8THh5ua7dq1SratGlD2bJl8fHxoWvXrhw+fNh2\nvEaNGgA89NBDmEwmnnjiCQBiYmLo0KEDvr6+lClThrZt27J9+3aHa3j33XcJCAjAzc2NqlWrMmLE\nCNux69ev88Ybb1C1alVKlixJy5Yt2bBhAwAbNmxg4MCBXLhwwfaeT5gwIcf7PHv2LGvXrqVr164O\n+19//XVGjBjBqFGjqFevHrVr1+Zf//oXLi4utjbjx49n+PDhNG7cONf3sX379iQnJ9uuTQghxP1F\nax1vcnJaOWPCW+YNUYs4e/I4G6IW8W3EGLPJyWmlZeSGEEIIIYS4BUUeSv388880b94CZ2dnKlWu\nzPjx47l+/brtuNaabt3+ycbNmxkS8RmfLVpJ9xdf48vp03nrrbey9Xfx4kUWLlzInDlzOHYsx9H2\nhW7dunUcPnyY9evXM3fuXGbPns3s2bMBWLx4MVWrViUiIoJTp05x8uRJPDw86NOnD//5z38c+pk9\neza9e/fG0/NGOYnw8HBGjRrFjh07aNmyJV27drVNSbtw4QJPPvkkzZo1Iy4ujlWrVpGUlETv3r1t\n57/xxhts3LiRZcuW8d///pf169cTF3drC7z5+vrSr18/oqKibCHilStXGDlyJHFxcaxduxYnJyd6\n9OhhO+ePP/5Aa83atWs5deqULYi7dOkS/fv3Z/PmzWzbto06derQuXNnrly5AsBPP/3E5MmTmTFj\nBgcPHmTp0qUO4c8rr7zCtm3b+OGHH9i1axe9evWiU6dOHDp0iFatWjF58mS8vLw4ffo0J0+e5I03\n3sjxnjZt2oSnpyf169e37Ttz5gzbtm3Dx8eHVq1aUbFiRdq2bcvvv/9e4PfMxcWFhx56iI0bNxb4\nXCGEEPeGTLO579XU1NVTw1/jpeDmTA1/jaupqaszzWYpsiyEEEIIcTu01re1AUGAjo2N1VnNnz9f\nA7pJy9Z68LgPdMe+/bVLiRK6R8+etjabNm3SgH57xjy9aN8J2/avl0dodw8PffHiRVvb77//XnuW\nLKkBDWgnJyc9evRonZmZme21b6Zt27Y6LCws2/7Zs2frsmXL2p73799fV69e3eE1evfurf/973/b\nnlerVk1PmTLFoZ8//vhDu7i46FOnTmmttU5KStIuLi5648aNWmutExIStFJKf/bZZ7ZzMjIytJ+f\nn23f+++/rzt27OjQ77Fjx7RSSh84cEBfvnxZu7q66kWLFtmOJycnaw8PjxzvLbd7tPd///d/2mQy\n6TNnzuR4/MyZM1oppffs2eNwHzt37sz19bTW2mw2ay8vLx0dHa211nrSpEm6Xr16OiMjI1vbo0eP\namdnZ33y5EmH/e3atdNjx4696T3Ymzx5sq5Vq5bDvq1bt2qllPbx8dFz5szRO3bs0GFhYdrV1VUf\nPHgwWx83e62ePXvqgQMH5no8NjbW+j0bpG/z75tssskmm2x3bgNqA52A2nf6WmSTTTbZZJNNNtnu\nh63IRkplZmYyZuxYHmnfiXdmLaRTvwG88M6HvPLBJJYsXkxMTAwAe/bsAaBpq8cdzg9sHUxaaioJ\nCQm2ds899xyBj7fj/637k7l/7qP3qyP55JNPmDt3blHdBgANGzZ0qF9UqVIlkpKS8jynefPmNGjQ\ngDlz5gAQGRlJtWrVaN26tUO7Rx+1FUrFycmJhx9+mL17jUWCdu7cydq1aylVqpRtq1+/PkopDh06\nxKFDh0hPT6dFixa2PsqWLUvdunVv+V61NkZIWe/34MGD9O3bl5o1a1K6dGmqV6+OUoqjR4/m2U9S\nUhIvvPACderUoUyZMpQuXZorV67YzuvVqxepqalUr16dF198kaVLl9qmRO7atQuz2UydOnUc7v23\n337j0KFDBbqftLQ03NzcHPZZ6z8NGTKE0NBQmjZtyqRJk6hbty6zZs0qUP8A7u7upKamFvg8IYQQ\n9xZt1IdaoWXKnhBCCCFEoSiyUOr48eMcOXyY4B69HQKdf3T+J27uHrbaSf7+/gAc3vOXw/kHd+80\npvxVqgTAjBkzKF3Oh9c+noJPpSp4lvLiX0NH0KxtO7766usCX5+XlxcXLlzItj8lJYXSpUs77LOv\nMwRGYJOfwtaDBw+2TfObPXs2AwcOLNA1Xr58mW7duvHXX3+xc+dO23bgwAEee+yxAvWVX3///Tde\nXl6UK1cOgKeeeorz58/z7bff8scff9im69lPwcxJaGgof/31F9OmTWPLli3s3LkTb29v23lVq1Yl\nPj6er7/+Gg8PD15++WUef/xxzGYzly9fxtnZmbi4OIf73rt3L1OmTCnQ/fj4+GRboc/6PWU/pc/6\n/GZhW06Sk5Px9fUt8HlCCCGEEEIIIcSDrMhCqZIlS6KUIjnptMP+S+eTuX7tqi34ad++PbVq1ebL\nN4ezL+4PrqWlsnnlMn6Y9jm9n3kGHx8fAI4dO4Zfrbo4ZwmIajRofEtBQt26dXOsvRQbG0udOnUK\n1FeJEiVso3zsPfvssyQmJjJt2jT27t1LaGhotjZbt9pW78FsNhMbG0uDBg0ACAoKYs+ePQQEBFCj\nRg2Hzd3dnZo1a+Ls7My2bTdWBDp//jzx8fEFun6rpKQk5s+fb6sZlZycTHx8PG+//TbBwcHUrVvX\noci69d6t125v8+bNDBs2jJCQEOrXr4+Liwtnz551aOPq6kqXLl2YPHky69evZ/PmzezatYvAwEDM\nZjOnT5/Odt/ly5e3vW5O73lWgYGBnDp1yiGArFatGpUrV2b//v0ObePj4wkICMjnu3XD7t27CQwM\nLPB5QgghhBBCCCHEg6zIQqmyZcvSpctTLPl/0/jfYWOUe9qVK8z6cByurq624MPJyYlfflmGu7OJ\nsX270zewFhNHvETrf7Tk66++svXXuHFj4nfGcvlCim1fZmYmOzauo0mTJgW+vqFDhxIfH8+IESPY\ntWsX8fHxTJo0iYULF+ZaNDs31apV47fffuPEiRMOoU2ZMmXo0aMHo0aNIiQkhMqVK2c7d/r06Sxd\nupT9+/fz8ssvk5KSwoABAwCj2HdycjJ9+vQhJiaGw4cPs2rVKgYOHIjWGk9PTwYNGsSoUaNYt24d\nu3fvZsCAATg5Od30mrXWnD59mlOnTrFv3z5mzZpFq1atKFu2LB999BFg/BmWK1eOb775hkOHDrF2\n7VpGjhzpMPKtfPnyuLu7s3LlSpKSkrh48SIAtWvXJjIykn379rFt2zaeffZZPDw8bOfNmTOHWbNm\nsWfPHo4cOUJkZCQeHh4EBARQu3Zt+vbtS2hoKEuWLCEhIYE//viDjz/+mBUrVtje88uXL7N27VrO\nnTtHWlpajvcZGBiIj49PtiLmo0aNYurUqSxatIhDhw4xbtw49u/fz6BBg2xtjh07xs6dO0lMTMRs\nNttGbFmLtQMkJiZy4sQJ2rVrd9P3XAghhBBCCCGEEHZutygVeRQ6P3r0qK5Rs6ZWSumA2nW1R8mS\n2sXFRf/444/Z2prNZr127Vo9d+5cvWPHjmzHjx8/rkuXKaNrNWqiR0+fpd+d/aN+pH1nrZTSq1ev\nztY+P2JiYnRISIiuUKGCLlu2rG7ZsqWOiopyaNO/f3/do0cPh30jRozQwcHBtudbt27VDz30kHZz\nc9Mmk8mh7dq1a7VSyqEYudY3CoQvWLBAP/LII9rNzU03atRIb9iwwaHdwYMH9dNPP629vb21p6en\nbtCggX799ddtxy9fvqxDQ0N1yZIldaVKlfTnn3+ug4ODb1ro3GQyaZPJpJ2cnHTZsmX1o48+qj/4\n4AN96dIlh7Zr1qzRDRs21O7u7vqhhx7Sv/32mzaZTPrnn3+2tZk5c6YOCAjQzs7Otvdl+/btukWL\nFtrDw0PXrVtXL1q0SFevXt1WEH7p0qX60Ucf1WXKlNGlSpXS//jHP/S6detsfWZkZOh3331X16hR\nQ7u6uuoqVarop59+Wu/evdvW5uWXX9Y+Pj7aZDLp9957L9f7HT16tENheqtPPvlE+/v765IlS+pW\nrVrpzZs3Oxzv37+/7X2y3+z/jD788EPdqVOnXF9bayl0Lptssskmm2yyySabbLLJJptsOW1Ka31b\noZZSKgiIjY2NJSgoKNvx1NRUFi5cSExMDBUrViQ0NPSWpkgBxMTE8MILL7Jjx3YAqlStyueffUaf\nPn1u5xaKVGRkJCNHjuTEiRM4Ozvb9icmJlKjRg22b99+SyO9RP6dPn2aRo0aERcXh5+fX6H1m56e\nTu3atVmwYIFDwfqs4uLiaNasGUAzrXX2OaNCCCGEEEIIIcQDyPnmTW6Ph4cHAwYMsE1Jux0PP/ww\ncXGxHDx4kKtXr1K/fn2HoOdukpaWxokTJ/jkk08YMmRIjtd5u4GgyJ8KFSowc+ZMjh49Wqih1NGj\nRxk7dmyegZQQQgghhBBCCCFydncmOnlQSlG7du07fRk39emnn/LBBx/Qtm1b3nzzzRzb2NdmEkWr\nW7duhd5nzZo1qVmzZqH3K4QQQgghhBBCPAiKfPqeEA86mb4nhBBCCCGEEEJkV2Sr7wkhhBBCCCGE\nEEIIkRsJpYQQQgghhBBCCCFEsZNQSgghhBBCCCGEEEIUOwmlhBBCCCGEEEIIIUSxk1BKCCGEEEII\nIYQQQhQ7CaWEEEIIIYQQQgghRLGTUEoIIYQQQgghhBBCFDsJpXJhMpmIiorKd/s5c+ZQtmzZQr2G\nc+fOUaFCBY4ePZrvc1atWkVgYGChXocQQgghhBBCCCFEYburQql9+/axZs0aTpw4UeSvNWDAAHr2\n7Jnr8VOnTtGpU6cC9amUut3LcvDBBx/QvXt3/P39HfbPnj2bpk2b4u7uTsWKFXnttddsx0JCQihR\nogTz5s0r1GsRQgghhBBCCCGEKEzFEkpprbl8+TJmsznH4ydOnCA4OJj69evTrl07/P39GTRoENeu\nXSuOy8tR+fLlcXFxuWOvn5aWxqxZsxg8eLDD/kmTJjFu3DjGjBnD33//za+//kpISIhDm+eff54p\nU6YU5+UKIYQQQgghhBBCFEiRh1KRkZHUr1+fUqVK4e3tTVhYGKmpqbbjWmu6du3KwYMH+eGHHzhw\n4AATJ05k3rx5vP7669n6S0pKYsaMGUybNo19+/YV2XXbT99LTEzEZDKxZMkSnnjiCTw9PXnooYfY\nunVrruefOXOG5s2b8/TTT5Oenk5KSgr9+vWjfPnyeHh4ULduXebMmZPr+dHR0bi5udG8eXPbvpSU\nFMaNG0dkZCTPPPMM1atXp1GjRjz11FMO53bt2pWYmBiOHDlym++CEEIIIYQQQgghRNEo0lBq1qxZ\nhIaG0qBBAyIjI3nllVf45ptvePrpp9FaA/Dbb78RFxfH3Llz6dWrF7Vq1WL48OGMGzeOWbNmceHC\nBVt/M2bMwM/PjyFDhjBy5Ejq16/Pyy+/TGZmZlHehs3bb79NeHg4O3fupE6dOvTt2zfH1z527BiP\nPfYYTZo04aeffsLFxYW3336bffv2sWrVKvbt28fXX3+Nj49Prq+1adMmmjVr5rBv9erVaK05duwY\nDRo0wM/Pj2eeeYb//e9/Du38/PyoUKECGzduLJwbF0IIIYQQQgghhChkRRZKmc1m3n33Xf797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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "if VIS_AVAILABLE:\n", " show_bar_plot = False\n", " output_filenames = [fm['output_filename'] for fi, fm in per_file_meta.items()]\n", " #print(output_filenames)\n", " filenames = [pynwb_example_file, h5gate_example_file]\n", " #filenames = output_filenames\n", " for filename in filenames:\n", " file_hierarchy = HierarchyDescription.from_hdf5(filename) \n", " file_graph = NXGraphHierarchyDescription(file_hierarchy) \n", " fig = file_graph.draw(show_plot=False,\n", " figsize=(12,13),\n", " label_offset=(0.0, 0.0065),\n", " label_font_size=10)\n", " plot_title = filename + \" \\n \" + \"#Datasets=%i, #Attributes=%i, #Groups=%i, #Links=%i\" % (len(file_hierarchy['datasets']), len(file_hierarchy['attributes']), len(file_hierarchy['groups']), len(file_hierarchy['links']))\n", " plt.title(plot_title)\n", " plt.show()\n", " \n", " # Show a sorted bar plot with the sizes of all datasets in the file\n", " if show_bar_plot:\n", " print(filename)\n", " d = {i['name']: np.prod(i['size']) for i in file_hierarchy['datasets']}\n", " l = [w for w in sorted(d, key=d.get, reverse=True)]\n", " s = [d[w] for w in l] \n", " p = np.arange(len(l)) \n", " fig,ax = plt.subplots(figsize=(14,7))\n", " ax.bar(p, s, width=1, color='r')\n", " ax.set_xticks(p+1) \n", " ax.set_xticklabels(l) \n", " fig.autofmt_xdate(bottom=0.2, rotation=90, ha='right')\n", " plt.show()\n", " " ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": false }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] } ], "metadata": { "anaconda-cloud": {}, "kernelspec": { "display_name": "Python [conda env:py35]", "language": "python", "name": "conda-env-py35-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.5.2" } }, "nbformat": 4, "nbformat_minor": 1 } pynwb-2.8.2/docs/source/api_docs.rst0000644000000000000000000000076313615410400014353 0ustar00.. _api_docs: ================== API Documentation ================== .. toctree:: :maxdepth: 2 :caption: PyNWB Modules NWBFile Extracellular Electrophysiology Intracellular Electrophysiology Optophysiology Optogenetics General Imaging Behavior NWB Base Classes Miscellaneous Epoch PyNWB :ref:`modindex` pynwb-2.8.2/docs/source/conf.py0000644000000000000000000003605313615410400013340 0ustar00# -*- coding: utf-8 -*- # # sample documentation build configuration file, created by # sphinx-quickstart on Mon Apr 16 21:22:43 2012. # # This file is execfile()d with the current directory set to its containing dir. # # Not that not all possible configuration values are present in this # autogenerated file. # # All configuration values have a default; values that are commented out # serve to show the default. import sys import os import sphinx_rtd_theme # -- Support building doc without install -------------------------------------- # If extensions (or modules to document with autodoc) are in another directory, # add these directories to sys.path here. If the directory is relative to the # documentation root, use os.path.abspath to make it absolute, like shown here. # sys.path.insert(0, os.path.abspath('.')) # Get the project root dir, which is the parent parent dir of this cwd = os.getcwd() project_root = os.path.dirname(os.path.dirname(cwd)) # Insert the project root dir as the first element in the PYTHONPATH. # This lets us ensure that the source package is imported, and that its # version is used. sys.path.insert(0, os.path.join(project_root, 'src')) import pynwb # -- Autodoc configuration ----------------------------------------------------- autoclass_content = 'both' autodoc_docstring_signature = True autodoc_member_order = 'bysource' # -- General configuration ----------------------------------------------------- # If your documentation needs a minimal Sphinx version, state it here. # needs_sphinx = '1.0' # Add any Sphinx extension module names here, as strings. They can be extensions # coming with Sphinx (named 'sphinx.ext.*') or your custom ones. extensions = [ 'sphinx.ext.autodoc', 'sphinx.ext.napoleon', 'sphinx.ext.intersphinx', 'sphinx.ext.viewcode', 'sphinx.ext.extlinks', 'sphinx_gallery.gen_gallery', 'sphinx_copybutton', "sphinxcontrib.jquery", # can be removed as soon as the theme no longer depends on jQuery ] from sphinx_gallery.sorting import ExplicitOrder from sphinx_gallery.sorting import ExampleTitleSortKey class CustomSphinxGallerySectionSortKey(ExampleTitleSortKey): """ Define the key to be used to sort sphinx galleries sections :param src_dir : The source directory. :type srd_dir: str """ # Define a partial ordered list of galleries for all subsections. Galleries not # listed here will be added in alphabetical order based on title after the # explicitly listed galleries GALLERY_ORDER = { 'general': ['plot_file.py'], # Sort domain-specific tutorials based on domain to group tutorials belonging to the same domain 'domain': [ "ecephys.py", "ophys.py", "plot_icephys.py", "plot_icephys_pandas.py", "icephys.py", "plot_behavior.py", "images.py", "brain_observatory.py" ], 'advanced_io': [] } def __call__(self, filename): """ Compute index to use for sorting galleries. Return the explicit index of the gallery if defined as part of self.GALLERY_ORDER and otherwise compute a score based on the title of the gallery to ensure galleries are sorted alphabetically by default """ import string import math # Get the ordered list of gallery files for the current source dir explicit_order = self.GALLERY_ORDER.get(os.path.basename(self.src_dir), []) # If the file is in the explicit order then return its index if filename in explicit_order: sort_index = explicit_order.index(filename) # Else sort alphabetically based on the title by computing a corresponding # floating point index based on the characters of the titles else: title = super().__call__(filename) # map the characters of the title to a floating point number # based on the numerical index of the individual lowercase characters sort_index = len(explicit_order) # all explicitly ordered galleries come first for i, v in enumerate(title.lower()): # get the index of the current character curr_index = (string.ascii_lowercase.index(v) if v in string.ascii_lowercase else len(string.ascii_lowercase)) # shift the value based on its position in the title string and # add it to the sort_index value sort_index += curr_index / math.pow(10, ((i+1) * 2)) return sort_index sphinx_gallery_conf = { # path to your examples scripts 'examples_dirs': ['../gallery'], # path where to save gallery generated examples 'gallery_dirs': ['tutorials'], 'subsection_order': ExplicitOrder(['../gallery/general', '../gallery/domain', '../gallery/advanced_io']), 'backreferences_dir': 'gen_modules/backreferences', 'min_reported_time': 5, 'remove_config_comments': True, 'within_subsection_order': CustomSphinxGallerySectionSortKey, 'nested_sections': False, # See issue https://github.com/sphinx-gallery/sphinx-gallery/issues/1152 } intersphinx_mapping = { 'python': ('https://docs.python.org/3.11', None), 'numpy': ('https://numpy.org/doc/stable/', None), 'matplotlib': ('https://matplotlib.org/stable/', None), 'h5py': ('https://docs.h5py.org/en/latest/', None), 'hdmf': ('https://hdmf.readthedocs.io/en/stable/', None), 'pandas': ('https://pandas.pydata.org/pandas-docs/stable/', None), 'dandi': ('https://dandi.readthedocs.io/en/stable/', None), 'fsspec': ("https://filesystem-spec.readthedocs.io/en/latest/", None), 'nwbwidgets': ("https://nwb-widgets.readthedocs.io/en/latest/", None), 'nwb-overview': ("https://nwb-overview.readthedocs.io/en/latest/", None), 'zarr': ("https://zarr.readthedocs.io/en/stable/", None), 'hdmf-zarr': ("https://hdmf-zarr.readthedocs.io/en/latest/", None), 'numcodecs': ("https://numcodecs.readthedocs.io/en/latest/", None), } extlinks = { 'incf_lesson': ('https://training.incf.org/lesson/%s', '%s'), 'incf_collection': ('https://training.incf.org/collection/%s', '%s'), 'nwb_extension': ('https://github.com/nwb-extensions/%s', '%s'), 'pynwb': ('https://github.com/NeurodataWithoutBorders/pynwb/%s', '%s'), 'nwb_overview': ('https://nwb-overview.readthedocs.io/en/latest/%s', '%s'), 'hdmf-docs': ('https://hdmf.readthedocs.io/en/stable/%s', '%s'), 'dandi': ('https://www.dandiarchive.org/%s', '%s'), "nwbinspector": ("https://nwbinspector.readthedocs.io/en/dev/%s", "%s"), 'hdmf-zarr': ('https://hdmf-zarr.readthedocs.io/en/latest/%s', '%s'), } nitpicky = True nitpick_ignore = [('py:class', 'Intracomm'), ('py:class', 'BaseStorageSpec')] suppress_warnings = ["config.cache"] # Add any paths that contain templates here, relative to this directory. templates_path = ['_templates'] # The suffix of source filenames. source_suffix = '.rst' # The encoding of source files. # source_encoding = 'utf-8-sig' # The master toctree document. master_doc = 'source/index' master_doc = 'index' # General information about the project. project = u'PyNWB' copyright = u'2017-2024, Neurodata Without Borders' # The version info for the project you're documenting, acts as replacement for # |version| and |release|, also used in various other places throughout the # built documents. # # The short X.Y version. version = pynwb.__version__ # The full version, including alpha/beta/rc tags. release = pynwb.__version__ # The language for content autogenerated by Sphinx. Refer to documentation # for a list of supported languages. # language = None # There are two options for replacing |today|: either, you set today to some # non-false value, then it is used: # today = '' # Else, today_fmt is used as the format for a strftime call. # today_fmt = '%B %d, %Y' # List of patterns, relative to source directory, that match files and # directories to ignore when looking for source files. exclude_patterns = ['_build', 'test.py'] # List of patterns, relative to source directory, of modules to be # excluded by apidoc when generating rst files. apidoc_exclude = [ "../../src/pynwb/retinotopy.py", ] # The reST default role (used for this markup: `text`) to use for all documents. # default_role = None # If true, '()' will be appended to :func: etc. cross-reference text. add_function_parentheses = False # If true, the current module name will be prepended to all description # unit titles (such as .. function::). # add_module_names = True # If true, sectionauthor and moduleauthor directives will be shown in the # output. They are ignored by default. # show_authors = False # The name of the Pygments (syntax highlighting) style to use. pygments_style = 'sphinx' # A list of ignored prefixes for module index sorting. # modindex_common_prefix = [] # -- Options for HTML output --------------------------------------------------- # The theme to use for HTML and HTML Help pages. See the documentation for # a list of builtin themes. # html_theme = 'default' # html_theme = "sphinxdoc" html_theme = "sphinx_rtd_theme" html_theme_path = [sphinx_rtd_theme.get_html_theme_path()] # Theme options are theme-specific and customize the look and feel of a theme # further. For a list of options available for each theme, see the # documentation. html_theme_options = { # "style_nav_header_background": "#AFD2E8" "style_nav_header_background": "#000000" } # These paths are either relative to html_static_path # or fully qualified paths (eg. https://...) html_css_files = [ 'css/custom.css', ] # Add any paths that contain custom themes here, relative to this directory. # html_theme_path = [] # The name for this set of Sphinx documents. If None, it defaults to # " v documentation". # html_title = None # A shorter title for the navigation bar. Default is the same as html_title. # html_short_title = None # The name of an image file (relative to this directory) to place at the top # of the sidebar. # html_logo = None html_logo = 'figures/logo_pynwb_with_margin.png' # The name of an image file (within the static path) to use as favicon of the # docs. This file should be a Windows icon file (.ico) being 16x16 or 32x32 # pixels large. html_favicon = 'figures/favicon_96.png' # Add any paths that contain custom static files (such as style sheets) here, # relative to this directory. They are copied after the builtin static files, # so a file named "default.css" will overwrite the builtin "default.css". html_static_path = ['_static'] # If not '', a 'Last updated on:' timestamp is inserted at every page bottom, # using the given strftime format. # html_last_updated_fmt = '%b %d, %Y' # If true, SmartyPants will be used to convert quotes and dashes to # typographically correct entities. # html_use_smartypants = True # Custom sidebar templates, maps document names to template names. # html_sidebars = {} # Additional templates that should be rendered to pages, maps page names to # template names. # html_additional_pages = {} # If false, no module index is generated. # html_domain_indices = True # If false, no index is generated. # html_use_index = True # If true, the index is split into individual pages for each letter. # html_split_index = False # If true, links to the reST sources are added to the pages. # html_show_sourcelink = True # If true, "Created using Sphinx" is shown in the HTML footer. Default is True. # html_show_sphinx = True # If true, "(C) Copyright ..." is shown in the HTML footer. Default is True. # html_show_copyright = True # If true, an OpenSearch description file will be output, and all pages will # contain a tag referring to it. The value of this option must be the # base URL from which the finished HTML is served. # html_use_opensearch = '' # This is the file name suffix for HTML files (e.g. ".xhtml"). # html_file_suffix = None # Output file base name for HTML help builder. htmlhelp_basename = 'sampledoc' # -- Options for LaTeX output -------------------------------------------------- latex_elements = { # The paper size ('letterpaper' or 'a4paper'). # 'papersize': 'letterpaper', # The font size ('10pt', '11pt' or '12pt'). # 'pointsize': '10pt', # Additional stuff for the LaTeX preamble. # 'print()reamble': '', } # Grouping the document tree into LaTeX files. List of tuples # (source start file, target name, title, author, documentclass [howto/manual]). # latex_documents = [ # ('index', 'sample.tex', u'sample Documentation', # u'Kenneth Reitz', 'manual'), # ] # The name of an image file (relative to this directory) to place at the top of # the title page. latex_logo = 'figures/logo_pynwb_with_margin.png' # For "manual" documents, if this is true, then toplevel headings are parts, # not chapters. # latex_use_parts = False # If true, show page references after internal links. # latex_show_pagerefs = False # If true, show URL addresses after external links. # latex_show_urls = False # Documents to append as an appendix to all manuals. # latex_appendices = [] # If false, no module index is generated. # latex_domain_indices = True # -- Options for manual page output -------------------------------------------- # One entry per manual page. List of tuples # (source start file, name, description, authors, manual section). # man_pages = [ # ('index', 'sample', u'sample Documentation', # [u'Kenneth Reitz'], 1) # ] # # If true, show URL addresses after external links. # man_show_urls = False # # # # -- Options for Texinfo output ------------------------------------------------ # # # Grouping the document tree into Texinfo files. List of tuples # # (source start file, target name, title, author, # # dir menu entry, description, category) # texinfo_documents = [ # ('index', 'sample', u'sample Documentation', # u'Kenneth Reitz', 'sample', 'One line description of project.', # 'Miscellaneous'), # ] # Documents to append as an appendix to all manuals. # texinfo_appendices = [] # If false, no module index is generated. # texinfo_domain_indices = True # How to display URL addresses: 'footnote', 'no', or 'inline'. # texinfo_show_urls = 'footnote' # -- PyNWB sphinx extension ---------------------------------------------------- # # see http://www.sphinx-doc.org/en/master/extdev/appapi.html # def run_apidoc(_): from sphinx.ext.apidoc import main as apidoc_main import os import sys out_dir = os.path.dirname(__file__) src_dir = os.path.join(out_dir, '../../src') sys.path.append(src_dir) apidoc_exclude_abs = [os.path.join(out_dir, f) for f in apidoc_exclude] apidoc_main(['-f', '-e', '--no-toc', '-o', out_dir, src_dir, *apidoc_exclude_abs]) from abc import abstractproperty def skip(app, what, name, obj, skip, options): if isinstance(obj, abstractproperty) or getattr(obj, '__isabstractmethod__', False): return False elif name == "__getitem__": return False return skip def setup(app): app.connect('builder-inited', run_apidoc) app.add_css_file("theme_overrides.css") # overrides for wide tables in RTD theme app.connect("autodoc-skip-member", skip) pynwb-2.8.2/docs/source/contributing.rst0000644000000000000000000000004013615410400015265 0ustar00.. include:: ../CONTRIBUTING.rstpynwb-2.8.2/docs/source/export.rst0000644000000000000000000001420613615410400014110 0ustar00.. _export: Exporting NWB files =================== You can use the export feature of PyNWB to create a modified version of an existing NWB file, while preserving the original file. To do so, first open the NWB file using :py:class:`~pynwb.NWBHDF5IO`. Then, read the NWB file into an :py:class:`~pynwb.file.NWBFile` object, modify the :py:class:`~pynwb.file.NWBFile` object or its child objects, and export the modified :py:class:`~pynwb.file.NWBFile` object to a new file path. The modifications will appear in the exported file and not the original file. These modifications can consist of removals of containers, additions of containers, and changes to container attributes. If container attributes are changed, then :py:meth:`NWBFile.set_modified() ` must be called on the :py:class:`~pynwb.file.NWBFile` before exporting. .. code-block:: python with NWBHDF5IO(self.read_path, mode='r') as read_io: nwbfile = read_io.read() # ... # modify nwbfile nwbfile.set_modified() # this may be necessary if the modifications are changes to attributes with NWBHDF5IO(self.export_path, mode='w') as export_io: export_io.export(src_io=read_io, nwbfile=nwbfile) .. note:: Modifications to :py:class:`h5py.Dataset ` objects act *directly* on the read file on disk. Changes are applied immediately and do not require exporting or writing the file. If you want to modify a dataset only in the new file, than you should replace the whole object with a new array holding the modified data. To prevent unintentional changes to the source file, the source file should be opened with ``mode='r'``. .. note:: Moving containers within the same file is currently not supported directly via export. See the following `discussion on the NWB Help Desk `_ for details. .. note:: After exporting an :py:class:`~pynwb.file.NWBFile`, the object IDs of the :py:class:`~pynwb.file.NWBFile` and its child containers will be identical to the object IDs of the read :py:class:`~pynwb.file.NWBFile` and its child containers. The object ID of a container uniquely identifies the container within a file, but should *not* be used to distinguish between two different files. .. seealso:: The tutorial :ref:`modifying_data` provides additional examples of adding and removing containers from an NWB file. How do I create a copy of an NWB file with different data layouts (e.g., applying compression)? --------------------------------------------------------------------------------------------------------- Use the `h5repack `_ command line tool from the HDF5 Group. How do I create a copy of an NWB file with different controls over how links are treated and whether copies are deep or shallow? --------------------------------------------------------------------------------------------------------------------------------- Use the `h5copy `_ command line tool from the HDF5 Group. How do I generate new object IDs for a newly exported NWB file? --------------------------------------------------------------------------------------------------------- Before calling ``export``, call the method :py:meth:`generate_new_id ` on the :py:class:`~pynwb.file.NWBFile` to generate a new set of object IDs for the ``NWBFile`` and all of its children, recursively. Then export the :py:class:`~pynwb.file.NWBFile`. The original NWB file is preserved. .. code-block:: python with NWBHDF5IO(self.read_path, manager=manager, mode='r') as read_io: nwbfile = read_io.read() # ... # modify nwbfile if desired nwbfile.generate_new_id() with NWBHDF5IO(self.export_path, mode='w') as export_io: export_io.export(src_io=read_io, nwbfile=nwbfile) My NWB file contains links to datasets in other HDF5 files. How do I create a new NWB file with copies of the datasets? ----------------------------------------------------------------------------------------------------------------------- Pass the keyword argument ``write_args={'link_data': False}`` to :py:meth:`NWBHDF5IO.export `. This is similar to passing the keyword argument ``link_data=False`` to :py:meth:`NWBHDF5IO.write ` when writing a file with a copy of externally linked datasets. For example: .. code-block:: python with NWBHDF5IO(self.read_path, mode='r') as read_io: nwbfile = read_io.read() # nwbfile contains a TimeSeries where the TimeSeries data array is a link to an external dataset # in a different HDF5 file than self.read_path with NWBHDF5IO(self.export_path, mode='w') as export_io: export_io.export(src_io=read_io, nwbfile=nwbfile, write_args={'link_data': False}) # copy linked datasets # the written file will contain no links to external datasets You can also the `h5copy `_ command line tool \ from the HDF5 Group. How do I write a newly instantiated ``NWBFile`` to two different file paths? ----------------------------------------------------------------------------------------------------------------------- PyNWB does not support writing an :py:class:`~pynwb.file.NWBFile` that was not read from a file to two different files. For example, if you instantiate :py:class:`~pynwb.file.NWBFile` A and write it to file path 1, you cannot also write it to file path 2. However, you can first write the :py:class:`~pynwb.file.NWBFile` to file path 1, read the :py:class:`~pynwb.file.NWBFile` from file path 1, and then export it to file path 2. .. code-block:: python with NWBHDF5IO(self.filepath1, manager=manager, mode='w') as write_io: write_io.write(nwbfile) with NWBHDF5IO(self.filepath1, manager=manager, mode='r') as read_io: read_nwbfile = read_io.read() with NWBHDF5IO(self.filepath2, mode='w') as export_io: export_io.export(src_io=read_io, nwbfile=nwbfile) pynwb-2.8.2/docs/source/index.rst0000644000000000000000000000316013615410400013673 0ustar00.. PyNWB documentation master file, created by sphinx-quickstart on Thu Nov 17 10:41:07 2016. You can adapt this file completely to your liking, but it should at least contain the root `toctree` directive. NWB for Python ============== PyNWB is a Python package for working with NWB files. It provides a high-level API for efficiently working with neurodata stored in the NWB format. If you are new to NWB and would like to learn more, then please also visit the :nwb_overview:`NWB Overview <>` website, which provides an entry point for researchers and developers interested in using NWB. `Neurodata Without Borders (NWB) `_ is a project to develop a unified data format for cellular-based neurophysiology data, focused on the dynamics of groups of neurons measured under a large range of experimental conditions. The NWB team consists of neuroscientists and software developers who recognize that adoption of a unified data format is an important step toward breaking down the barriers to data sharing in neuroscience. .. toctree:: :maxdepth: 2 :caption: Getting Started install_users tutorials/index overview_citing .. toctree:: :maxdepth: 2 :caption: Resources validation export api_docs .. toctree:: :maxdepth: 2 :caption: For Developers install_developers overview_software_architecture update_requirements software_process make_a_release testing/index make_a_tutorial .. toctree:: :maxdepth: 2 :caption: Contributing contributing legal Indices and tables ================== * :ref:`genindex` * :ref:`modindex` * :ref:`search` pynwb-2.8.2/docs/source/install_developers.rst0000644000000000000000000001116713615410400016470 0ustar00.. _install_developers: ------------------------------- Installing PyNWB for Developers ------------------------------- PyNWB has the following minimum requirements, which must be installed before you can get started using PyNWB. #. Python 3.8, 3.9, 3.10, or 3.11 #. pip Set up a virtual environment ---------------------------- For development, we recommend installing PyNWB in a virtual environment in editable mode. You can use the virtualenv_ tool to create a new virtual environment. Or you can use the `conda package and environment management system`_ for managing virtual environments. .. _virtualenv: https://virtualenv.pypa.io/en/stable/ .. _conda package and environment management system: https://conda.io/projects/conda/en/latest/index.html Option 1: Using virtualenv ^^^^^^^^^^^^^^^^^^^^^^^^^^ First, install the latest version of the ``virtualenv`` tool and use it to create a new virtual environment. This virtual environment will be stored in the ``venv`` directory in the current directory. .. code:: bash pip install -U virtualenv virtualenv venv On macOS or Linux, run the following to activate your new virtual environment: .. code:: bash source venv/bin/activate On Windows, run the following to activate your new virtual environment: .. code:: batch venv\Scripts\activate This virtual environment is a space where you can install Python packages that are isolated from other virtual environments. This is especially useful when working on multiple Python projects that have different package requirements and for testing Python code with different sets of installed packages or versions of Python. Activate your newly created virtual environment using the above command whenever you want to work on HDMF. You can also deactivate it using the ``deactivate`` command to return to the base environment. Option 2: Using conda ^^^^^^^^^^^^^^^^^^^^^ First, install Anaconda_ to install the ``conda`` tool. Then create and activate a new virtual environment called "venv" with Python 3.8 installed. .. code:: bash conda create --name venv python=3.8 conda activate venv Similar to a virtual environment created with ``virtualenv``, a conda environment is a space where you can install Python packages that are isolated from other virtual environments. In general, you should use ``conda install`` instead of ``pip install`` to install packages in a conda environment. Activate your newly created virtual environment using the above command whenever you want to work on HDMF. You can also deactivate it using the ``conda deactivate`` command to return to the base environment. .. _Anaconda: https://www.anaconda.com/distribution Install from Git repository --------------------------- After you have created and activated a virtual environment, clone the PyNWB git repository from GitHub, install the package requirements using the `pip `_ Python package manager, and install PyNWB in editable mode. .. code:: bash git clone --recurse-submodules https://github.com/NeurodataWithoutBorders/pynwb.git cd pynwb pip install -r requirements.txt -r requirements-dev.txt pip install -e . Run tests --------- For running the tests, it is required to install the development requirements. Again, first activate your virtualenv or conda environment. .. code:: bash git clone --recurse-submodules https://github.com/NeurodataWithoutBorders/pynwb.git cd pynwb pip install -r requirements.txt -r requirements-dev.txt pip install -e . tox For debugging it can be useful to keep the intermediate NWB files created by the tests. To keep these files create the environment variables ``CLEAN_NWB``/``CLEAN_HDMF`` and set them to ``1``. FAQ --- 1. I am using a git cloned copy of PyNWB and getting the error: ``RuntimeError: Unable to load a TypeMap - no namespace file found`` or the error: ``RuntimeError: 'core' is not a registered namespace.`` - The PyNWB repo uses git submodules that have to be checked out when cloning the repos. Please make sure you are using the ``--recurse-submodules`` flag when running ``git clone``: .. code-block:: bash git clone --recurse-submodules https://github.com/NeurodataWithoutBorders/pynwb.git You can also run the following on your existing cloned repo. .. code-block:: bash git submodule init git submodule update --checkout --force 2. I did a ``git pull`` but I'm getting errors that some ``neurodata_type`` does not exist. - The PyNWB repo uses git submodules that have to be updated as well. Please make sure you are using the ``git pull --recurse-submodules`` pynwb-2.8.2/docs/source/install_users.rst0000644000000000000000000000266513615410400015464 0ustar00.. _install_users: ---------------- Installing PyNWB ---------------- PyNWB has the following minimum requirements, which must be installed before you can get started using PyNWB. #. Python 3.8, 3.9, 3.10, or 3.11 #. pip .. note:: If you are a developer then please see the :ref:`install_developers` installation instructions instead. Install release from PyPI ------------------------- The `Python Package Index (PyPI) `_ is a repository of software for the Python programming language. To install or update PyNWB distribution from PyPI simply run: .. code:: $ pip install -U pynwb This will automatically install the following required dependencies: #. hdmf #. h5py #. numpy #. pandas #. python-dateutil Install release from Conda-forge -------------------------------- `Conda-forge `_ is a community led collection of recipes, build infrastructure and distributions for the `conda `_ package manager. To install or update PyNWB distribution from conda-forge using conda simply run: .. code:: $ conda install -c conda-forge pynwb Install latest pre-release -------------------------- This is useful to try out the latest features and also set up continuous integration of your own project against the latest version of PyNWB. .. code:: $ pip install -U pynwb --find-links https://github.com/NeurodataWithoutBorders/pynwb/releases/tag/latest --no-index pynwb-2.8.2/docs/source/legal.rst0000644000000000000000000000025713615410400013654 0ustar00.. _copyright: --------------- Copyright --------------- .. include:: ../../Legal.txt .. _license: --------------- License --------------- .. include:: ../../license.txt pynwb-2.8.2/docs/source/make_a_release.rst0000644000000000000000000002014413615410400015502 0ustar00===================== How to Make a Release ===================== A core developer should use the following steps to create a release ``X.Y.Z`` of **pynwb**. .. note:: Since the pynwb wheels do not include compiled code, they are considered *pure* and could be generated on any supported platform. That said, considering the instructions below have been tested on a Linux system, they may have to be adapted to work on macOS or Windows. ------------- Prerequisites ------------- * All CI tests are passing on :pynwb:`GitHub Actions `. * You have a `GPG signing key`_. * Release notes have been prepared. * An appropriate new version number has been selected. ------------------------- Documentation conventions ------------------------- The commands reported below should be evaluated in the same terminal session. Commands to evaluate starts with a dollar sign. For example:: $ echo "Hello" Hello means that ``echo "Hello"`` should be copied and evaluated in the terminal. ----------------------------------------------------- Make pre-release pull request on GitHub: Step-by-step ----------------------------------------------------- 1. Create a new branch locally or on GitHub. Update the ``CHANGELOG.md`` with the release date. .. code:: $ git checkout -b release-X.Y.Z 2. Create a pull request for the new release branch, then append the URL with: "&template=release.md". For example, ``https://github.com/NeurodataWithoutBorders/pynwb/compare/dev...release-X.Y.Z?quick_pull=1&template=release.md`` 3. Follow the checklist in the template. The checklist covers the following steps in more detail: * Make sure all PRs to be included in this release have been merged to ``dev``. * Update package versions in ``requirements.txt``, ``requirements-dev.txt``, ``requirements-opt.txt``, ``requirements-doc.txt``, ``requirements-min.txt``, ``environment-ros3.yml``, and ``pyproject.toml``. * Check legal information and copyright dates in ``Legal.txt``, ``license.txt``, ``README.rst``, ``docs/source/conf.py``. * Update ``pyproject.toml`` and ``README.rst`` as needed. * Update ``src/pynwb/nwb-schema`` submodule as needed. Check the version number manually to make sure we are using the latest release. * Update documentation to reflect new features and changes in PyNWB functionality. * Run tests locally, inspect all warnings and outputs, and try to remove all warnings. * Test documentation builds locally and on the `ReadTheDocs project`_ on the "dev" build. ------------------------------------- Publish release on PyPI: Step-by-step ------------------------------------- 1. Make sure that all CI tests are passing on :pynwb:`GitHub Actions `. 2. List all tags sorted by version. .. code:: $ git tag -l | sort -V 3. Choose the next release version number and store it in a variable. .. code:: $ release=X.Y.Z .. warning:: To ensure the packages are uploaded on PyPI, tags must match this regular expression: ``^[0-9]+.[0-9]+.[0-9]+$``. 4. Download the latest sources. .. code:: $ cd /tmp && git clone --recurse-submodules git@github.com:NeurodataWithoutBorders/pynwb && cd pynwb 5. Tag the release. .. code:: $ git tag --sign -m "pynwb ${release}" ${release} origin/dev .. warning:: This step requires a `GPG signing key`_. 6. Publish the release tag. .. code:: $ git push origin ${release} .. important:: This will trigger the "Deploy release" GitHub Actions workflow which will automatically upload the wheels and source distribution to both the `PyNWB PyPI project page`_ and a new :pynwb:`GitHub release ` using the nwb-bot account. 7. Check the status of the builds on :pynwb:`GitHub Actions `. 8. Once the builds are completed, check that the distributions are available on `PyNWB PyPI project page`_ and that a new :pynwb:`GitHub release ` was created. 9. Copy the release notes from ``CHANGELOG.md`` to the newly created :pynwb:`GitHub release `. 10. Create a clean testing environment to test the installation. On bash/zsh: .. code:: $ python -m venv pynwb-${release}-install-test && \ source pynwb-${release}-install-test/bin/activate On other shells, see the `Python instructions for creating a virtual environment`_. 11. Test the installation: .. code:: $ pip install pynwb && \ python -c "import pynwb; print(pynwb.__version__)" 12. Cleanup On bash/zsh: .. code:: $ deactivate && \ rm -rf dist/* && \ rm -rf pynwb-${release}-install-test .. _GPG signing key: https://docs.github.com/en/authentication/managing-commit-signature-verification/generating-a-new-gpg-key .. _ReadTheDocs project: https://readthedocs.org/projects/pynwb/builds/ .. _PyNWB PyPI project page: https://pypi.org/project/pynwb .. _Python instructions for creating a virtual environment: https://docs.python.org/3/library/venv.html#creating-virtual-environments .. _PyPI: https://pypi.org/project/pynwb -------------------------------------------- Publish release on conda-forge: Step-by-step -------------------------------------------- .. warning:: Publishing on conda requires you to have the corresponding package version uploaded on `PyPI`_. So you have to do the PyPI and Github release before you do the conda release. .. note:: Conda-forge maintains a bot called "regro-cf-autotick-bot" that regularly monitors PyPI for new releases of packages that are also on conda-forge. When a new release is detected, usually within 24 hours of publishing on PyPI, the bot will create a Pull Request with the correct modifications to the version and sha256 values in ``meta.yaml``. If the requirements in ``setup.py`` have been changed, then you need to modify the requirements/run section in ``meta.yaml`` manually to reflect these changes. Once tests pass, merge the PR, and a new release will be published on Anaconda cloud. This is the easiest way to update the package version on conda-forge. In order to release a new version on conda-forge manually, follow the steps below: 1. Store the release version string (this should match the PyPI version that you already published). .. code:: $ release=X.Y.Z 2. Fork the `pynwb-feedstock `_ repository to your GitHub user account. 3. Clone the forked feedstock to your local filesystem. Fill the YOURGITHUBUSER part. .. code:: $ cd /tmp && git clone https://github.com/YOURGITHUBUSER/pynwb-feedstock.git 4. Download the corresponding source for the release version. .. code:: $ cd /tmp && \ wget https://github.com/NeurodataWithoutBorders/pynwb/releases/download/$release/pynwb-$release.tar.gz 5. Create a new branch. .. code:: $ cd pynwb-feedstock && \ git checkout -b $release 6. Modify ``meta.yaml``. Update the `version string (line 2) `_ and `sha256 (line 3) `_. We have to modify the sha and the version string in the ``meta.yaml`` file. For linux flavors: .. code:: $ sed -i "2s/.*/{% set version = \"$release\" %}/" recipe/meta.yaml $ sha=$(openssl sha256 /tmp/pynwb-$release.tar.gz | awk '{print $2}') $ sed -i "3s/.*/{$ set sha256 = \"$sha\" %}/" recipe/meta.yaml For macOS: .. code:: $ sed -i -- "2s/.*/{% set version = \"$release\" %}/" recipe/meta.yaml $ sha=$(openssl sha256 /tmp/pynwb-$release.tar.gz | awk '{print $2}') $ sed -i -- "3s/.*/{$ set sha256 = \"$sha\" %}/" recipe/meta.yaml If the requirements in ``setup.py`` have been changed, then modify the requirements/run list in the ``meta.yaml`` file to reflect these changes. 7. Push the changes to your fork. .. code:: $ git push origin $release 8. Create a Pull Request. Create a pull request against the `main feedstock repository `_. After the tests pass, merge the PR, and a new release will be published on Anaconda cloud. pynwb-2.8.2/docs/source/make_a_tutorial.rst0000644000000000000000000000361513615410400015731 0ustar00====================== How to Make a Tutorial ====================== Tutorials are define using `sphinx-gallery `_. The sources of tutorials are stored in ``docs/gallery`` with each subfolder corresponding to a subsection in the tutorial gallery. Create a new tutorial --------------------- 1. Add a new python file to the appropriate subfolder of ``docs/gallery``. .. hint:: If you want the output of code cells to be rendered in the docs, then simply include the prefix ``plot_`` as part of the name of tutorial file. Tutorials without the prefix will render just the code cells and text. 2. Add the names of any files created by running the python file to the ``files_to_remove`` variable in ``clean_up_tests()`` in ``test.py``. This function will remove the created output files after the sphinx-gallery tests are completed. 2. **Optional:** To specify an explicit position for your tutorial in the subsection of the gallery, update the ``GALLERY_ORDER`` variable of the ``CustomSphinxGallerySectionSortKey`` class defined in ``docs/source/conf.py``. If you skip this step, the tutorial will be added in alphabetical order. 3. Check that the docs are building correctly and fix any errors .. code-block:: cd docs make html 4. View the docs to make sure your gallery renders correctly .. code-block:: open docs/_build/html/index.html 5. Make a PR to request addition of your tutorial Create a new tutorial collection --------------------------------- To add a section to the tutorial gallery 1. Create a new folder in ``docs/gallery/`` 2. Create a ``docs/gallery//README.txt`` file with the anchor name and title of the section, e.g.: .. code-block:: .. _my-new-tutorials: My new tutorial section ----------------------- 3. Add tutorials to the section by adding the tutorial files to the new folder pynwb-2.8.2/docs/source/overview_citing.rst0000644000000000000000000000426313615410400015774 0ustar00.. _citing: Citing PyNWB ============ BibTeX entry ------------ If you use PyNWB in your research, please use the following citation: .. code-block:: bibtex @article {10.7554/eLife.78362, article_type = {journal}, title = {{The Neurodata Without Borders ecosystem for neurophysiological data science}}, author = {R\"ubel, Oliver and Tritt, Andrew and Ly, Ryan and Dichter, Benjamin K. and Ghosh, Satrajit and Niu, Lawrence and Baker, Pamela and Soltesz, Ivan and Ng, Lydia and Svoboda, Karel and Frank, Loren and Bouchard, Kristofer E.}, editor = {Colgin, Laura L and Jadhav, Shantanu P}, volume = {11{, year = {2022}, month = {oct}, pub_date = {2022-10-04}, pages = {e78362}, citation = {eLife 2022;11:e78362}, doi = {10.7554/eLife.78362}, url = {https://doi.org/10.7554/eLife.78362}, keywords = {Neurophysiology, data ecosystem, data language, data standard, FAIR data, archive}, journal = {eLife}, issn = {2050-084X}, publisher = {eLife Sciences Publications, Ltd}, } Using RRID ---------- * ResourceID: `SCR_017452 `_ * Proper Citation: **(PyNWB, RRID:SCR_017452)** Using duecredit --------------- Citations can be generated using duecredit_. To install duecredit, run ``pip install duecredit``. You can obtain a list of citations for your Python script, e.g., ``yourscript.py``, using: .. code-block:: bash cd /path/to/your/module python -m duecredit yourscript.py Alternatively, you can set the environment variable ``DUECREDIT_ENABLE=yes`` .. code-block:: bash DUECREDIT-ENABLE=yes python yourscript.py Citations will be saved in a hidden file (``.duecredit.p``) in the current directory. You can then use the duecredit_ command line tool to export the citations to different formats. For example, you can display your citations in BibTeX format using: .. code-block:: bash duecredit summary --format=bibtex For more information on using duecredit, please consult its `homepage `_. .. _duecredit: https://github.com/duecredit/duecredit pynwb-2.8.2/docs/source/overview_software_architecture.rst0000644000000000000000000001764013615410400021116 0ustar00.. _software-architecture: Software Architecture ===================== The main goal of PyNWB is to enable users and developers to efficiently interact with the NWB data format, format files, and specifications. The following figures provide an overview of the high-level architecture of PyNWB and functionality of the various components. .. _fig-software-architecture: .. figure:: figures/software_architecture.* :width: 100% :alt: PyNWB Software Architecture Overview of the high-level software architecture of PyNWB (click to enlarge). .. _fig-software-architecture-purpose: .. figure:: figures/software_architecture_design_choices.* :width: 100% :alt: PyNWB Software Architecture Functions We choose a modular design for PyNWB to enable flexibility and separate the various aspects of the NWB:N ecosystem (click to enlarge). .. raw:: latex \clearpage \newpage Main Concepts ------------- .. _fig-software-architecture-concepts: .. figure:: figures/software_architecture_concepts.* :width: 100% :alt: PyNWB Software Architecture Concepts Overview of the main concepts/classes in PyNWB and their location in the overall software architecture (click to enlarge). Container ^^^^^^^^^ * In memory objects * Interface for (most) applications * Like a table row * PyNWB has many of these -- one for each neurodata_type in the NWB schema. PyNWB organizes the containers into a set of modules based on their primary application (e.g., ophys for optophysiology): * :py:class:`pynwb.base`, :py:class:`pynwb.file` * :py:class:`pynwb.ecephys` * :py:class:`pynwb.ophys` * :py:class:`pynwb.icephys` * :py:class:`pynwb.ogen` * :py:class:`pynwb.behavior` Builder ^^^^^^^ * Intermediary objects for I/O * Interface for I/O * Backend readers and writers must return and accept these * There are different kinds of builders for different base types: * :py:class:`~hdmf.build.builders.GroupBuilder` - represents a collection of objects * :py:class:`~hdmf.build.builders.DatasetBuilder` - represents data * :py:class:`~hdmf.build.builders.LinkBuilder` - represents soft-links * :py:class:`~hdmf.build.builders.RegionBuilder` - represents a slice into data (Subclass of :py:class:`~hdmf.build.builders.DatasetBuilder`) * **Main Module:** :py:mod:`hdmf.build.builders` Spec ^^^^ * Interact with format specifications * Data structures to specify data types and what said types consist of * Python representation for YAML specifications * Interface for writing extensions or custom specification * There are several main specification classes: * :py:class:`~pynwb.spec.NWBAttributeSpec` - specification for metadata * :py:class:`~pynwb.spec.NWBGroupSpec` - specification for a collection of objects (i.e. subgroups, datasets, link) * :py:class:`~pynwb.spec.NWBDatasetSpec` - specification for dataset (like and n-dimensional array). Specifies data type, dimensions, etc. * :py:class:`~pynwb.spec.NWBLinkSpec` - specification for link (like a POSIX soft link) * :py:class:`~hdmf.spec.spec.RefSpec` - specification for references (References are like links, but stored as data) * :py:class:`~pynwb.spec.NWBDtypeSpec` - specification for compound data types. Used to build complex data type specification, e.g., to define tables (used only in :py:class:`~hdmf.spec.spec.DatasetSpec` and correspondingly :py:class:`~pynwb.spec.NWBDatasetSpec`) * **Main Modules:** * :py:mod:`hdmf.spec` -- General specification classes. * :py:mod:`pynwb.spec` -- NWB specification classes. (Most of these are specializations of the classes from :py:mod:`hdmf.spec`) .. note:: A ``data_type`` (or more specifically a ``neurodata_type`` in the context of NWB) defines a reusable type in a format specification that can be referenced and used elsewhere in other specifications. The specification of the NWB format is basically a collection of ``neurodata_types``, e.g.: ``NWBFile`` defines a GroupSpec for the top-level group of an NWB format file which includes ``TimeSeries``, ``ElectrodeGroup``, ``ImagingPlane`` and many other ``neurodata_types`` . When creating a specification, two main keys are used to include and define new ``neurodata_types`` * ``neurodata_type_inc`` is used to include an existing type and * ``neurodata_type_def`` is used to define a new type I.e, if both keys are defined then we create a new type that uses/inherits an existing type as a base. ObjectMapper ^^^^^^^^^^^^ * Maintains the mapping between `Container`_ attributes and `Spec`_ components * Provides a way of converting between `Container`_ and `Builder`_ * ObjectMappers are constructed using a `Spec`_ * Ideally, one ObjectMapper for each data type * Things an ObjectMapper should do: * Given a `Builder`_, return a Container representation * Given a `Container`_, return a Builder representation * PyNWB has many of these -- one for each type in NWB schema * **Main Module:** :py:mod:`hdmf.build.objectmapper` * NWB-specific ObjectMappers are locate in submodules of :py:class:`pynwb.io` .. _fig-software-architecture-mainconcepts: .. figure:: figures/software_architecture_mainconcepts.* :width: 100% :alt: PyNWB Software Architecture Main Concepts Relationship between `Container`_, `Builder`_, `ObjectMapper`_, and `Spec`_ Additional Concepts ------------------- Namespace, NamespaceCatalog, NamespaceBuilder ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ * **Namespace** * A namespace for specifications * Necessary for making extensions * Contains basic info about who created extensions * Core NWB:N schema has namespace “core” * Get from :py:class:`pynwb.spec.NWBNamespace` * extension of generic Namespace class that will include core * :py:class:`~hdmf.spec.namespace.NamespaceCatalog` -- A class for managing namespaces * :py:class:`~hdmf.spec.write.NamespaceBuilder` -- A utility for building extensions TypeMap ^^^^^^^ * Map between data types, Container classes (i.e. a Python class object) and corresponding ObjectMapper classes * Constructed from a NamespaceCatalog * Things a TypeMap does: * Given an NWB data type, return the associated Container class * Given a Container class, return the associated ObjectMapper * PyNWB has two of these classes: * the base class (i.e. :py:class:`~hdmf.build.manager.TypeMap`) - handles NWB 2.x * :py:class:`pynwb.legacy.map.TypeMapLegacy` - handles NWB 1.x * PyNWB provides a “global” instance of TypeMap created at runtime * TypeMaps can be merged, which is useful when combining extensions BuildManager ^^^^^^^^^^^^ * Responsible for `memoizing `_ `Builder`_ and `Container`_ * Constructed from a `TypeMap`_ * PyNWB only has one of these: :py:class:`hdmf.build.manager.BuildManager` .. _fig-software-architecture-buildmanager: .. figure:: figures/software_architecture_buildmanager.* :width: 100% :alt: PyNWB Software Architecture BuildManager and TypeMap Overview of `BuildManager`_ (and `TypeMap`_) (click to enlarge). HDMFIO ^^^^^^ * Abstract base class for I/O * :py:class:`HDMFIO ` has two key abstract methods: * :py:meth:`~hdmf.backends.io.HDMFIO.write_builder` – given a builder, write data to storage format * :py:meth:`~hdmf.backends.io.HDMFIO.read_builder` – given a handle to storage format, return builder representation * Others: :py:meth:`~hdmf.backends.io.HDMFIO.open` and :py:meth:`~hdmf.backends.io.HDMFIO.close` * Constructed with a `BuildManager`_ * Extend this for creating a new I/O backend * PyNWB has one extension of this: * :py:class:`~hdmf.backends.hdf5.h5tools.HDF5IO` - reading and writing HDF5 * :py:class:`~pynwb.NWBHDF5IO` - wrapper that pulls in core NWB specification .. _fig-software-architecture-formio: .. figure:: figures/software_architecture_formio.* :width: 100% :alt: PyNWB Software Architecture FormIO Overview of `HDMFIO`_ (click to enlarge). pynwb-2.8.2/docs/source/software_process.rst0000644000000000000000000001527313615410400016164 0ustar00.. _software_process: ================ Software Process ================ ---------------------- Continuous Integration ---------------------- PyNWB is tested against Ubuntu, macOS, and Windows operating systems. The project has both unit and integration tests. Tests run on :pynwb:`GitHub Actions `. Each time a PR is published or updated, the project is built, packaged, and tested on all supported operating systems and python distributions. That way, as a contributor, you know if you introduced regressions or coding style inconsistencies. There are badges in the :pynwb:`README ` file which shows the current condition of the dev branch. -------- Coverage -------- Code coverage is computed and reported using the coverage_ tool. There are two coverage-related badges in the :pynwb:`README ` file. One shows the status of the :pynwb:`GitHub Action workflow ` which runs the coverage_ tool and uploads the report to codecov_, and the other badge shows the percentage coverage reported from codecov_. A detailed report can be found on codecov_, which shows line by line which lines are covered by the tests. .. _coverage: https://coverage.readthedocs.io .. _codecov: https://app.codecov.io/gh/NeurodataWithoutBorders/pynwb/tree/dev/src/pynwb ------------------------- Installation Requirements ------------------------- :pynwb:`pyproject.toml ` contains a list of package dependencies and their version ranges allowed for running PyNWB. As a library, upper bound version constraints create more harm than good in the long term (see this `blog post`_) so we avoid setting upper bounds on requirements. If some of the packages are outdated, see :ref:`update_requirements_files`. .. _blog post: https://iscinumpy.dev/post/bound-version-constraints/ -------------------- Testing Requirements -------------------- There are several kinds of requirements files used for testing PyNWB. The first one is the :pynwb:`requirements-min.txt ` file, which lists the package dependencies and their minimum versions for installing PyNWB. The second one is :pynwb:`requirements.txt `, which lists the pinned (concrete) dependencies to reproduce an entire development environment to use PyNWB. The third one is :pynwb:`requirements-dev.txt `, which lists the pinned (concrete) dependencies to reproduce an entire development environment to use PyNWB, run PyNWB tests, check code style, compute coverage, and create test environments. The final one is :pynwb:`environment-ros3.yml `, which lists the dependencies used to test ROS3 streaming in PyNWB. -------------------------- Documentation Requirements -------------------------- :pynwb:`requirements-doc.txt ` lists the dependencies to generate the documentation for PyNWB. Both this file and :pynwb:`requirements.txt ` are used by ReadTheDocs_ to initialize the local environment for Sphinx to run. .. _ReadTheDocs: https://readthedocs.org/projects/pynwb/ ------------------------- Versioning and Releasing ------------------------- PyNWB uses versioneer_ for versioning source and wheel distributions. Versioneer creates a semi-unique release name for the wheels that are created. It requires a version control system (git in PyNWB's case) to generate a release name. After all the tests pass, CircleCI creates both a wheel (\*.whl) and source distribution (\*.tar.gz) for Python 3 and uploads them back to GitHub as a :pynwb:`releases`. Versioneer makes it possible to get the source distribution from GitHub and create wheels directly without having to use a version control system because it hardcodes versions in the source distribution. It is important to note that GitHub automatically generates source code archives in .zip and .tar.gz formats and attaches those files to all releases as an asset. These files currently do not contain the submodules within PyNWB and thus do not serve as a complete installation. For a complete source code archive, use the source distribution generated by CircleCI, typically named `pynwb-{version}.tar.gz`. .. _versioneer: https://github.com/warner/python-versioneer ---------------------------------------------------- Coordinating with nwb-schema Repository and Releases ---------------------------------------------------- The default branch is "dev". It is important that all releases of PyNWB contain a released version of nwb-schema. If a release contains an unreleased version of nwb-schema, e.g., from an untagged commit on the "dev" branch, then tracking the identity of the included nwb-schema becomes difficult and the same version string could point to two different versions of the schema. Whenever the "dev" branch of the nwb-schema repo is updated, a commit should be made to the "schema_x.y.z" branch of PyNWB, where "x.y.z" is the upcoming version of nwb-schema, that updates the nwb-schema submodule to the latest commit of the "dev" branch on nwb-schema. If the update to nwb-schema is the first change after a release, the "schema_x.y.z" branch should be created, the nwb-schema submodule should be updated, and a draft PR should be made for merging the "schema_x.y.z" branch to "dev". This PR provides a useful public view into how the API changes with each change to the schema. If the change in nwb-schema requires an accompanying change to PyNWB, then a new branch should be made with the corresponding changes, and a new PR should be made for merging the new branch into the "schema_x.y.z" branch. The PR should be merged in GitHub's "squash and merge" mode. When a new version of nwb-schema x.y.z is released, the "schema_x.y.z" branch of PyNWB should be checked to ensure that the nwb-schema submodule points to the new release-tagged commit of nwb-schema. Then the PR should be merged into dev with GitHub's "merge" mode. Commits should NOT be squashed because they will usually represent independent changes to the API or schema, and the git history should reflect those changes separately. The "dev" branch should NEVER contain unreleased versions of nwb-schema to prevent cases of users and developers accidentally publishing files with unreleased schema. This problem cannot be completely avoided, however, as users could still publish files generated from the "schema_x.y.z" branch of PyNWB. The nwb-schema uses hdmf-common-schema. Changes in hdmf-common-schema that affect nwb-schema result in version changes of nwb-schema and as such are managed in the same fashion. One main difference is that updates to hdmf-common-schema may also involve updates to version requirements for HDMF in PyNWB. pynwb-2.8.2/docs/source/update_requirements.rst0000644000000000000000000000365613615410400016663 0ustar00 .. _update_requirements_files: ================================ How to Update Requirements Files ================================ The different requirements files introduced in :ref:`software_process` section are the following: * :pynwb:`requirements.txt ` * :pynwb:`requirements-dev.txt ` * :pynwb:`requirements-doc.txt ` * :pynwb:`requirements-min.txt ` requirements.txt ================ `requirements.txt` of the project can be created or updated and then captured using the following script: .. code:: mkvirtualenv pynwb-requirements cd pynwb pip install . pip check # check for package conflicts pip freeze > requirements.txt deactivate rmvirtualenv pynwb-requirements requirements-(dev|doc).txt ========================== Any of these requirements files can be updated using the following scripts: .. code:: cd pynwb # Set the requirements file to update: requirements-dev.txt or requirements-doc.txt target_requirements=requirements-dev.txt mkvirtualenv pynwb-requirements # Install updated requirements pip install -U -r $target_requirements # If relevant, you could pip install new requirements now # pip install -U # Check for any conflicts in installed packages pip check # Update list of pinned requirements pip freeze > $target_requirements deactivate rmvirtualenv pynwb-requirements requirements-min.txt ==================== Minimum requirements should be updated manually if a new feature or bug fix is added in a dependency that is required for proper running of PyNWB. Minimum requirements should also be updated if a user requests that PyNWB be installable with an older version of a dependency, all tests pass using the older version, and there is no valid reason for the minimum version to be as high as it is. pynwb-2.8.2/docs/source/validation.rst0000644000000000000000000000454013615410400014721 0ustar00.. _validating: Validating NWB files ==================== Validating NWB files is handled by a command-line tool available in :py:mod:`~pynwb`. The validator can be invoked like so: .. code-block:: bash python -m pynwb.validate test.nwb If the file contains no NWB extensions, then this command will validate the file ``test.nwb`` against the *core* NWB specification. On success, the output will be: .. code-block:: text Validating test.nwb against cached namespace information using namespace 'core'. - no errors found. and the program exit code is ``0``. On error, the program exit code is ``1`` and the list of errors is outputted. If the file contains NWB extensions, then the above validation command will validate the file ``test.nwb`` against all extensions in the file and the core NWB specification. To validate against only one NWB extension that is cached within the file, use the ``-n`` flag. For example, the following command will validate against the "ndx-my-extension" namespace that is cached within the ``test.nwb`` file. .. code-block:: bash python -m pynwb.validate -n ndx-my-extension test.nwb To validate against the version of the **core** NWB specification that is included with the installed version of PyNWB, use the ``--no-cached-namespace`` flag. This can be useful in validating files against newer or older versions of the **core** NWB specification that are installed with newer or older versions of PyNWB. .. code-block:: bash python -m pynwb.validate --no-cached-namespace test.nwb .. Last updated 8/13/2021 .. code-block:: text $python -m pynwb.validate --help usage: validate.py [-h] [-n NS] [-lns] [--cached-namespace | --no-cached-namespace] paths [paths ...] Validate an NWB file positional arguments: paths NWB file paths optional arguments: -h, --help show this help message and exit -n NS, --ns NS the namespace to validate against -lns, --list-namespaces List the available namespaces and exit. --cached-namespace Use the cached namespace (default). --no-cached-namespace Don't use the cached namespace. If --ns is not specified, validate against all namespaces in the NWB file. 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com.apple.print.PageFormat.PMHorizontalRes com.apple.print.ticket.creator com.apple.printingmanager com.apple.print.ticket.itemArray com.apple.print.PageFormat.PMHorizontalRes 72 com.apple.print.ticket.client com.apple.printingmanager com.apple.print.ticket.modDate 2009-02-20T00:16:35Z com.apple.print.ticket.stateFlag 0 com.apple.print.PageFormat.PMOrientation com.apple.print.ticket.creator com.apple.printingmanager com.apple.print.ticket.itemArray com.apple.print.PageFormat.PMOrientation 1 com.apple.print.ticket.client com.apple.printingmanager com.apple.print.ticket.modDate 2009-02-20T00:16:35Z com.apple.print.ticket.stateFlag 0 com.apple.print.PageFormat.PMScaling com.apple.print.ticket.creator com.apple.printingmanager com.apple.print.ticket.itemArray com.apple.print.PageFormat.PMScaling 1 com.apple.print.ticket.client com.apple.printingmanager com.apple.print.ticket.modDate 2009-02-20T00:16:35Z com.apple.print.ticket.stateFlag 0 com.apple.print.PageFormat.PMVerticalRes 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com.apple.print.PageFormat.PMHorizontalRes com.apple.print.ticket.creator com.apple.printingmanager com.apple.print.ticket.itemArray com.apple.print.PageFormat.PMHorizontalRes 72 com.apple.print.ticket.client com.apple.printingmanager com.apple.print.ticket.modDate 2009-02-20T00:16:35Z com.apple.print.ticket.stateFlag 0 com.apple.print.PageFormat.PMOrientation com.apple.print.ticket.creator com.apple.printingmanager com.apple.print.ticket.itemArray com.apple.print.PageFormat.PMOrientation 1 com.apple.print.ticket.client com.apple.printingmanager com.apple.print.ticket.modDate 2009-02-20T00:16:35Z com.apple.print.ticket.stateFlag 0 com.apple.print.PageFormat.PMScaling com.apple.print.ticket.creator com.apple.printingmanager com.apple.print.ticket.itemArray com.apple.print.PageFormat.PMScaling 1 com.apple.print.ticket.client com.apple.printingmanager com.apple.print.ticket.modDate 2009-02-20T00:16:35Z com.apple.print.ticket.stateFlag 0 com.apple.print.PageFormat.PMVerticalRes 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com.apple.print.PageFormat.PMHorizontalRes com.apple.print.ticket.creator com.apple.printingmanager com.apple.print.ticket.itemArray com.apple.print.PageFormat.PMHorizontalRes 72 com.apple.print.ticket.client com.apple.printingmanager com.apple.print.ticket.modDate 2009-02-20T00:16:35Z com.apple.print.ticket.stateFlag 0 com.apple.print.PageFormat.PMOrientation com.apple.print.ticket.creator com.apple.printingmanager com.apple.print.ticket.itemArray com.apple.print.PageFormat.PMOrientation 1 com.apple.print.ticket.client com.apple.printingmanager com.apple.print.ticket.modDate 2009-02-20T00:16:35Z com.apple.print.ticket.stateFlag 0 com.apple.print.PageFormat.PMScaling com.apple.print.ticket.creator com.apple.printingmanager com.apple.print.ticket.itemArray com.apple.print.PageFormat.PMScaling 1 com.apple.print.ticket.client com.apple.printingmanager com.apple.print.ticket.modDate 2009-02-20T00:16:35Z com.apple.print.ticket.stateFlag 0 com.apple.print.PageFormat.PMVerticalRes 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com.apple.print.PageFormat.PMHorizontalRes com.apple.print.ticket.creator com.apple.printingmanager com.apple.print.ticket.itemArray com.apple.print.PageFormat.PMHorizontalRes 72 com.apple.print.ticket.client com.apple.printingmanager com.apple.print.ticket.modDate 2009-02-20T00:16:35Z com.apple.print.ticket.stateFlag 0 com.apple.print.PageFormat.PMOrientation com.apple.print.ticket.creator com.apple.printingmanager com.apple.print.ticket.itemArray com.apple.print.PageFormat.PMOrientation 1 com.apple.print.ticket.client com.apple.printingmanager com.apple.print.ticket.modDate 2009-02-20T00:16:35Z com.apple.print.ticket.stateFlag 0 com.apple.print.PageFormat.PMScaling com.apple.print.ticket.creator com.apple.printingmanager com.apple.print.ticket.itemArray com.apple.print.PageFormat.PMScaling 1 com.apple.print.ticket.client com.apple.printingmanager com.apple.print.ticket.modDate 2009-02-20T00:16:35Z com.apple.print.ticket.stateFlag 0 com.apple.print.PageFormat.PMVerticalRes 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The HTML page is in $(BUILDDIR)/singlehtml." pickle: $(SPHINXBUILD) -b pickle $(ALLSPHINXOPTS) $(BUILDDIR)/pickle @echo @echo "Build finished; now you can process the pickle files." json: $(SPHINXBUILD) -b json $(ALLSPHINXOPTS) $(BUILDDIR)/json @echo @echo "Build finished; now you can process the JSON files." htmlhelp: $(SPHINXBUILD) -b htmlhelp $(ALLSPHINXOPTS) $(BUILDDIR)/htmlhelp @echo @echo "Build finished; now you can run HTML Help Workshop with the" \ ".hhp project file in $(BUILDDIR)/htmlhelp." qthelp: $(SPHINXBUILD) -b qthelp $(ALLSPHINXOPTS) $(BUILDDIR)/qthelp @echo @echo "Build finished; now you can run "qcollectiongenerator" with the" \ ".qhcp project file in $(BUILDDIR)/qthelp, like this:" @echo "# qcollectiongenerator $(BUILDDIR)/qthelp/sample.qhcp" @echo "To view the help file:" @echo "# assistant -collectionFile $(BUILDDIR)/qthelp/sample.qhc" devhelp: $(SPHINXBUILD) -b devhelp $(ALLSPHINXOPTS) $(BUILDDIR)/devhelp @echo @echo "Build finished." @echo "To view the help file:" @echo "# mkdir -p $$HOME/.local/share/devhelp/sample" @echo "# ln -s $(BUILDDIR)/devhelp $$HOME/.local/share/devhelp/sample" @echo "# devhelp" epub: $(SPHINXBUILD) -b epub $(ALLSPHINXOPTS) $(BUILDDIR)/epub @echo @echo "Build finished. The epub file is in $(BUILDDIR)/epub." latex: $(SPHINXBUILD) -b latex $(ALLSPHINXOPTS) $(BUILDDIR)/latex @echo @echo "Build finished; the LaTeX files are in $(BUILDDIR)/latex." @echo "Run \`make' in that directory to run these through (pdf)latex" \ "(use \`make latexpdf' here to do that automatically)." latexpdf: $(SPHINXBUILD) -b latex $(ALLSPHINXOPTS) $(BUILDDIR)/latex @echo "Running LaTeX files through pdflatex..." $(MAKE) -C $(BUILDDIR)/latex all-pdf @echo "pdflatex finished; the PDF files are in $(BUILDDIR)/latex." text: $(SPHINXBUILD) -b text $(ALLSPHINXOPTS) $(BUILDDIR)/text @echo @echo "Build finished. The text files are in $(BUILDDIR)/text." man: $(SPHINXBUILD) -b man $(ALLSPHINXOPTS) $(BUILDDIR)/man @echo @echo "Build finished. The manual pages are in $(BUILDDIR)/man." texinfo: $(SPHINXBUILD) -b texinfo $(ALLSPHINXOPTS) $(BUILDDIR)/texinfo @echo @echo "Build finished. The Texinfo files are in $(BUILDDIR)/texinfo." @echo "Run \`make' in that directory to run these through makeinfo" \ "(use \`make info' here to do that automatically)." info: $(SPHINXBUILD) -b texinfo $(ALLSPHINXOPTS) $(BUILDDIR)/texinfo @echo "Running Texinfo files through makeinfo..." make -C $(BUILDDIR)/texinfo info @echo "makeinfo finished; the Info files are in $(BUILDDIR)/texinfo." gettext: $(SPHINXBUILD) -b gettext $(I18NSPHINXOPTS) $(BUILDDIR)/locale @echo @echo "Build finished. The message catalogs are in $(BUILDDIR)/locale." changes: $(SPHINXBUILD) -b changes $(ALLSPHINXOPTS) $(BUILDDIR)/changes @echo @echo "The overview file is in $(BUILDDIR)/changes." linkcheck: $(SPHINXBUILD) -b linkcheck $(ALLSPHINXOPTS) $(BUILDDIR)/linkcheck @echo @echo "Link check complete; look for any errors in the above output " \ "or in $(BUILDDIR)/linkcheck/output.txt." doctest: $(SPHINXBUILD) -b doctest $(ALLSPHINXOPTS) $(BUILDDIR)/doctest @echo "Testing of doctests in the sources finished, look at the " \ "results in $(BUILDDIR)/doctest/output.txt." fulldoc: $(MAKE) clean @echo @echo "Rebuilding html, latexpdf" $(MAKE) html $(MAKE) latexpdf pynwb-2.8.2/src/pynwb/nwb-schema/docs/storage/Readme.md0000644000000000000000000000071713615410400017674 0ustar00**Overview** The NWB-N specification documentation uses Sphinx [http://www.sphinx-doc.org/en/stable/index.html](http://www.sphinx-doc.org/en/stable/index.html) **Building the documentation** To build the documentation simply: ```make ``` where `````` is, e.g., ```latexpdf```, ```html```, ```singlehtml``` or ```man```. For a complete list of supported doc-types see: ```make help``` **Cleaning up** By calling: ```make clean``` . pynwb-2.8.2/src/pynwb/nwb-schema/docs/storage/make.bat0000644000000000000000000001237013615410400017560 0ustar00@ECHO OFF REM Command file for Sphinx documentation if "%SPHINXBUILD%" == "" ( set SPHINXBUILD=sphinx-build ) set BUILDDIR=_build set RSTDIR=source set ALLSPHINXOPTS=-d %BUILDDIR%/doctrees %SPHINXOPTS% %RSTDIR% set I18NSPHINXOPTS=%SPHINXOPTS% . if NOT "%PAPER%" == "" ( set ALLSPHINXOPTS=-D latex_paper_size=%PAPER% %ALLSPHINXOPTS% set I18NSPHINXOPTS=-D latex_paper_size=%PAPER% %I18NSPHINXOPTS% ) if "%1" == "" goto help if "%1" == "help" ( :help echo.Please use `make ^` where ^ is one of echo. fulldoc to rebuild the html and latex documents all at once echo. html to make standalone HTML files echo. dirhtml to make HTML files named index.html in directories echo. singlehtml to make a single large HTML file echo. pickle to make pickle files echo. json to make JSON files echo. htmlhelp to make HTML files and a HTML help project echo. qthelp to make HTML files and a qthelp project echo. devhelp to make HTML files and a Devhelp project echo. epub to make an epub echo. latex to make LaTeX files, you can set PAPER=a4 or PAPER=letter echo. text to make text files echo. man to make manual pages echo. texinfo to make Texinfo files echo. gettext to make PO message catalogs echo. changes to make an overview over all changed/added/deprecated items echo. linkcheck to check all external links for integrity echo. doctest to run all doctests embedded in the documentation if enabled echo. clean to clean all documents built by Sphinx in _build goto end ) if "%1" == "clean" ( for /d %%i in (%BUILDDIR%\*) do rmdir /q /s %%i del /q /s %BUILDDIR%\* goto end ) if "%1" == "html" ( %SPHINXBUILD% -b html %ALLSPHINXOPTS% %BUILDDIR%/html if errorlevel 1 exit /b 1 echo. echo.Build finished. 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If the directory is relative to the # documentation root, use os.path.abspath to make it absolute, like shown here. #sys.path.insert(0, os.path.abspath('.')) autoclass_content = 'both' autodoc_docstring_signature = True autodoc_member_order = 'bysource' add_function_parentheses = False numfig = True # -- General configuration ----------------------------------------------------- # If your documentation needs a minimal Sphinx version, state it here. #needs_sphinx = '1.0' # Add any Sphinx extension module names here, as strings. They can be extensions # coming with Sphinx (named 'sphinx.ext.*') or your custom ones. extensions = ['sphinx.ext.autodoc'] # Add any paths that contain templates here, relative to this directory. templates_path = ['_templates'] # The suffix of source filenames. source_suffix = '.rst' # The encoding of source files. #source_encoding = 'utf-8-sig' # The master toctree document. master_doc = 'source/index' master_doc = 'index' # General information about the project. project = u'NWB Storage' copyright = u'2017, Neurodata Without Borders' # The version info for the project you're documenting, acts as replacement for # |version| and |release|, also used in various other places throughout the # built documents. # # The short X.Y version. version = 'v1.0.0' # The full version, including alpha/beta/rc tags. release = 'v1.0.0' # The language for content autogenerated by Sphinx. Refer to documentation # for a list of supported languages. #language = None # There are two options for replacing |today|: either, you set today to some # non-false value, then it is used: #today = '' # Else, today_fmt is used as the format for a strftime call. #today_fmt = '%B %d, %Y' # List of patterns, relative to source directory, that match files and # directories to ignore when looking for source files. exclude_patterns = ['_build', 'test.py'] # The reST default role (used for this markup: `text`) to use for all documents. #default_role = None # If true, '()' will be appended to :func: etc. cross-reference text. #add_function_parentheses = True # If true, the current module name will be prepended to all description # unit titles (such as .. function::). #add_module_names = True # If true, sectionauthor and moduleauthor directives will be shown in the # output. They are ignored by default. #show_authors = False # The name of the Pygments (syntax highlighting) style to use. pygments_style = 'sphinx' # A list of ignored prefixes for module index sorting. #modindex_common_prefix = [] # -- Options for HTML output --------------------------------------------------- # The theme to use for HTML and HTML Help pages. See the documentation for # a list of builtin themes. #html_theme = 'default' #html_theme = "sphinxdoc" html_theme = "sphinx_rtd_theme" html_theme_path = [sphinx_rtd_theme.get_html_theme_path()] def setup(app): app.add_stylesheet("theme_overrides.css") # overrides for wide tables in RTD theme # Theme options are theme-specific and customize the look and feel of a theme # further. For a list of options available for each theme, see the # documentation. #html_theme_options = {} # Add any paths that contain custom themes here, relative to this directory. #html_theme_path = [] # The name for this set of Sphinx documents. If None, it defaults to # " v documentation". #html_title = None # A shorter title for the navigation bar. Default is the same as html_title. #html_short_title = None # The name of an image file (relative to this directory) to place at the top # of the sidebar. #html_logo = None #html_logo = 'neuron.png' # The name of an image file (within the static path) to use as favicon of the # docs. This file should be a Windows icon file (.ico) being 16x16 or 32x32 # pixels large. #html_favicon = 'neuron-180x180.png' # Add any paths that contain custom static files (such as style sheets) here, # relative to this directory. They are copied after the builtin static files, # so a file named "default.css" will overwrite the builtin "default.css". html_static_path = ['_static'] # If not '', a 'Last updated on:' timestamp is inserted at every page bottom, # using the given strftime format. #html_last_updated_fmt = '%b %d, %Y' # If true, SmartyPants will be used to convert quotes and dashes to # typographically correct entities. #html_use_smartypants = True # Custom sidebar templates, maps document names to template names. #html_sidebars = {} # Additional templates that should be rendered to pages, maps page names to # template names. #html_additional_pages = {} # If false, no module index is generated. #html_domain_indices = True # If false, no index is generated. #html_use_index = True # If true, the index is split into individual pages for each letter. #html_split_index = False # If true, links to the reST sources are added to the pages. #html_show_sourcelink = True # If true, "Created using Sphinx" is shown in the HTML footer. Default is True. #html_show_sphinx = True # If true, "(C) Copyright ..." is shown in the HTML footer. Default is True. #html_show_copyright = True # If true, an OpenSearch description file will be output, and all pages will # contain a tag referring to it. The value of this option must be the # base URL from which the finished HTML is served. #html_use_opensearch = '' # This is the file name suffix for HTML files (e.g. ".xhtml"). #html_file_suffix = None # Output file base name for HTML help builder. htmlhelp_basename = 'sampledoc' # -- Options for LaTeX output -------------------------------------------------- latex_elements = { # The paper size ('letterpaper' or 'a4paper'). 'papersize': 'letterpaper', # The font size ('10pt', '11pt' or '12pt'). 'pointsize': '10pt', # Additional stuff for the LaTeX preamble. 'preamble': '\setcounter{secnumdepth}{6}', } # Grouping the document tree into LaTeX files. List of tuples # (source start file, target name, title, author, documentclass [howto/manual]). #latex_documents = [ # ('index', 'sample.tex', u'sample Documentation', # u'Kenneth Reitz', 'manual'), #] # The name of an image file (relative to this directory) to place at the top of # the title page. #latex_logo = None # For "manual" documents, if this is true, then toplevel headings are parts, # not chapters. #latex_use_parts = False # If true, show page references after internal links. #latex_show_pagerefs = False # If true, show URL addresses after external links. #latex_show_urls = False # Documents to append as an appendix to all manuals. #latex_appendices = [] # If false, no module index is generated. #latex_domain_indices = True # -- Options for manual page output -------------------------------------------- # One entry per manual page. List of tuples # (source start file, name, description, authors, manual section). #man_pages = [ # ('index', 'sample', u'sample Documentation', # [u'Kenneth Reitz'], 1) #] # ## If true, show URL addresses after external links. ##man_show_urls = False # # ## -- Options for Texinfo output ------------------------------------------------ # ## Grouping the document tree into Texinfo files. List of tuples ## (source start file, target name, title, author, ## dir menu entry, description, category) #texinfo_documents = [ # ('index', 'sample', u'sample Documentation', # u'Kenneth Reitz', 'sample', 'One line description of project.', # 'Miscellaneous'), #] # Documents to append as an appendix to all manuals. #texinfo_appendices = [] # If false, no module index is generated. #texinfo_domain_indices = True # How to display URL addresses: 'footnote', 'no', or 'inline'. #texinfo_show_urls = 'footnote' pynwb-2.8.2/src/pynwb/nwb-schema/docs/storage/source/credits.rst0000644000000000000000000000132713615410400021642 0ustar00******* Credits ******* Authors ======= NWB: Version 2.0.0 and later ------------------------------ Documentation for storage of Version 2 of the NWB format and later have been created by Oliver Ruebel and Andrew Tritt et al. in collaboration with the NWB community. Acknowledgments =============== For details on the partners, funders, and supporters of NWB please the http://www.nwb.org/ project website. For specific contributions to the format specification and this document see the change logs of the Git repository at https://github.com/NeurodataWithoutBorders/nwb-schema . ***** Legal ***** .. contents:: Copyright ========= .. include:: ../../../Legal.txt Licence ======= .. include:: ../../../license.txt pynwb-2.8.2/src/pynwb/nwb-schema/docs/storage/source/index.rst0000644000000000000000000000045313615410400021313 0ustar00Welcome to NWB Storage ======================== .. toctree:: :numbered: :maxdepth: 6 :caption: Table of Contents storage_description storage_hdf5 storage_release_notes credits Indices and tables ================== * :ref:`genindex` * :ref:`modindex` * :ref:`search` pynwb-2.8.2/src/pynwb/nwb-schema/docs/storage/source/storage_description.rst0000644000000000000000000000253113615410400024252 0ustar00.. _storage: ============= NWB Storage ============= What is the role of data storage? ================================= The `NWB format specification `_ defined using the `NWB specification language `_ describes how to organize large collections of neuroscience data using basic primitives, e.g., Files, Groups, Datasets, Attributes, and Links to describe and hierarchically group data. The role of the data storage then is to store large collections of neuroscience data. In other words, the role of the storage is to map NWB primitives (and types, i.e., neurodata_types) to persistent storage. For an overview of the various components of the NWB project see `here `_ . How are NWB files stored? =========================== The NWB format currently uses HDF5 as primary storage mechanism. The mapping of the NWB format to HDF5 files is described in more detail in :numref:`sec-hdf5`. Are backends other than HDF5 supported? ======================================= NWB currently only officially supports HDF5 as main storage backend. However, the PyNWB API has been designed to enable the design of custom read/write backends for the API, enabling other storage backends to be mapped to NWB. pynwb-2.8.2/src/pynwb/nwb-schema/docs/storage/source/storage_hdf5.rst0000644000000000000000000003061713615410400022563 0ustar00.. _sec-hdf5: ==== HDF5 ==== The NWB format currently uses the `Hierarchical Data Format (HDF5) `_ as the primary mechanism for data storage. HDF5 was selected for the NWB format because it met several of the project's requirements. First, it is a mature data format standard with libraries available in multiple programming languages. Second, the format's hierarchical structure allows data to be grouped into logical self-documenting sections. Its structure is analogous to a file system in which its "groups" and "datasets" correspond to directories and files. Groups and datasets can have attributes that provide additional details, such as authorities' identifiers. Third, its linking feature enables data stored in one location to be transparently accessed from multiple locations in the hierarchy. The linked data can be external to the file. Fourth, HDF5 is widely supported across programming languages (e.g., C, C++, Python, MATLAB, R among others) and tools, such as, `HDFView `__, a free, cross-platform application, can be used to open a file and browse data. Finally, ensuring the ongoing accessibility of HDF-stored data is the mission of The HDF Group, the nonprofit that is the steward of the technology. Format Mapping ============== Here we describe the mapping of NWB primitives (e.g., Groups, Datasets, Attributes, Links, etc.) used by the NWB format and specification to HDF5 storage primitives. As the NWB format was designed with HDF5 in mind, the high-level mapping between the format specification and HDF5 is quite simple: .. tabularcolumns:: |p{4cm}|p{11cm}| .. table:: Mapping of groups :class: longtable ============= =============================================== NWB Primitive HDF5 Primitive ============= =============================================== Group Group Dataset Dataset Attribute Attribute Link Soft Link or External Link ============= =============================================== .. note:: Using HDF5, NWB links are stored as HDF5 Soft Links or External Links. Hard Links are not used in NWB because the primary location and, hence, primary ownership and link path for secondary locations, cannot be determined for Hard Links. Key Mapping =========== Here we describe the mapping of keys from the specification language to HDF5 storage objects: Groups ------ .. tabularcolumns:: |p{4cm}|p{11cm}| .. table:: Mapping of groups :class: longtable ============================ ====================================================================================== NWB Key HDF5 ============================ ====================================================================================== name Name of the Group in HDF5 doc HDF5 attribute doc on the HDF5 group groups HDF5 groups within the HDF5 group datasets HDF5 datasets within the HDF5 group attributes HDF5 attributes on the HDF5 group links HDF5 SoftLinks within the HDF5 group linkable Not mapped; Stored in schema only quantity Not mapped; Number of appearances of the group neurodata_type Attribute ``neurodata_type`` namespace ID Attribute ``namespace`` object ID Attribute ``object_id`` ============================ ====================================================================================== Datasets -------- .. tabularcolumns:: |p{4cm}|p{11cm}| .. table:: Mapping of datasets :class: longtable ============================ ====================================================================================== NWB Key HDF5 ============================ ====================================================================================== name Name of the dataset in HDF5 doc HDF5 attribute doc on the HDF5 dataset dtype Data type of the HDF5 dataset (see `dtype mappings`_ table) shape Shape of the HDF5 dataset if the shape is fixed, otherwise shape defines the maxshape dims Not mapped attributes HDF5 attributes on the HDF5 dataset linkable Not mapped; Stored in schema only quantity Not mapped; Number of appearances of the dataset. neurodata_type Attribute ``neurodata_type`` namespace ID Attribute ``namespace`` object ID Attribute ``object_id`` ============================ ====================================================================================== .. note:: * TODO Update mapping of dims Attributes ---------- .. tabularcolumns:: |p{4cm}|p{11cm}| .. table:: Mapping of attributes :class: longtable ============================ ====================================================================================== NWB Key HDF5 ============================ ====================================================================================== name Name of the attribute in HDF5 doc Not mapped; Stored in schema only dtype Data type of the HDF5 attribute shape Shape of the HDF5 dataset if the shape is fixed, otherwise shape defines the maxshape dims Not mapped; Reflected by the shape of the attribute data required Not mapped; Stored in schema only value Data value of the attribute ============================ ====================================================================================== Links ----- .. tabularcolumns:: |p{4cm}|p{11cm}| .. table:: Mapping of links :class: longtable ============================ ====================================================================================== NWB Key HDF5 ============================ ====================================================================================== name Name of the HDF5 Soft Link doc Not mapped; Stored in schema only target_type Not mapped. The target type is determined by the type of the target of the HDF5 link ============================ ====================================================================================== dtype mappings -------------- The mappings of data types is as follows +--------------------------+----------------------------------+----------------+ | ``dtype`` **spec value** | **storage type** | **size** | +--------------------------+----------------------------------+----------------+ | * "float" | single precision floating point | 32 bit | | * "float32" | | | +--------------------------+----------------------------------+----------------+ | * "double" | double precision floating point | 64 bit | | * "float64" | | | +--------------------------+----------------------------------+----------------+ | * "long" | signed 64 bit integer | 64 bit | | * "int64" | | | +--------------------------+----------------------------------+----------------+ | * "int" | signed 32 bit integer | 32 bit | | * "int32" | | | +--------------------------+----------------------------------+----------------+ | * "int16" | signed 16 bit integer | 16 bit | +--------------------------+----------------------------------+----------------+ | * "int8" | signed 8 bit integer | 8 bit | +--------------------------+----------------------------------+----------------+ | * "uint32" | unsigned 32 bit integer | 32 bit | +--------------------------+----------------------------------+----------------+ | * "uint16" | unsigned 16 bit integer | 16 bit | +--------------------------+----------------------------------+----------------+ | * "uint8" | unsigned 8 bit integer | 8 bit | +--------------------------+----------------------------------+----------------+ | * "bool" | boolean | 8 bit | +--------------------------+----------------------------------+----------------+ | * "text" | unicode | variable | | * "utf" | | | | * "utf8" | | | | * "utf-8" | | | +--------------------------+----------------------------------+----------------+ | * "ascii" | ascii | variable | | * "str" | | | +--------------------------+----------------------------------+----------------+ | * "ref" | Reference to another group or | | | * "reference" | dataset | | | * "object" | | | +--------------------------+----------------------------------+----------------+ | * region | Reference to a region | | | | of another dataset | | +--------------------------+----------------------------------+----------------+ | * compound dtype | HDF5 compound data type | | +--------------------------+----------------------------------+----------------+ | * "isodatetime" | ASCII ISO8061 datetime string. | variable | | | For example | | | | ``2018-09-28T14:43:54.123+02:00``| | +--------------------------+----------------------------------+----------------+ Caching format specifications ============================= In practice it is useful to cache the specification a file was created with (including extensions) directly in the HDF5 file. Caching the specification in the file ensures that users can access the specification directly if necessary without requiring external resources. However, the mechanisms for caching format specifications is likely different for different storage backends and is not part of the NWB format specification itself. For the HDF5 backend, caching of the schema is implemented as follows. The HDF5 backend adds the reserved top-level group ``/specifications`` in which all format specifications (including extensions) are cached. The ``/specifications`` group contains for each specification namespace a subgroup ``/specifications//`` in which the specification for a particular version of a namespace are stored (e.g., ``/specifications/core/2.0.1`` in the case of the NWB core namespace at version 2.0.1). The actual specification data is then stored as a JSON string in scalar datasets with a binary, variable-length string data type (e.g., ``dtype=special_dtype(vlen=binary_type)`` in Python). The specification of the namespace is stored in ``/specifications///namespace`` while additional source files are stored in ``/specifications///``. Here ```` refers to the main name of the source-file without file extension (e.g., the core namespace defines ``nwb.ephys.yaml`` as source which would be stored in ``/specifications/core/2.0.1/nwb.ecephys``). pynwb-2.8.2/src/pynwb/nwb-schema/docs/storage/source/storage_release_notes.rst0000644000000000000000000000201413615410400024553 0ustar00============= Release Notes ============= NWB Storage v2.1.1 ------------------ Fix wording in documentation of key mapping tables for group and dataset. NWB - v2.1.0 -------------- Added documentation for new NWB key 'object_id' (see also format release notes for NWB 2.1.0: https://nwb-schema.readthedocs.io/en/latest/format_release_notes.html#september-2019). NWB - v2.0.1 -------------- Added missing documentation on how format specification are cached in HDF5. NWB - v2.0.0 --------------- Created separate reStructuredText documentation (i.e., this document) discuss and govern storage-related concerns. In particular this documents describes how primitives and keys described via the specification language are mapped to storage, in particular HDF5. NWB - v1.0.x and earlier -------------------------- For version 1.0.x and earlier, there was no official separate document governing NWB storage concerns as HDF5 was the only supported storage backend with implicit mapping between HDF5 types and NWB language primitives. pynwb-2.8.2/src/pynwb/nwb-schema/docs/storage/source/_static/theme_overrides.css0000644000000000000000000000055513615410400025001 0ustar00/* override table width restrictions */ @media screen and (min-width: 767px) { .wy-table-responsive table td { /* !important prevents the common CSS stylesheets from overriding this as on RTD they are loaded after this stylesheet */ white-space: normal !important; } .wy-table-responsive { overflow: visible !important; } } pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/.codespellrc0000644000000000000000000000007313615410400021516 0ustar00[codespell] skip = .git,*.pdf,*.svg # ignore-words-list = pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/Legal.txt0000644000000000000000000000152413615410400021005 0ustar00“hdmf-common-schema” Copyright (c) 2019-2023, The Regents of the University of California, through Lawrence Berkeley National Laboratory (subject to receipt of any required approvals from the U.S. Dept. of Energy). All rights reserved. If you have questions about your rights to use or distribute this software, please contact Berkeley Lab's Innovation & Partnerships Office at IPO@lbl.gov. NOTICE. This Software was developed under funding from the U.S. Department of Energy and the U.S. Government consequently retains certain rights. As such, the U.S. Government has been granted for itself and others acting on its behalf a paid-up, nonexclusive, irrevocable, worldwide license in the Software to reproduce, distribute copies to the public, prepare derivative works, and perform publicly and display publicly, and to permit other to do so. pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/README.md0000644000000000000000000000501313615410400020474 0ustar00# hdmf-common Documentation of the HDMF Common data format specification is available at [https://hdmf-common-schema.readthedocs.io](https://hdmf-common-schema.readthedocs.io/en/stable/) ## Citing HDMF Common Schema * **RRID:** HDMF Common Schema, RRID:SCR_021342 ## Description The HDMF Common specification defines a collection of common, reusable data structures that build the foundation for the modeling of advanced data formats, e.g., the [Neurodata Without Borders (NWB)](https://www.nwb.org/) neurophysiology data standard. The HDMF Common schema is integrated with [HDMF](https://github.com/hdmf-dev/hdmf), which provides advanced APIs for reading, writing, and using HDMF-common data types. The HDMF-common schema provides the following data structures: - **DynamicTable**: A column-based table data structure that supports ragged columns and one-to-one and one-to-many relationships. - **VectorData**: A data structure for representing a column of a **DynamicTable**. - **VectorIndex**: A data structure for indexing a **VectorData**. This is used to store one-to-many relationships. - **ElementIdentifiers**: A 1D array for storing primary identifiers for elements of a table. - **DynamicTableRegion**: A data structure for linking to a row or set of rows of a **DynamicTable**. - **AlignedDynamicTable**: A **DynamicTable** that supports storing a collection of sub-tables. - **CSRMatrix**: A compressed sparse row matrix. The schema also provides the following base data structures: - **Data**: An abstract data type for a dataset. - **Container**: An abstract data type for a generic container storing collections of data and metadata, i.e., a group. - **SimpleMultiContainer**: A simple container that holds multiple ``Data`` and ``Container`` types. Finally, HDMF-common contains experimental data structures. Prior to adding a new data type to the HDMF-common specification, new data structures are added to the HDMF-experimental to enable users to experiment with these data structures. Because these data structures are experimental, they are not guaranteed to maintain backward compatibility, and may never make it into HDMF-common. Current experimental data types are: - **ExternalResources**: A data structure that contains row-based compound-data tables for storing ontology information and other external resource references. - **EnumData**: A data structure for representing a column where the data come from a fixed set of elements. ## Generate documentation ```bash pip install -r requirements-doc.txt cd docs make fulldoc ``` pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/license.txt0000644000000000000000000000456513615410400021413 0ustar00“hdmf-common-schema” Copyright (c) 2019-2023, The Regents of the University of California, through Lawrence Berkeley National Laboratory (subject to receipt of any required approvals from the U.S. Dept. of Energy). All rights reserved. Redistribution and use in source and binary forms, with or without modification, are permitted provided that the following conditions are met: (1) Redistributions of source code must retain the above copyright notice, this list of conditions and the following disclaimer. (2) Redistributions in binary form must reproduce the above copyright notice, this list of conditions and the following disclaimer in the documentation and/or other materials provided with the distribution. (3) Neither the name of the University of California, Lawrence Berkeley National Laboratory, U.S. Dept. of Energy nor the names of its contributors may be used to endorse or promote products derived from this software without specific prior written permission. THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. You are under no obligation whatsoever to provide any bug fixes, patches, or upgrades to the features, functionality or performance of the source code ("Enhancements") to anyone; however, if you choose to make your Enhancements available either publicly, or directly to Lawrence Berkeley National Laboratory, without imposing a separate written license agreement for such Enhancements, then you hereby grant the following license: a non-exclusive, royalty-free perpetual license to install, use, modify, prepare derivative works, incorporate into other computer software, distribute, and sublicense such enhancements or derivative works thereof, in binary and source code form. pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/requirements-doc.txt0000644000000000000000000000001613615410400023242 0ustar00hdmf-docutils pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/setup.cfg0000644000000000000000000000017413615410400021041 0ustar00[flake8] max-line-length = 120 max-complexity = 17 exclude = .git, .tox, __pycache__, build/, docs/source/conf.py pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/common/base.yaml0000644000000000000000000000120413615410400022301 0ustar00# hdmf-schema-language=2.0.2 datasets: - data_type_def: Data doc: An abstract data type for a dataset. groups: - data_type_def: Container doc: An abstract data type for a group storing collections of data and metadata. Base type for all data and metadata containers. - data_type_def: SimpleMultiContainer data_type_inc: Container doc: A simple Container for holding onto multiple containers. datasets: - data_type_inc: Data quantity: '*' doc: Data objects held within this SimpleMultiContainer. groups: - data_type_inc: Container quantity: '*' doc: Container objects held within this SimpleMultiContainer. pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/common/experimental.yaml0000644000000000000000000000065513615410400024075 0ustar00groups: [] datasets: - data_type_def: EnumData data_type_inc: VectorData dtype: uint8 doc: Data that come from a fixed set of values. A data value of i corresponds to the i-th value in the VectorData referenced by the 'elements' attribute. attributes: - name: elements dtype: target_type: VectorData reftype: object doc: Reference to the VectorData object that contains the enumerable elements pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/common/namespace.yaml0000644000000000000000000000236013615410400023327 0ustar00# hdmf-schema-language=2.0.2 namespaces: - name: hdmf-common doc: Common data structures provided by HDMF author: - Andrew Tritt - Oliver Ruebel - Ryan Ly - Ben Dichter contact: - ajtritt@lbl.gov - oruebel@lbl.gov - rly@lbl.gov - bdichter@lbl.gov full_name: HDMF Common schema: - doc: base data types source: base.yaml title: Base data types - doc: data types for a column-based table source: table.yaml title: Table data types - doc: data types for different types of sparse matrices source: sparse.yaml title: Sparse data types version: 1.8.0 - name: hdmf-experimental doc: Experimental data structures provided by HDMF. These are not guaranteed to be available in the future. author: - Andrew Tritt - Oliver Ruebel - Ryan Ly - Ben Dichter - Matthew Avaylon contact: - ajtritt@lbl.gov - oruebel@lbl.gov - rly@lbl.gov - bdichter@lbl.gov - mavaylon@lbl.gov full_name: HDMF Experimental schema: - namespace: hdmf-common - doc: Experimental data types source: experimental.yaml title: Experimental data types - doc: data types for storing references to web accessible resources source: resources.yaml title: Resource reference data types version: 0.5.0 pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/common/resources.yaml0000644000000000000000000000640113615410400023405 0ustar00# hdmf-schema-language=2.0.2 groups: - data_type_def: HERD data_type_inc: Container doc: "HDMF External Resources Data Structure. A set of six tables for tracking external resource references in a file or across multiple files." datasets: - data_type_inc: Data name: keys doc: A table for storing user terms that are used to refer to external resources. dtype: - name: key dtype: text doc: The user term that maps to one or more resources in the `resources` table, e.g., "human". dims: - num_rows shape: - null - data_type_inc: Data name: files doc: A table for storing object ids of files used in external resources. dtype: - name: file_object_id dtype: text doc: The object id (UUID) of a file that contains objects that refers to external resources. dims: - num_rows shape: - null - data_type_inc: Data name: entities doc: A table for mapping user terms (i.e., keys) to resource entities. dtype: - name: entity_id dtype: text doc: "The compact uniform resource identifier (CURIE) of the entity, in the form [prefix]:[unique local identifier], e.g., 'NCBI_TAXON:9606'." - name: entity_uri dtype: text doc: "The URI for the entity this reference applies to. This can be an empty string. e.g., https://www.ncbi.nlm.nih.gov/Taxonomy/Browser/wwwtax.cgi?mode=info&id=9606" dims: - num_rows shape: - null - data_type_inc: Data name: objects doc: A table for identifying which objects in a file contain references to external resources. dtype: - name: files_idx dtype: uint doc: The row index to the file in the `files` table containing the object. - name: object_id dtype: text doc: The object id (UUID) of the object. - name: object_type dtype: text doc: The data type of the object. - name: relative_path dtype: text doc: The relative path from the data object with the `object_id` to the dataset or attribute with the value(s) that is associated with an external resource. This can be an empty string if the object is a dataset that contains the value(s) that is associated with an external resource. - name: field dtype: text doc: The field within the compound data type using an external resource. This is used only if the dataset or attribute is a compound data type; otherwise this should be an empty string. dims: - num_rows shape: - null - data_type_inc: Data name: object_keys doc: A table for identifying which objects use which keys. dtype: - name: objects_idx dtype: uint doc: The row index to the object in the `objects` table that holds the key - name: keys_idx dtype: uint doc: The row index to the key in the `keys` table. dims: - num_rows shape: - null - data_type_inc: Data name: entity_keys doc: A table for identifying which keys use which entity. dtype: - name: entities_idx dtype: uint doc: The row index to the entity in the `entities` table. - name: keys_idx dtype: uint doc: The row index to the key in the `keys` table. dims: - num_rows shape: - null pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/common/sparse.yaml0000644000000000000000000000163113615410400022670 0ustar00# hdmf-schema-language=2.0.2 groups: - data_type_def: CSRMatrix data_type_inc: Container doc: 'A compressed sparse row matrix. Data are stored in the standard CSR format, where column indices for row i are stored in indices[indptr[i]:indptr[i+1]] and their corresponding values are stored in data[indptr[i]:indptr[i+1]].' attributes: - name: shape dtype: uint dims: - number of rows, number of columns shape: - 2 doc: The shape (number of rows, number of columns) of this sparse matrix. datasets: - name: indices dtype: uint dims: - number of non-zero values shape: - null doc: The column indices. - name: indptr dtype: uint dims: - number of rows in the matrix + 1 shape: - null doc: The row index pointer. - name: data dims: - number of non-zero values shape: - null doc: The non-zero values in the matrix. pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/common/table.yaml0000644000000000000000000001477413615410400022476 0ustar00# hdmf-schema-language=2.0.2 datasets: - data_type_def: VectorData data_type_inc: Data doc: An n-dimensional dataset representing a column of a DynamicTable. If used without an accompanying VectorIndex, first dimension is along the rows of the DynamicTable and each step along the first dimension is a cell of the larger table. VectorData can also be used to represent a ragged array if paired with a VectorIndex. This allows for storing arrays of varying length in a single cell of the DynamicTable by indexing into this VectorData. The first vector is at VectorData[0:VectorIndex[0]]. The second vector is at VectorData[VectorIndex[0]:VectorIndex[1]], and so on. dims: - - dim0 - - dim0 - dim1 - - dim0 - dim1 - dim2 - - dim0 - dim1 - dim2 - dim3 shape: - - null - - null - null - - null - null - null - - null - null - null - null attributes: - name: description dtype: text doc: Description of what these vectors represent. - data_type_def: VectorIndex data_type_inc: VectorData dtype: uint8 doc: Used with VectorData to encode a ragged array. An array of indices into the first dimension of the target VectorData, and forming a map between the rows of a DynamicTable and the indices of the VectorData. The name of the VectorIndex is expected to be the name of the target VectorData object followed by "_index". dims: - num_rows shape: - null attributes: - name: target dtype: target_type: VectorData reftype: object doc: Reference to the target dataset that this index applies to. - data_type_def: ElementIdentifiers data_type_inc: Data default_name: element_id dtype: int dims: - num_elements shape: - null doc: A list of unique identifiers for values within a dataset, e.g. rows of a DynamicTable. - data_type_def: DynamicTableRegion data_type_inc: VectorData dtype: int doc: DynamicTableRegion provides a link from one table to an index or region of another. The `table` attribute is a link to another `DynamicTable`, indicating which table is referenced, and the data is int(s) indicating the row(s) (0-indexed) of the target array. `DynamicTableRegion`s can be used to associate rows with repeated meta-data without data duplication. They can also be used to create hierarchical relationships between multiple `DynamicTable`s. `DynamicTableRegion` objects may be paired with a `VectorIndex` object to create ragged references, so a single cell of a `DynamicTable` can reference many rows of another `DynamicTable`. dims: - num_rows shape: - null attributes: - name: table dtype: target_type: DynamicTable reftype: object doc: Reference to the DynamicTable object that this region applies to. - name: description dtype: text doc: Description of what this table region points to. groups: - data_type_def: DynamicTable data_type_inc: Container doc: A group containing multiple datasets that are aligned on the first dimension (Currently, this requirement if left up to APIs to check and enforce). These datasets represent different columns in the table. Apart from a column that contains unique identifiers for each row, there are no other required datasets. Users are free to add any number of custom VectorData objects (columns) here. DynamicTable also supports ragged array columns, where each element can be of a different size. To add a ragged array column, use a VectorIndex type to index the corresponding VectorData type. See documentation for VectorData and VectorIndex for more details. Unlike a compound data type, which is analogous to storing an array-of-structs, a DynamicTable can be thought of as a struct-of-arrays. This provides an alternative structure to choose from when optimizing storage for anticipated access patterns. Additionally, this type provides a way of creating a table without having to define a compound type up front. Although this convenience may be attractive, users should think carefully about how data will be accessed. DynamicTable is more appropriate for column-centric access, whereas a dataset with a compound type would be more appropriate for row-centric access. Finally, data size should also be taken into account. For small tables, performance loss may be an acceptable trade-off for the flexibility of a DynamicTable. attributes: - name: colnames dtype: text dims: - num_columns shape: - null doc: The names of the columns in this table. This should be used to specify an order to the columns. - name: description dtype: text doc: Description of what is in this dynamic table. datasets: - name: id data_type_inc: ElementIdentifiers dtype: int dims: - num_rows shape: - null doc: Array of unique identifiers for the rows of this dynamic table. - data_type_inc: VectorData doc: Vector columns, including index columns, of this dynamic table. quantity: '*' - data_type_def: AlignedDynamicTable data_type_inc: DynamicTable doc: DynamicTable container that supports storing a collection of sub-tables. Each sub-table is a DynamicTable itself that is aligned with the main table by row index. I.e., all DynamicTables stored in this group MUST have the same number of rows. This type effectively defines a 2-level table in which the main data is stored in the main table implemented by this type and additional columns of the table are grouped into categories, with each category being represented by a separate DynamicTable stored within the group. attributes: - name: categories dtype: text dims: - num_categories shape: - null doc: The names of the categories in this AlignedDynamicTable. Each category is represented by one DynamicTable stored in the parent group. This attribute should be used to specify an order of categories and the category names must match the names of the corresponding DynamicTable in the group. groups: - data_type_inc: DynamicTable doc: A DynamicTable representing a particular category for columns in the AlignedDynamicTable parent container. The table MUST be aligned with (i.e., have the same number of rows) as all other DynamicTables stored in the AlignedDynamicTable parent container. The name of the category is given by the name of the DynamicTable and its description by the description attribute of the DynamicTable. quantity: '*' pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/docs/Makefile0000644000000000000000000001471313615410400021614 0ustar00# Makefile for Sphinx documentation # # You can set these variables from the command line. SPHINXOPTS = SPHINXBUILD = sphinx-build SPHINXAPIDOC = sphinx-apidoc PAPER = BUILDDIR = _build RSTDIR = source CONFDIR = $(PWD)/$(RSTDIR) # Internal variables. PAPEROPT_a4 = -D latex_paper_size=a4 PAPEROPT_letter = -D latex_paper_size=letter ALLSPHINXOPTS = -d $(BUILDDIR)/doctrees $(PAPEROPT_$(PAPER)) $(SPHINXOPTS) $(RSTDIR) # the i18n builder cannot share the environment and doctrees with the others I18NSPHINXOPTS = $(PAPEROPT_$(PAPER)) $(SPHINXOPTS) . .PHONY: help clean html dirhtml singlehtml pickle json htmlhelp qthelp devhelp epub latex latexpdf text man changes linkcheck doctest gettext fulldoc allclean help: @echo "To update documentation sources from the format specification please use \`make apidoc'" @echo "" @echo "To build the documentation please use \`make ' where is one of" @echo " fulldoc to rebuild the apidoc, html, and latexpdf documents all at once" @echo " html to make standalone HTML files" @echo " dirhtml to make HTML files named index.html in directories" @echo " singlehtml to make a single large HTML file" @echo " pickle to make pickle files" @echo " json to make JSON files" @echo " htmlhelp to make HTML files and a HTML help project" @echo " qthelp to make HTML files and a qthelp project" @echo " devhelp to make HTML files and a Devhelp project" @echo " epub to make an epub" @echo " latex to make LaTeX files, you can set PAPER=a4 or PAPER=letter" @echo " latexpdf to make LaTeX files and run them through pdflatex" @echo " text to make text files" @echo " man to make manual pages" @echo " texinfo to make Texinfo files" @echo " info to make Texinfo files and run them through makeinfo" @echo " gettext to make PO message catalogs" @echo " changes to make an overview of all changed/added/deprecated items" @echo " linkcheck to check all external links for integrity" @echo " doctest to run all doctests embedded in the documentation (if enabled)" @echo " apidoc to build RST from source code" @echo " clean to clean all documents built by Sphinx in _build" @echo " allclean to clean all autogenerated documents both from Sphinx and apidoc" allclean: $(MAKE) clean -rm $(RSTDIR)/_format_auto_docs/*.png -rm $(RSTDIR)/_format_auto_docs/*.pdf -rm $(RSTDIR)/_format_auto_docs/*.rst -rm $(RSTDIR)/_format_auto_docs/*.inc -rm $(RSTDIR)/_format_auto_docs/git_hash.txt clean: -rm -rf $(BUILDDIR)/* html: $(SPHINXBUILD) -b html $(ALLSPHINXOPTS) $(BUILDDIR)/html @echo @echo "Build finished. The HTML pages are in $(BUILDDIR)/html." dirhtml: $(SPHINXBUILD) -b dirhtml $(ALLSPHINXOPTS) $(BUILDDIR)/dirhtml @echo @echo "Build finished. The HTML pages are in $(BUILDDIR)/dirhtml." singlehtml: $(SPHINXBUILD) -b singlehtml $(ALLSPHINXOPTS) $(BUILDDIR)/singlehtml @echo @echo "Build finished. The HTML page is in $(BUILDDIR)/singlehtml." pickle: $(SPHINXBUILD) -b pickle $(ALLSPHINXOPTS) $(BUILDDIR)/pickle @echo @echo "Build finished; now you can process the pickle files." json: $(SPHINXBUILD) -b json $(ALLSPHINXOPTS) $(BUILDDIR)/json @echo @echo "Build finished; now you can process the JSON files." htmlhelp: $(SPHINXBUILD) -b htmlhelp $(ALLSPHINXOPTS) $(BUILDDIR)/htmlhelp @echo @echo "Build finished; now you can run HTML Help Workshop with the" \ ".hhp project file in $(BUILDDIR)/htmlhelp." qthelp: $(SPHINXBUILD) -b qthelp $(ALLSPHINXOPTS) $(BUILDDIR)/qthelp @echo @echo "Build finished; now you can run "qcollectiongenerator" with the" \ ".qhcp project file in $(BUILDDIR)/qthelp, like this:" @echo "# qcollectiongenerator $(BUILDDIR)/qthelp/sample.qhcp" @echo "To view the help file:" @echo "# assistant -collectionFile $(BUILDDIR)/qthelp/sample.qhc" devhelp: $(SPHINXBUILD) -b devhelp $(ALLSPHINXOPTS) $(BUILDDIR)/devhelp @echo @echo "Build finished." @echo "To view the help file:" @echo "# mkdir -p $$HOME/.local/share/devhelp/sample" @echo "# ln -s $(BUILDDIR)/devhelp $$HOME/.local/share/devhelp/sample" @echo "# devhelp" epub: $(SPHINXBUILD) -b epub $(ALLSPHINXOPTS) $(BUILDDIR)/epub @echo @echo "Build finished. The epub file is in $(BUILDDIR)/epub." latex: $(SPHINXBUILD) -b latex $(ALLSPHINXOPTS) $(BUILDDIR)/latex @echo @echo "Build finished; the LaTeX files are in $(BUILDDIR)/latex." @echo "Run \`make' in that directory to run these through (pdf)latex" \ "(use \`make latexpdf' here to do that automatically)." latexpdf: $(SPHINXBUILD) -b latex $(ALLSPHINXOPTS) $(BUILDDIR)/latex @echo "Running LaTeX files through pdflatex..." $(MAKE) -C $(BUILDDIR)/latex all-pdf @echo "pdflatex finished; the PDF files are in $(BUILDDIR)/latex." text: $(SPHINXBUILD) -b text $(ALLSPHINXOPTS) $(BUILDDIR)/text @echo @echo "Build finished. The text files are in $(BUILDDIR)/text." man: $(SPHINXBUILD) -b man $(ALLSPHINXOPTS) $(BUILDDIR)/man @echo @echo "Build finished. The manual pages are in $(BUILDDIR)/man." texinfo: $(SPHINXBUILD) -b texinfo $(ALLSPHINXOPTS) $(BUILDDIR)/texinfo @echo @echo "Build finished. The Texinfo files are in $(BUILDDIR)/texinfo." @echo "Run \`make' in that directory to run these through makeinfo" \ "(use \`make info' here to do that automatically)." info: $(SPHINXBUILD) -b texinfo $(ALLSPHINXOPTS) $(BUILDDIR)/texinfo @echo "Running Texinfo files through makeinfo..." make -C $(BUILDDIR)/texinfo info @echo "makeinfo finished; the Info files are in $(BUILDDIR)/texinfo." gettext: $(SPHINXBUILD) -b gettext $(I18NSPHINXOPTS) $(BUILDDIR)/locale @echo @echo "Build finished. The message catalogs are in $(BUILDDIR)/locale." changes: $(SPHINXBUILD) -b changes $(ALLSPHINXOPTS) $(BUILDDIR)/changes @echo @echo "The overview file is in $(BUILDDIR)/changes." linkcheck: $(SPHINXBUILD) -b linkcheck $(ALLSPHINXOPTS) $(BUILDDIR)/linkcheck @echo @echo "Link check complete; look for any errors in the above output " \ "or in $(BUILDDIR)/linkcheck/output.txt." doctest: $(SPHINXBUILD) -b doctest $(ALLSPHINXOPTS) $(BUILDDIR)/doctest @echo "Testing of doctests in the sources finished, look at the " \ "results in $(BUILDDIR)/doctest/output.txt." apidoc: PYTHONPATH=$(CONFDIR):$(PYTHONPATH) hdmf_generate_format_docs @echo @echo "Generate rst source files from HDMF-common spec." fulldoc: $(MAKE) allclean @echo @echo "Rebuilding apidoc, html, latexpdf" $(MAKE) apidoc $(MAKE) html $(MAKE) latexpdf pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/docs/Readme.md0000644000000000000000000001431113615410400021665 0ustar00**Overview** The HDMF-common specification documentation uses Sphinx [http://www.sphinx-doc.org/en/stable/index.html](http://www.sphinx-doc.org/en/stable/index.html) **Prerequisites** ```pip install hdmf-docutils``` **Rebuilding All** To rebuild the full documentation in html, latex, and PDF simply run: ```make fulldoc``` This is a convenience function that is equivalent to: ``` make allclean make apidoc make html make latexpdf ``` **Generating the format documentation from the format spec** The format documentation is auto-generated from the format specification (YAML/JSON) sources via: ```make apidoc``` This will invoke the ``hdmf_generate_format_docs`` executable provided by ``hdmf-docutils`` package to automatically generate a series of .rst, .png, and .pdf files that are stored in the folder ```source/_format_auto_docs```. The generated .rst files are included in ```source/format.rst``` and the png and pdf files are used as figures in the autogenerated docs. The folder ```source/format_auto_docs``` is reserved for autogenerated files, i.e., files in the folder should not be added or edited by hand as they will be deleted and rebuilt during the full build of the documentation. By default the Sphinx configuration is setup to always regenerate the sources whenever the docs are being built (see next section). This behavior can be customized via the ```spec_doc_rebuild_always``` parameter in ```source/conf.py``` **Building a specific document type** To build the documentation simply: ```make ``` where `````` is, e.g., ```latexpdf```, ```html```, ```singlehtml``` or ```man```. For a complete list of supported doc-types see: ```make help``` **Cleaning up** ```make clean``` cleans up all builds of the documentation located in ```_build```. ```make allclean``` cleans up all builds of the documentation located in ```_build``` as wellas all autogenerated sources stored in ```source/format_auto_docs```. **Configuration** The build of the documentation can be customized via a broad range of Sphinx options in: ```source/conf_doc_autogen.py``` In addition to standard Sphinx options, there are a number of additional options used to customize the content and structure of the autogenerated documents, e.g.: * ```spec_show_yaml_src``` Boolean indicating whether the YAML sources should be included for the different neurodata types * ```spec_show_json_src``` Boolean indicating whether the JSON sources should be included for the different neurodata types * ```spec_generate_src_file``` Boolean indicating whether the YAML/JSON sources of the neurodata_types should be rendered in a separate section (True) or in the same location as the main documentation * ```spec_show_hierarchy_plots ``` Boolean indicating whether we should generate and show figures of the hierarchy defined by the specifications as part of the documentation * ```spec_file_per_type``` Boolean indicating whether we should generate separate .inc reStructuredText for each neurodata_type (True) or should all text be added to the main file (False) * ```spec_show_subgroups_in_tables``` Should subgroups of the main groups be rendered in the table as well. Usually this is disabled since groups are rendered as separate sections in the tex * ```spec_appreviate_main_object_doc_in_tables``` Appreviate the documentation of the main object for which a table is rendered in the table. This is commonly set to True as doc of the main object is alrready rendered as the main intro for the section describing the object * ```spec_show_title_for_tables``` Add a title for the table showing the specifications. * ```spec_show_subgroups_in_seperate_table``` Should top-level subgroups be listed in a separate table or as part of the main dataset and attributes table * ```spec_table_depth_char``` Char to be used as prefix to indicate the depth of an object in the specification hierarchy. NOTE: The char used should be supported by LaTeX. * ```spec_add_latex_clearpage_after_ndt_sections``` Add a LaTeX clearpage after each main section describing a neurodata_type. This helps in LaTeX to keep the ordering of figures, tables, and code blocks consistent in particular when the hierarchy_plots are included. * ```spec_resolve_type_inc``` Resolve includes to always show the full list of objects that are part of a type (True) or to show only the parts that are actually new to a current type while only linking to base types (False) In addition, the location of the input format specification can be customized as follows: * ```spec_input_spec_dir``` Directory where the YAML files for the namespace to be documented are located * ```spec_input_namespace_filename``` Name of the YAML (or JSON) file with the specification of the Namespace to be documented * ```spec_input_default_namespace``` Name of the default namespace in the file Finally, the name and location of output files can be customized as follows: * ```spec_output_dir``` Directory where the autogenerated files should be stored * ```spec_output_master_filename``` Name of the master rst file that includes all the autogenerated docs * ```spec_output_doc_filename``` Name of the file where the main documentation goes * ```spec_output_src_filename``` Name of the file where the sources of the format spec go. NOTE: This file is only generated if spec_generate_src_file is enabled * ```spec_output_doc_type_hierarchy_filename``` Name of the file containing the type hierarchy. (Included in spec_output_doc_filename) To speed up the build of the format docs we can prevent the ``hdmf_generate_format_docs`` executable from regenerating the sources from YAML if the git-hash from the previous build is still current. This is controlled via the following options: * ``spec_clean_output_dir_if_old_git_hash`` Clean up the output directory before we generate the source if the git hash is out of date * ``spec_skip_doc_autogen_if_current_git_hash`` Do not rebuild the format sources if we have previously build the sources and the git hash matches In the regular Sphinx ```source/conf.py``` file we can then also set: * ```spec_doc_rebuild_always``` Boolean to define to always rebuild the source docs from YAML when doing a regular build of the sources (e.g., via ```make html```) even if the folder with the source files already exists pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/docs/make.bat0000644000000000000000000001355013615410400021557 0ustar00@ECHO OFF REM Command file for Sphinx documentation if "%SPHINXBUILD%" == "" ( set SPHINXBUILD=sphinx-build ) set BUILDDIR=_build set RSTDIR=source set ALLSPHINXOPTS=-d %BUILDDIR%/doctrees %SPHINXOPTS% %RSTDIR% set I18NSPHINXOPTS=%SPHINXOPTS% . if NOT "%PAPER%" == "" ( set ALLSPHINXOPTS=-D latex_paper_size=%PAPER% %ALLSPHINXOPTS% set I18NSPHINXOPTS=-D latex_paper_size=%PAPER% %I18NSPHINXOPTS% ) if "%1" == "" goto help if "%1" == "help" ( :help echo.Please use `make ^` where ^ is one of echo. fulldoc to rebuild the apidoc, html, and latex documents all at once echo. html to make standalone HTML files echo. dirhtml to make HTML files named index.html in directories echo. singlehtml to make a single large HTML file echo. pickle to make pickle files echo. json to make JSON files echo. htmlhelp to make HTML files and a HTML help project echo. qthelp to make HTML files and a qthelp project echo. devhelp to make HTML files and a Devhelp project echo. epub to make an epub echo. latex to make LaTeX files, you can set PAPER=a4 or PAPER=letter echo. text to make text files echo. man to make manual pages echo. texinfo to make Texinfo files echo. gettext to make PO message catalogs echo. changes to make an overview over all changed/added/deprecated items echo. linkcheck to check all external links for integrity echo. doctest to run all doctests embedded in the documentation if enabled echo. apidoc to build RST from source code echo. clean to clean all documents built by Sphinx in _build echo. allclean to clean all autogenerated documents both from Sphinx and apidoc goto end ) if "%1" == "allclean" ( make clean del /q %RSTDIR%\_format_auto_docs\*.png del /q %RSTDIR%\_format_auto_docs\*.pdf del /q %RSTDIR%\_format_auto_docs\*.rst del /q %RSTDIR%\_format_auto_docs\*.inc del /q %RSTDIR%\_format_auto_docs\git_hash.txt goto end ) if "%1" == "clean" ( for /d %%i in (%BUILDDIR%\*) do rmdir /q /s %%i del /q /s %BUILDDIR%\* goto end ) if "%1" == "html" ( %SPHINXBUILD% -b html %ALLSPHINXOPTS% %BUILDDIR%/html if errorlevel 1 exit /b 1 echo. echo.Build finished. The HTML pages are in %BUILDDIR%/html. goto end ) if "%1" == "dirhtml" ( %SPHINXBUILD% -b dirhtml %ALLSPHINXOPTS% %BUILDDIR%/dirhtml if errorlevel 1 exit /b 1 echo. echo.Build finished. The HTML pages are in %BUILDDIR%/dirhtml. goto end ) if "%1" == "singlehtml" ( %SPHINXBUILD% -b singlehtml %ALLSPHINXOPTS% %BUILDDIR%/singlehtml if errorlevel 1 exit /b 1 echo. echo.Build finished. The HTML pages are in %BUILDDIR%/singlehtml. goto end ) if "%1" == "pickle" ( %SPHINXBUILD% -b pickle %ALLSPHINXOPTS% %BUILDDIR%/pickle if errorlevel 1 exit /b 1 echo. echo.Build finished; now you can process the pickle files. goto end ) if "%1" == "json" ( %SPHINXBUILD% -b json %ALLSPHINXOPTS% %BUILDDIR%/json if errorlevel 1 exit /b 1 echo. echo.Build finished; now you can process the JSON files. goto end ) if "%1" == "htmlhelp" ( %SPHINXBUILD% -b htmlhelp %ALLSPHINXOPTS% %BUILDDIR%/htmlhelp if errorlevel 1 exit /b 1 echo. echo.Build finished; now you can run HTML Help Workshop with the ^ .hhp project file in %BUILDDIR%/htmlhelp. goto end ) if "%1" == "qthelp" ( %SPHINXBUILD% -b qthelp %ALLSPHINXOPTS% %BUILDDIR%/qthelp if errorlevel 1 exit /b 1 echo. echo.Build finished; now you can run "qcollectiongenerator" with the ^ .qhcp project file in %BUILDDIR%/qthelp, like this: echo.^> qcollectiongenerator %BUILDDIR%\qthelp\sample.qhcp echo.To view the help file: echo.^> assistant -collectionFile %BUILDDIR%\qthelp\sample.ghc goto end ) if "%1" == "devhelp" ( %SPHINXBUILD% -b devhelp %ALLSPHINXOPTS% %BUILDDIR%/devhelp if errorlevel 1 exit /b 1 echo. echo.Build finished. goto end ) if "%1" == "epub" ( %SPHINXBUILD% -b epub %ALLSPHINXOPTS% %BUILDDIR%/epub if errorlevel 1 exit /b 1 echo. echo.Build finished. The epub file is in %BUILDDIR%/epub. goto end ) if "%1" == "latex" ( %SPHINXBUILD% -b latex %ALLSPHINXOPTS% %BUILDDIR%/latex if errorlevel 1 exit /b 1 echo. echo.Build finished; the LaTeX files are in %BUILDDIR%/latex. goto end ) if "%1" == "text" ( %SPHINXBUILD% -b text %ALLSPHINXOPTS% %BUILDDIR%/text if errorlevel 1 exit /b 1 echo. echo.Build finished. The text files are in %BUILDDIR%/text. goto end ) if "%1" == "man" ( %SPHINXBUILD% -b man %ALLSPHINXOPTS% %BUILDDIR%/man if errorlevel 1 exit /b 1 echo. echo.Build finished. The manual pages are in %BUILDDIR%/man. goto end ) if "%1" == "texinfo" ( %SPHINXBUILD% -b texinfo %ALLSPHINXOPTS% %BUILDDIR%/texinfo if errorlevel 1 exit /b 1 echo. echo.Build finished. The Texinfo files are in %BUILDDIR%/texinfo. goto end ) if "%1" == "gettext" ( %SPHINXBUILD% -b gettext %I18NSPHINXOPTS% %BUILDDIR%/locale if errorlevel 1 exit /b 1 echo. echo.Build finished. The message catalogs are in %BUILDDIR%/locale. goto end ) if "%1" == "changes" ( %SPHINXBUILD% -b changes %ALLSPHINXOPTS% %BUILDDIR%/changes if errorlevel 1 exit /b 1 echo. echo.The overview file is in %BUILDDIR%/changes. goto end ) if "%1" == "linkcheck" ( %SPHINXBUILD% -b linkcheck %ALLSPHINXOPTS% %BUILDDIR%/linkcheck if errorlevel 1 exit /b 1 echo. echo.Link check complete; look for any errors in the above output ^ or in %BUILDDIR%/linkcheck/output.txt. goto end ) if "%1" == "doctest" ( %SPHINXBUILD% -b doctest %ALLSPHINXOPTS% %BUILDDIR%/doctest if errorlevel 1 exit /b 1 echo. echo.Testing of doctests in the sources finished, look at the ^ results in %BUILDDIR%/doctest/output.txt. goto end ) if "%1" == "apidoc" ( set PYTHONPATH=%cd%/source;%PYTHONPATH% hdmf_generate_format_docs if errorlevel 1 exit /b 1 echo. echo.Generate rst source files from HDMF-common spec. goto end ) if "%1" == "fulldoc" ( make allclean echo. echo.Rebuilding apidoc, html, latexpdf make apidoc make html make latex goto end ) :end pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/docs/source/conf.py0000644000000000000000000002257713615410400022762 0ustar00# -*- coding: utf-8 -*- # # sample documentation build configuration file, created by # sphinx-quickstart on Mon Apr 16 21:22:43 2012. # # This file is execfile()d with the current directory set to its containing dir. # # Not that not all possible configuration values are present in this # autogenerated file. # # All configuration values have a default; values that are commented out # serve to show the default. import sys sys.setrecursionlimit(1500) # Attempt to fix problem with pickle on ReadTheDocs import sphinx_rtd_theme # -- Generate sources from YAML--------------------------------------------------- spec_doc_rebuild_always = True # Always rebuild the source docs from YAML even if the folder with the source files already exists def run_doc_autogen(_): """ Execute the autogeneration of Sphinx format docs from the YAML sources :param _: """ import sys import os conf_file_dir = os.path.dirname(os.path.abspath(__file__)) sys.path.append(conf_file_dir) # Need so that generate format docs can find the conf_doc_autogen file from conf_doc_autogen import spec_output_dir if spec_doc_rebuild_always or not os.path.exists(spec_output_dir): from hdmf_docutils.generate_format_docs import main as generate_docs generate_docs() def setup(app): app.connect('builder-inited', run_doc_autogen) app.add_css_file("theme_overrides.css") # overrides for wide tables in RTD theme # -- ext settings ----------------------------------------------------- # If extensions (or modules to document with autodoc) are in another directory, # add these directories to sys.path here. If the directory is relative to the # documentation root, use os.path.abspath to make it absolute, like shown here. #sys.path.insert(0, os.path.abspath('.')) autoclass_content = 'both' autodoc_docstring_signature = True autodoc_member_order = 'bysource' add_function_parentheses = False numfig = True # -- General configuration ----------------------------------------------------- # If your documentation needs a minimal Sphinx version, state it here. #needs_sphinx = '1.0' # Add any Sphinx extension module names here, as strings. They can be extensions # coming with Sphinx (named 'sphinx.ext.*') or your custom ones. extensions = ['sphinx.ext.autodoc'] # Add any paths that contain templates here, relative to this directory. templates_path = ['_templates'] # The suffix of source filenames. source_suffix = '.rst' # The encoding of source files. #source_encoding = 'utf-8-sig' # The master toctree document. master_doc = 'source/index' master_doc = 'index' # General information about the project. project = u'HDMF-common Specification' copyright = u'2019-2023, The Regents of the University of California, through Lawrence Berkeley National Laboratory (subject to receipt of any required approvals from the U.S. Dept. of Energy). All rights reserved.' # The version info for the project you're documenting, acts as replacement for # |version| and |release|, also used in various other places throughout the # built documents. # # The short X.Y version. version = 'v1.8.0' # The full version, including alpha/beta/rc tags. release = 'v1.8.0' # The language for content autogenerated by Sphinx. Refer to documentation # for a list of supported languages. #language = None # There are two options for replacing |today|: either, you set today to some # non-false value, then it is used: #today = '' # Else, today_fmt is used as the format for a strftime call. #today_fmt = '%B %d, %Y' # List of patterns, relative to source directory, that match files and # directories to ignore when looking for source files. exclude_patterns = ['_build', 'test.py'] # The reST default role (used for this markup: `text`) to use for all documents. #default_role = None # If true, '()' will be appended to :func: etc. cross-reference text. #add_function_parentheses = True # If true, the current module name will be prepended to all description # unit titles (such as .. function::). #add_module_names = True # If true, sectionauthor and moduleauthor directives will be shown in the # output. They are ignored by default. #show_authors = False # The name of the Pygments (syntax highlighting) style to use. pygments_style = 'sphinx' # A list of ignored prefixes for module index sorting. #modindex_common_prefix = [] # -- Options for HTML output --------------------------------------------------- # The theme to use for HTML and HTML Help pages. See the documentation for # a list of builtin themes. #html_theme = 'default' #html_theme = "sphinxdoc" html_theme = "sphinx_rtd_theme" html_theme_path = [sphinx_rtd_theme.get_html_theme_path()] # Theme options are theme-specific and customize the look and feel of a theme # further. For a list of options available for each theme, see the # documentation. #html_theme_options = {} # Add any paths that contain custom themes here, relative to this directory. #html_theme_path = [] # The name for this set of Sphinx documents. If None, it defaults to # " v documentation". #html_title = None # A shorter title for the navigation bar. Default is the same as html_title. #html_short_title = None # The name of an image file (relative to this directory) to place at the top # of the sidebar. #html_logo = None #html_logo = 'neuron.png' # The name of an image file (within the static path) to use as favicon of the # docs. This file should be a Windows icon file (.ico) being 16x16 or 32x32 # pixels large. #html_favicon = 'neuron-180x180.png' # Add any paths that contain custom static files (such as style sheets) here, # relative to this directory. They are copied after the builtin static files, # so a file named "default.css" will overwrite the builtin "default.css". html_static_path = ['_static'] # If not '', a 'Last updated on:' timestamp is inserted at every page bottom, # using the given strftime format. #html_last_updated_fmt = '%b %d, %Y' # If true, SmartyPants will be used to convert quotes and dashes to # typographically correct entities. #html_use_smartypants = True # Custom sidebar templates, maps document names to template names. #html_sidebars = {} # Additional templates that should be rendered to pages, maps page names to # template names. #html_additional_pages = {} # If false, no module index is generated. #html_domain_indices = True # If false, no index is generated. #html_use_index = True # If true, the index is split into individual pages for each letter. #html_split_index = False # If true, links to the reST sources are added to the pages. #html_show_sourcelink = True # If true, "Created using Sphinx" is shown in the HTML footer. Default is True. #html_show_sphinx = True # If true, "(C) Copyright ..." is shown in the HTML footer. Default is True. #html_show_copyright = True # If true, an OpenSearch description file will be output, and all pages will # contain a tag referring to it. The value of this option must be the # base URL from which the finished HTML is served. #html_use_opensearch = '' # This is the file name suffix for HTML files (e.g. ".xhtml"). #html_file_suffix = None # Output file base name for HTML help builder. htmlhelp_basename = 'sampledoc' # -- Options for LaTeX output -------------------------------------------------- latex_elements = { # The paper size ('letterpaper' or 'a4paper'). 'papersize': 'letterpaper', # The font size ('10pt', '11pt' or '12pt'). 'pointsize': '10pt', # Additional stuff for the LaTeX preamble. 'preamble': """ \setcounter{tocdepth}{3} \setcounter{secnumdepth}{6} \\usepackage{enumitem} \setlistdepth{100} \\addto\\captionsenglish{\\renewcommand{\\contentsname}{Table of contents}} """, } # \\renewlist{itemize}{itemize}{100} # Grouping the document tree into LaTeX files. List of tuples # (source start file, target name, title, author, documentclass [howto/manual]). #latex_documents = [ # ('index', 'sample.tex', u'sample Documentation', # u'Kenneth Reitz', 'manual'), #] # The name of an image file (relative to this directory) to place at the top of # the title page. #latex_logo = None # For "manual" documents, if this is true, then toplevel headings are parts, # not chapters. #latex_use_parts = False # If true, show page references after internal links. #latex_show_pagerefs = False # If true, show URL addresses after external links. #latex_show_urls = False # Documents to append as an appendix to all manuals. #latex_appendices = [] # If false, no module index is generated. #latex_domain_indices = True # -- Options for manual page output -------------------------------------------- # One entry per manual page. List of tuples # (source start file, name, description, authors, manual section). #man_pages = [ # ('index', 'sample', u'sample Documentation', # [u'Kenneth Reitz'], 1) #] # ## If true, show URL addresses after external links. ##man_show_urls = False # # ## -- Options for Texinfo output ------------------------------------------------ # ## Grouping the document tree into Texinfo files. List of tuples ## (source start file, target name, title, author, ## dir menu entry, description, category) #texinfo_documents = [ # ('index', 'sample', u'sample Documentation', # u'Kenneth Reitz', 'sample', 'One line description of project.', # 'Miscellaneous'), #] # Documents to append as an appendix to all manuals. #texinfo_appendices = [] # If false, no module index is generated. #texinfo_domain_indices = True # How to display URL addresses: 'footnote', 'no', or 'inline'. #texinfo_show_urls = 'footnote' pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/docs/source/conf_doc_autogen.py0000644000000000000000000000746213615410400025325 0ustar00# -*- coding: utf-8 -*- """ Configuration file for generating sources for the format documentation from the YAML specification files """ import os import hdmf import hdmf.common # -- Input options for the specification files to be used ----------------------- # Directory where the YAML files for the namespace to be documented are located spec_input_spec_dir = os.path.abspath(os.path.dirname(os.path.abspath(__file__)) + '/../../common') # Name of the YAML (or JSON) file with the specification of the Namespace to be documented spec_input_namespace_filename = 'namespace.yaml' # Name of the default namespace in the file spec_input_default_namespace = 'hdmf-common' # -- Options for customizing the locations of output files # Directory where the autogenerated files should be stored spec_output_dir = os.path.join(os.path.dirname(os.path.abspath(__file__)), "_format_auto_docs") # Clean up the output directory before we build if the git hash is out of date spec_clean_output_dir_if_old_git_hash = True # Do not rebuild the format sources if we have previously build the sources and the git hash matches spec_skip_doc_autogen_if_current_git_hash = True # Name of the master rst file that includes all the autogenerated docs spec_output_master_filename = 'format_spec_main.inc' # Name of the file where the main documentation goes spec_output_doc_filename = 'format_spec_doc.inc' # Name of the file where the sources of the format spec go. NOTE: This file is only generated if # spec_generate_src_file is enabled spec_output_src_filename = 'format_spec_sources.inc' # Name of the file containing the type hierarchy. (Included in spec_output_doc_filename) spec_output_doc_type_hierarchy_filename = 'format_spec_type_hierarchy.inc' # -- Options for the generation of the documentation from source ---------------- # Should the YAML sources be included for the different modules spec_show_yaml_src = True # Show figure of the hierarchy of objects defined by the spec spec_show_hierarchy_plots = True # Should the sources of the neurodata_types (YAML) be rendered in a separate section (True) or # in the same location as the base documentation spec_generate_src_file = True # Should separate .inc reStructuredText files be generated for each neurodata_type (True) # or should all text be added to the main file spec_file_per_type = True # Should top-level subgroups be listed in a separate table or as part of the main dataset and attributes table spec_show_subgroups_in_seperate_table = True # Appreviate the documentation of the main object for which a table is rendered in the table. # This is commonly set to True as doc of the main object is alrready rendered as the main intro for the # section describing the object spec_appreviate_main_object_doc_in_tables = True # Show a title for the tables spec_show_title_for_tables = True # Char to be used as prefix to indicate the depth of an object in the specification hierarchy spec_table_depth_char = '.' # '→' '.' # Add a LaTeX clearpage after each main section describing a neurodata_type. This helps in LaTeX to keep the ordering # of figures, tables, and code blocks consistent in particular when the hierarchy_plots are included spec_add_latex_clearpage_after_ndt_sections = True # Resolve includes to always show the full list of objects that are part of a type (True) # or to show only the parts that are actually new to a current type while only linking to base types spec_resolve_type_inc = False # Default type map to be used. This is the type map where dependent namespaces are stored. spec_default_type_map = hdmf.build.TypeMap(hdmf.spec.NamespaceCatalog()) # Default specification classes for groups datasets and namespaces. spec_group_spec_cls = hdmf.spec.GroupSpec spec_dataset_spec_cls = hdmf.spec.DatasetSpec spec_namespace_spec_cls = hdmf.spec.SpecNamespace pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/docs/source/credits.rst0000644000000000000000000000035213615410400023635 0ustar00******* Credits ******* Authors ======= - Andrew Tritt - Oliver Ruebel - Ryan Ly - Ben Dichter - Matthew Avaylon ***** Legal ***** Copyright ========= .. include:: ../../Legal.txt License ======= .. include:: ../../license.txt pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/docs/source/format.rst0000644000000000000000000000016213615410400023467 0ustar00.. _format: **Version** |release| |today| .. .. contents:: .. include:: _format_auto_docs/format_spec_main.inc pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/docs/source/format_description.rst0000644000000000000000000000551113615410400026075 0ustar00Overview of hdmf-common ======================= hdmf-common defines common data structures to be used across applications. .. sec-DynamicTable: ``DynamicTable`` ---------------- The `DynamicTable `_ type is used to store tabular data. The tables are created in a columnar fashion with each column stored in its own `VectorData `_ object. Rows of the table are assigned unique ids with the required ``id`` column of type ``ElementIdentifier``. The `colnames` attribute indicates the order of the columns. .. sec-VectorData: ``VectorData`` --------------- ``VectorData`` is the datatype used to store a column in a `DynamicTable `_. If unpaired with a ``VectorIndex`` object the first dimension is the row dimension, which must be the same across all of the columns in that ``DynamicTable``. .. sec-ragged-arrays: Ragged Arrays -------------- (also known as Jagged Arrays) Sometimes, you want to have a 2-d array where each row of the array has a different number of elements. For instance, in neuroscience, when storing the action potential times of sorted neurons, you might want to store them as a neuron x times matrix, but the problem is that each neuron will have a different number of spikes, so the second dimension will be inconsistent. .. figure:: figures/ragged-array-goal.png :width: 60% :alt: ragged array goal There are a number of possible solutions to this problem. Some solve it by NaN-padding the array. You might want to store the spike times of each neuron in a separate dataset, but that will not scale well if you have many neurons. In HDMF, you would store this using a pair of objects a `VectorData `_ and a ``VectorIndex`` object. The `VectorData `_ array holds all of the data concatenated as a 1-d array, and it is paired with a link to a ``VectorIndex`` object that indexes the data, forming a map between the rows of the ragged array and the indices of `VectorData `_. .. figure:: figures/ragged-array.png :width: 100% :alt: ragged arrays in HDMF These objects are generally stored inside a `DynamicTable `_, and the elements of ``VectorIndex`` map onto the rows of the table. The `VectorData `_ object may be n-dimensional, but only the first dimension is ragged. Experimental data structures ============================ The following data structures are currently available under the HDMF-experimental schema. These are subject to change! They are not guaranteed to exist in the future nor maintain backward compatibility. .. sec-ExternalResources ``ExternalResources`` --------------------- The `ExternalResources `_ type is used to store references to data stored in external, web-accessible databases. This information is maintained using four row-based tables. pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/docs/source/format_release_notes.rst0000644000000000000000000000042613615410400026402 0ustar00:orphan: hdmf-common Release Notes ========================= The release notes for the "hdmf-common" namespace has moved :ref:`here `. The release notes for the "hdmf-experimental" namespace has moved :ref:`here `. pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/docs/source/hdmf_common_release_notes.rst0000644000000000000000000001134313615410400027400 0ustar00.. _hdmf_common_release_notes: hdmf-common Release Notes ========================= 1.8.0 (August 4, 2023) ---------------------- - No change in the hdmf-common namespace. See :ref:`here ` for changes to the hdmf-experimental namespace. 1.7.0 (June 22, 2023) --------------------- - No change in the hdmf-common namespace. See :ref:`here ` for changes to the hdmf-experimental namespace. 1.6.0 (May 3, 2023) ------------------- - No change in the hdmf-common namespace. See :ref:`here ` for changes to the hdmf-experimental namespace. 1.5.1 (January 10, 2022) ------------------------ - No change in the hdmf-common namespace. See :ref:`here ` for changes to the hdmf-experimental namespace. 1.5.0 (April 19, 2021) ---------------------- - Added ``AlignedDynamicTable``, which defines a ``DynamicTable`` that supports storing a collection of sub-tables. Each sub-table is itself a ``DynamicTable`` that is aligned with the main table by row index. Each sub-table defines a sub-category in the main table effectively creating a table with sub-headings to organize columns. 1.4.0 (March 29, 2021) ------------------------- Summary: In 1.4.0, the HDMF-experimental namespace was added, which includes the ``ExternalResources`` and ``EnumData`` data types. Schema in the HDMF-experimental namespace are experimental and subject to breaking changes at any time. ``ExternalResources`` was changed to support storing both names and URIs for resources. The ``VocabData`` data type was replaced by ``EnumData`` to provide more flexible support for data from a set of fixed values. - Added ``EnumData`` for storing data that comes from a set of fixed values. This replaces ``VocabData`` which could hold only string values. Also, ``VocabData`` could hold only a limited number of elements (~64k) when used with the HDF5 storage backend. ``EnumData`` gets around these restrictions by using an untyped dataset (VectorData) instead of a string attribute to hold the enumerated values. - Removed ``VocabData``. - Renamed the "resources" table in ``ExternalResources`` to "entities". - Created a new "resources" table to store the name and URI of the ontology / external resource used by the "entities" table in ``ExternalResources``. - Renamed fields in ``ExternalResources``. - Added "entities" dataset to ``ExternalResources``. This is a row-based table dataset to replace the functionality of the "resources" dataset in ``ExternalResources``. - Changed the "resources" dataset in ``ExternalResources`` to store the name and URI of the ontology / external resource used by the "entities" dataset in ``ExternalResources``. - Added HDMF-experimental namespace. - Moved ``ExternalResources`` and ``EnumData`` to HDMF-experimental. 1.3.0 (December 2, 2020) ------------------------- - Add data type ``ExternalResources`` for storing ontology information / external resource references. NOTE: this data type is in beta testing and is subject to change in a later version. - Changed dtype for datasets within ``CSRMatrix`` from 'int' to 'uint'. Negative values do not make sense for these datasets. 1.2.1 (November 4, 2020) ------------------------ - Update software process documentation for maintainers. - Fix missing data_type_inc for ``CSRMatrix``. It now has ``data_type_inc: Container``. - Add ``hdmf-schema-language`` comment at the top of each yaml file. - Add ``SimpleMultiContainer``, a Container for storing other Container and Data objects together 1.2.0 (July 10, 2020) ------------------------ - Add software process documentation. - Fix missing dtype for ``VectorIndex``. - Add new ``VocabData`` data type. - Move ``Data``, ``Index``, and ``Container`` to base.yaml. This change does not functionally change the schema. - ``VectorIndex`` now extends ``VectorData`` instead of ``Index``. This change allows ``VectorIndex`` to index other ``VectorIndex`` types. - The ``Index`` data type is now unused and has been removed. - Fix documentation for ragged arrays. 1.1.3 (January 21, 2020) ------------------------ - Fix missing 'shape' and 'dims' key for types ``VectorData``, ``VectorIndex``, and ``DynamicTableRegion``. 1.1.2 (January 9, 2020) ----------------------- - Fix version number in namespace.yaml and docs 1.1.1 (January 9, 2020) ----------------------- - Support for ReadTheDocs continuous documentation was added, and legal/license documents were also added. The schema is unchanged. 1.1.0 (January 3, 2020) ----------------------- - The 'colnames' attribute of ``DynamicTable`` changed from data type 'ascii' to 'text'. - Improved documentation and type docstrings. 1.0.0 (September 26, 2019) -------------------------- Initial release. pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/docs/source/hdmf_experimental_release_notes.rst0000644000000000000000000000241513615410400030605 0ustar00.. _hdmf_experimental_release_notes: hdmf-experimental Release Notes =============================== 0.5.0 (August 4, 2023) ---------------------- - Updates ``ExternalResources`` to have a uniform name throughout the codebase and the literature, which is now ``HERD`` (HDMF External Resources Data). - Fixed schema bug regarding the missing quote. 0.4.0 (June 22, 2023) --------------------- - In the experimental ``ExternalResources``, added a ``entity_keys`` table and removed ``keys_idx`` from the ``entities`` table. 0.3.0 (May 3, 2023) ------------------- - In the experimental ``ExternalResources``, added a ``files`` table, removed the ``resources`` table, and adjusted existing columns. 0.2.0 (January 10, 2022) ------------------------ - In the experimental ``ExternalResources``, added ``relative_path`` field to the "objects" table dtype. This is used in place of the previous ``field`` field representing the relative path to get to the dataset/attribute from the object. The previous ``field`` field will be used to represent a compound type field name if the dataset/attribute is a compound dtype. - Updated contributors. 0.1.0 (March 29, 2021) ---------------------- - See the release notes for :ref:`hdmf-common 1.4.0 ` for details. pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/docs/source/index.rst0000644000000000000000000000141113615410400023304 0ustar00Welcome to the HDMF-common Format Specification =============================================== .. raw:: latex \part{Introduction} .. toctree:: :numbered: :maxdepth: 2 :caption: Introduction format_description .. raw:: latex \part{Format Specification} .. toctree:: :numbered: :maxdepth: 3 :caption: Format Specification format .. raw:: latex \part{Resources} .. toctree:: :maxdepth: 2 :caption: Resources software_process .. raw:: latex \part{History and Legal} .. toctree:: :maxdepth: 2 :caption: History & Legal hdmf_common_release_notes hdmf_experimental_release_notes credits .. Indices and tables ================== * :ref:`genindex` * :ref:`modindex` * :ref:`search` pynwb-2.8.2/src/pynwb/nwb-schema/hdmf-common-schema/docs/source/software_process.rst0000644000000000000000000001340713615410400025575 0ustar00Making a Pull Request ===================== Actions to take on each PR that modifies the schema and does not prepare the schema for a public release (this is also in the `GitHub PR template`_): If the current schema version on "main" is a public release, then: 1. Update the version string in ``docs/source/conf.py`` and ``common/namespace.yaml`` to the next version with the suffix "-alpha" 2. Add a new section in the release notes for the new version with the date "Upcoming" Always: 1. Add release notes for the PR to ``docs/source/hdmf_common_release_notes.rst`` and/or ``docs/source/hdmf_experimental_release_notes.rst`` Documentation or internal changes to the repo (i.e., changes that do not affect the schema files) do not need to be accompanied with a version bump or addition to the release notes. .. _`GitHub PR template`: https://github.com/hdmf-dev/hdmf-common-schema/blob/main/.github/PULL_REQUEST_TEMPLATE.md Merging PRs and Making Releases =============================== **Public release**: a tagged release of the schema. The version string MUST NOT have a suffix indicating a pre-release, such as "-alpha". The current "dev" branch of HDMF and all HDMF releases MUST point to a public release of hdmf-common-schema. All schema that use hdmf-common-schema as a submodule MUST also point only to public releases. **Internal release**: a state of the schema "main" branch where the version string ends with "-alpha". The default branch of hdmf-common-schema is "main". **The "main" branch holds the bleeding edge version of the hdmf-common schema specification.** PRs should be made to "main". Every PR should include an update to the namespace release notes (``docs/source/hdmf_common_release_notes.rst`` and/or ``docs/source/hdmf_experimental_release_notes.rst``). If the current version is a public release, then the PR should also update the version of the schema in two places: ``docs/source/conf.py`` and ``common/namespace.yaml``. The new version should be the next bugfix/minor/major version of the schema with the suffix "-alpha". For example, if the current schema on "main" has version "2.2.0", then a PR implementing a bug fix should update the schema version from "2.2.0" to "2.2.1-alpha". Appending the "-alpha" suffix ensures that any person or API accessing the default "main" branch of the repo containing an internal release of the schema receives the schema with a version string that is distinct from public releases of the schema. If the current schema on "main" is already an internal release, then the version string does not need to be updated unless the PR requires an upgrade in the version (e.g., from bugfix to minor). HDMF should contain a branch and PR that tracks the "main" branch of hdmf-common-schema. Before a public release of hdmf-common-schema is made, this HDMF branch should be checked to ensure that when the new release is made, the branch can be merged without issue. Immediately prior to making a new public release, the version of the schema should be updated to remove the "-alpha" suffix and the documentation and release notes should be updated as needed (see next section). The current "dev" branch of HDMF and all HDMF releases MUST always point to a public release of hdmf-common-schema. If a public release contains an internally released version of hdmf-common-schema, e.g., from an untagged commit on the "main" branch, then it will be difficult to find the version (commit) of hdmf-common-schema that was used to create an HDMF file when the schema is not cached. Making a Release Checklist ========================== Before merging: 1. Update requirements versions as needed 2. Update legal file dates and information in ``Legal.txt``, ``license.txt``, ``README.md``, ``docs/source/conf.py``, and any other locations as needed 3. Update ``README.md`` as needed 4. Update the version string in ``docs/source/conf.py`` and ``common/namespace.yaml`` (remove "-alpha" suffix) 5. Update ``docs/source/conf.py`` as needed 6. Update release notes (set release date) in `docs/source/hdmf_common_release_notes.rst`, `docs/source/hdmf_experimental_release_notes.rst`, and any other docs as needed 7. Test docs locally (``cd docs; make fulldoc``) where the hdmf-common-schema submodule in the local version of HDMF is fully up-to-date with the head of the main branch. 8. Push changes to a new PR and make sure all PRs to be included in this release have been merged. Add ``?template=release.md`` to the PR URL to auto-populate the PR with this checklist. 9. Check that the readthedocs build for this PR succeeds (build latest to pull the new branch, then activate and build docs for new branch): https://readthedocs.org/projects/hdmf-common-schema/builds/ After merging: 1. Create a new git tag. Pull the latest main branch locally, run ``git tag [version] --sign``, copy and paste the release notes into the tag message, and run ``git push --tags``. 2. On the `GitHub tags`_ page, click "..." -> "Create release" for the new tag on the right side of the page. Copy and paste the release notes into the release message, update the formatting if needed (reST to Markdown), and set the title to the version string. 3. Check that the readthedocs "latest" and "stable" builds run and succeed. Delete the readthedocs build for the merged PR. https://readthedocs.org/projects/hdmf-common-schema/builds/ 4. Update the HDMF submodule in the HDMF branch corresponding to this schema version to point to the tagged commit. This checklist can also be found in the `GitHub release PR template`_. 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CA   .B@@@@tq]4   ;M7  i@@ wn@@u  8$@04   "@@pH`!hA@@@ EH#  Ct  .@0F@@!q@@]`\!  CA   .B@@@@tq]4 5U+X]ƲLH,N\  >zyyo3#Ru3xK3))^f潽H 07͉Z ,*G[QV"+WCへJo|`w^]|{q{J@X+ג!CE EFVˑ |˖-RUU%v2#ղi&GffͿ=-@@ ~OFc/l?sAͼ1$2/&ϟ9p=zTdR zp8,rq:d&'h @^ |z'6)5ք]kC7o7_Y.2:6~W22+,얖I}}|ͲDT#վCʤi*i O"@@ TNc]1hhhP($RYYi9m=Wwׯ_oYGe۷Ov)^W<ulS0<" +P6lؐOX `h  @ZE@@ToF @N5sL)Ϻ:%yN%q= .{΃zt Eno3rG=/DY&ϥo" `#po*/>񯪲ف.9"˽R_aF`|}Ryo^JT   @<@@HQ` str: """Return the name of the type of Container being tested, for test ID purposes.""" raise NotImplementedError('Cannot run test unless getContainerType is implemented.') @abstractmethod def addContainer(self): """Add the test Container to the NWBFile. The NWBFile is accessible from self.nwbfile. The Container should be accessible from getContainer(self.nwbfile). """ raise NotImplementedError('Cannot run test unless addContainer is implemented.') @abstractmethod def getContainer(self, nwbfile: NWBFile): """Return the test Container from the given NWBFile.""" raise NotImplementedError('Cannot run test unless getContainer is implemented.') def test_roundtrip(self): """Test whether the read Container has the same contents as the original Container and validate the file. """ self.read_container = self.roundtripContainer() self.assertIsNotNone(str(self.container)) # added as a test to make sure printing works self.assertIsNotNone(str(self.read_container)) # make sure we get a completely new object self.assertNotEqual(id(self.container), id(self.read_container)) # make sure the object ID is preserved self.assertIs(self.read_nwbfile.objects[self.container.object_id], self.read_container) self.assertContainerEqual(self.read_container, self.container) def test_roundtrip_export(self): """ Test whether the test Container read from an exported file has the same contents as the original test Container and validate the file. """ self.read_container = self.roundtripExportContainer() # this container is read from the exported file self.assertIsNotNone(str(self.read_container)) # added as a test to make sure printing works # make sure we get a completely new object self.assertNotEqual(id(self.container), id(self.read_container)) # make sure the object ID is preserved self.assertIs(self.read_exported_nwbfile.objects[self.container.object_id], self.read_container) self.assertContainerEqual(self.read_container, self.container, ignore_hdmf_attrs=True) def roundtripContainer(self, cache_spec=True): """Write the file, validate the file, read the file, and return the Container from the file. """ # catch all warnings with warnings.catch_warnings(record=True) as ws: with NWBHDF5IO(self.filename, mode='w', manager=self.get_manager()) as write_io: write_io.write(self.nwbfile, cache_spec=cache_spec) self.validate() # this is not closed until tearDown() or an exception from self.getContainer below self.reader = NWBHDF5IO(self.filename, mode='r', manager=self.get_manager()) self.read_nwbfile = self.reader.read() # parse warnings and raise exceptions for certain types of warnings if ws: for w in ws: if issubclass(w.category, (MissingRequiredBuildWarning, BrokenLinkWarning)): raise Exception('%s: %s' % (w.category.__name__, w.message)) else: warnings.warn(w.message, w.category) try: return self.getContainer(self.read_nwbfile) except Exception as e: self.reader.close() self.reader = None raise e def roundtripExportContainer(self, cache_spec=True): """ Roundtrip the container, then export the read NWBFile to a new file, validate the files, and return the test Container from the file. """ # write and read the file. self.reader will be set self.roundtripContainer(cache_spec=cache_spec) # catch all warnings with warnings.catch_warnings(record=True) as ws: NWBHDF5IO.export_io( src_io=self.reader, path=self.export_filename, cache_spec=cache_spec, ) self.validate() # this is not closed until tearDown() or an exception from self.getContainer below self.export_reader = NWBHDF5IO(self.export_filename, mode='r', manager=self.get_manager()) self.read_exported_nwbfile = self.export_reader.read() # parse warnings and raise exceptions for certain types of warnings if ws: for w in ws: if issubclass(w.category, (MissingRequiredBuildWarning, BrokenLinkWarning)): raise Exception('%s: %s' % (w.category.__name__, w.message)) else: warnings.warn(w.message, w.category) try: return self.getContainer(self.read_exported_nwbfile) except Exception as e: self.export_reader.close() self.export_reader = None raise e def validate(self): """Validate the created files.""" if os.path.exists(self.filename): errors, _ = pynwb_validate(paths=[self.filename]) if errors: raise Exception("\n".join(errors)) if os.path.exists(self.export_filename): errors, _ = pynwb_validate(paths=[self.export_filename]) if errors: raise Exception("\n".join(errors)) pynwb-2.8.2/src/pynwb/testing/utils.py0000644000000000000000000000070013615410400014714 0ustar00import os def remove_test_file(path): """A helper function for removing intermediate test files This checks if the environment variable CLEAN_NWB has been set to False before removing the file. If CLEAN_NWB is set to False, it does not remove the file. """ clean_flag_set = os.getenv('CLEAN_NWB', True) not in ('False', 'false', 'FALSE', '0', 0, False) if os.path.exists(path) and clean_flag_set: os.remove(path) pynwb-2.8.2/src/pynwb/testing/mock/__init__.py0000644000000000000000000000112213615410400016243 0ustar00""" The mock module provides mock instances of common neurodata types which can be used to write tests for downstream libraries. For instance, to write an RoiResponseSeries, you need a PlaneSegmentation, which requires an ImagingPlane, which in turn requires an OpticalChannel and a Device, all of which need to be populated with reasonable mock data. This library streamlines the process of creating mock objects by generating the required prerequisites for this object on-the-fly and automatically using reasonable defaults. Any of these default objects and parameters can be overridden. """ pynwb-2.8.2/src/pynwb/testing/mock/base.py0000644000000000000000000000240413615410400015422 0ustar00from typing import Optional import numpy as np from ... import NWBFile from ...base import TimeSeries from .utils import name_generator def mock_TimeSeries( name: Optional[str] = None, data=None, unit: str = "volts", resolution: float = -1.0, conversion: float = 1.0, timestamps=None, starting_time: Optional[float] = None, rate: Optional[float] = None, comments: str = "no comments", description: str = "no description", control=None, control_description=None, continuity=None, nwbfile: Optional[NWBFile] = None, offset=0., ) -> TimeSeries: if timestamps is None and rate is None: rate = 10.0 # Hz time_series = TimeSeries( name=name or name_generator("TimeSeries"), data=data if data is not None else np.array([1, 2, 3, 4]), unit=unit, resolution=resolution, conversion=conversion, timestamps=timestamps, starting_time=starting_time, rate=rate, comments=comments, description=description, control=control, control_description=control_description, continuity=continuity, offset=offset, ) if nwbfile is not None: nwbfile.add_acquisition(time_series) return time_series pynwb-2.8.2/src/pynwb/testing/mock/behavior.py0000644000000000000000000000511113615410400016305 0ustar00from typing import Optional import numpy as np from ... import NWBFile, TimeSeries from ...behavior import ( PupilTracking, Position, SpatialSeries, CompassDirection, ) from .utils import name_generator from .base import mock_TimeSeries def mock_SpatialSeries( name: Optional[str] = None, data=None, reference_frame: str = "lower left is (0, 0)", unit: str = "meters", conversion=1.0, resolution=-1.0, timestamps=None, starting_time: Optional[float] = None, rate: Optional[float] = 10.0, comments: str = "no comments", description: str = "no description", control=None, control_description=None, nwbfile: Optional[NWBFile] = None, ) -> SpatialSeries: spatial_series = SpatialSeries( name=name or name_generator("SpatialSeries"), data=data if data is not None else np.array([1, 2, 3, 4]), reference_frame=reference_frame, unit=unit, conversion=conversion, resolution=resolution, timestamps=timestamps, starting_time=starting_time, rate=rate, comments=comments, description=description, control=control, control_description=control_description, ) if nwbfile is not None: nwbfile.add_acquisition(spatial_series) return spatial_series def mock_Position( name: Optional[str] = None, spatial_series: Optional[SpatialSeries] = None, nwbfile: Optional[NWBFile] = None, ) -> Position: position = Position( name=name or name_generator("Position"), spatial_series=spatial_series or [mock_SpatialSeries(nwbfile=nwbfile)] ) if nwbfile is not None: nwbfile.add_acquisition(position) return position def mock_PupilTracking( name: Optional[str] = None, time_series: Optional[TimeSeries] = None, nwbfile: Optional[NWBFile] = None ) -> PupilTracking: pupil_tracking = PupilTracking( name=name or name_generator("PupilTracking"), time_series=time_series or [mock_TimeSeries(nwbfile=nwbfile)] ) if nwbfile is not None: nwbfile.add_acquisition(pupil_tracking) return pupil_tracking def mock_CompassDirection( name: Optional[str] = None, spatial_series: Optional[SpatialSeries] = None, nwbfile: Optional[NWBFile] = None ) -> CompassDirection: compass_direction = CompassDirection( name=name or name_generator("CompassDirection"), spatial_series=spatial_series or [mock_SpatialSeries(unit="radians", nwbfile=nwbfile)], ) if nwbfile is not None: nwbfile.add_acquisition(compass_direction) return compass_direction pynwb-2.8.2/src/pynwb/testing/mock/device.py0000644000000000000000000000101313615410400015742 0ustar00from typing import Optional from ... import NWBFile from ...device import Device from .utils import name_generator def mock_Device( name: Optional[str] = None, description: str = "description", manufacturer: Optional[str] = None, nwbfile: Optional[NWBFile] = None, ) -> Device: device = Device( name=name or name_generator("Device"), description=description, manufacturer=manufacturer, ) if nwbfile is not None: nwbfile.add_device(device) return device pynwb-2.8.2/src/pynwb/testing/mock/ecephys.py0000644000000000000000000001125613615410400016155 0ustar00from typing import Optional import numpy as np from hdmf.common.table import DynamicTableRegion, DynamicTable from ...device import Device from ...file import ElectrodeTable, NWBFile from ...ecephys import ElectricalSeries, ElectrodeGroup, SpikeEventSeries from .device import mock_Device from .utils import name_generator from ...misc import Units def mock_ElectrodeGroup( name: Optional[str] = None, description: str = "description", location: str = "location", device: Optional[Device] = None, position: Optional[str] = None, nwbfile: Optional[NWBFile] = None, ) -> ElectrodeGroup: electrode_group = ElectrodeGroup( name=name or name_generator("ElectrodeGroup"), description=description, location=location, device=device or mock_Device(nwbfile=nwbfile), position=position, ) if nwbfile is not None: nwbfile.add_electrode_group(electrode_group) return electrode_group def mock_ElectrodeTable( n_rows: int = 5, group: Optional[ElectrodeGroup] = None, nwbfile: Optional[NWBFile] = None ) -> DynamicTable: electrodes_table = ElectrodeTable() group = group if group is not None else mock_ElectrodeGroup(nwbfile=nwbfile) for i in range(n_rows): electrodes_table.add_row( location="CA1", group=group, group_name=group.name, ) if nwbfile is not None: nwbfile.electrodes = electrodes_table return electrodes_table def mock_electrodes( n_electrodes: int = 5, table: Optional[DynamicTable] = None, nwbfile: Optional[NWBFile] = None ) -> DynamicTableRegion: table = table or mock_ElectrodeTable(n_rows=5, nwbfile=nwbfile) return DynamicTableRegion( name="electrodes", data=list(range(n_electrodes)), description="the first and third electrodes", table=table, ) def mock_ElectricalSeries( name: Optional[str] = None, description: str = "description", data=None, rate: Optional[float] = None, timestamps=None, starting_time: Optional[float] = None, electrodes: Optional[DynamicTableRegion] = None, filtering: str = "filtering", nwbfile: Optional[NWBFile] = None, channel_conversion: Optional[np.ndarray] = None, conversion: float = 1.0, offset: float = 0., ) -> ElectricalSeries: # Set a default rate if timestamps are not provided rate = 30_000.0 if (timestamps is None and rate is None) else rate electrical_series = ElectricalSeries( name=name or name_generator("ElectricalSeries"), description=description, data=data if data is not None else np.ones((10, 5)), rate=rate, starting_time=starting_time, timestamps=timestamps, electrodes=electrodes or mock_electrodes(nwbfile=nwbfile), filtering=filtering, conversion=conversion, offset=offset, channel_conversion=channel_conversion, ) if nwbfile is not None: nwbfile.add_acquisition(electrical_series) return electrical_series def mock_SpikeEventSeries( name: Optional[str] = None, description: str = "description", data=None, timestamps=np.arange(10).astype(float), electrodes: Optional[DynamicTableRegion] = None, nwbfile: Optional[NWBFile] = None, ) -> SpikeEventSeries: spike_event_series = SpikeEventSeries( name=name or name_generator("SpikeEventSeries"), description=description, data=data if data is not None else np.ones((10, 5)), timestamps=timestamps if timestamps is not None else np.arange(10).astype(float), electrodes=electrodes if electrodes is not None else mock_electrodes(nwbfile=nwbfile), ) if nwbfile is not None: nwbfile.add_acquisition(spike_event_series) return spike_event_series def mock_Units( num_units: int = 10, max_spikes_per_unit: int = 10, seed: int = 0, nwbfile: Optional[NWBFile] = None, ) -> Units: units_table = Units(name="units") # This is for nwbfile.units= mock_Units() to work units_table.add_column(name="unit_name", description="a readable identifier for the unit") rng = np.random.default_rng(seed=seed) times = rng.random(size=(num_units, max_spikes_per_unit)).cumsum(axis=1) spikes_per_unit = rng.integers(1, max_spikes_per_unit, size=num_units) spike_times = [] for unit_index in range(num_units): # Not all units have the same number of spikes spike_times = times[unit_index, : spikes_per_unit[unit_index]] unit_name = f"unit_{unit_index}" units_table.add_unit(spike_times=spike_times, unit_name=unit_name) if nwbfile is not None: nwbfile.units = units_table return units_table pynwb-2.8.2/src/pynwb/testing/mock/file.py0000644000000000000000000000200113615410400015420 0ustar00from typing import Optional from uuid import uuid4 from datetime import datetime from dateutil.tz import tzlocal from ...file import NWBFile, Subject from .utils import name_generator def mock_NWBFile( session_description: str = 'session_description', identifier: Optional[str] = None, session_start_time: datetime = datetime(1970, 1, 1, tzinfo=tzlocal()), **kwargs ): return NWBFile( session_description=session_description, identifier=identifier or str(uuid4()), session_start_time=session_start_time, **kwargs ) def mock_Subject( age: Optional[str] = "P50D", description: str = "this is a mock mouse.", sex: Optional[str] = "F", subject_id: Optional[str] = None, nwbfile: Optional[NWBFile] = None, ): subject = Subject( age=age, description=description, sex=sex, subject_id=subject_id or name_generator("subject"), ) if nwbfile is not None: nwbfile.subject = subject return subject pynwb-2.8.2/src/pynwb/testing/mock/icephys.py0000644000000000000000000001706513615410400016165 0ustar00from typing import Optional import numpy as np from pynwb.icephys import ( IntracellularElectrode, VoltageClampSeries, VoltageClampStimulusSeries, IntracellularRecordingsTable, CurrentClampSeries, CurrentClampStimulusSeries, IZeroClampSeries, ) from .utils import name_generator from .device import mock_Device from ... import NWBFile from ...device import Device def mock_IntracellularElectrode( name: Optional[str] = None, description: str = "description", device: Optional[Device] = None, nwbfile: Optional[NWBFile] = None, ) -> IntracellularElectrode: intracellular_electrode = IntracellularElectrode( name=name or name_generator("IntracellularElectrode"), description=description, device=device or mock_Device(nwbfile=nwbfile), ) if nwbfile is not None: nwbfile.add_icephys_electrode(intracellular_electrode) return intracellular_electrode def mock_VoltageClampStimulusSeries( name: Optional[str] = None, data=None, rate: float = 100_000., electrode: Optional[IntracellularElectrode] = None, gain: float = 0.02, timestamps=None, starting_time: Optional[float] = None, nwbfile: Optional[NWBFile] = None, ) -> VoltageClampStimulusSeries: voltage_clamp_stimulus_series = VoltageClampStimulusSeries( name=name or name_generator("VoltageClampStimulusSeries"), data=data or np.ones((30,)), rate=None if timestamps else rate, electrode=electrode or mock_IntracellularElectrode(nwbfile=nwbfile), gain=gain, timestamps=timestamps, starting_time=starting_time, ) if nwbfile is not None: nwbfile.add_stimulus(voltage_clamp_stimulus_series) return voltage_clamp_stimulus_series def mock_VoltageClampSeries( name: Optional[str] = None, data=None, conversion: float = 1.0, resolution: float = np.nan, starting_time: Optional[float] = None, rate: Optional[float] = 100_000.0, electrode: Optional[IntracellularElectrode] = None, gain: float = 0.02, capacitance_slow: float = 100e-12, resistance_comp_correction: float = 70.0, nwbfile: Optional[NWBFile] = None, ) -> VoltageClampSeries: voltage_clamp_series = VoltageClampSeries( name=name if name is not None else name_generator("VoltageClampSeries"), data=data if data is not None else np.ones((30,)), conversion=conversion, resolution=resolution, starting_time=starting_time, rate=rate, electrode=electrode or mock_IntracellularElectrode(nwbfile=nwbfile), gain=gain, capacitance_slow=capacitance_slow, resistance_comp_correction=resistance_comp_correction, ) if nwbfile is not None: nwbfile.add_acquisition(voltage_clamp_series) return voltage_clamp_series def mock_CurrentClampSeries( name: Optional[str] = None, data=None, electrode: Optional[IntracellularElectrode] = None, gain: float = 0.02, stimulus_description: str = "N/A", bias_current=None, bridge_balance=None, capacitance_compensation=None, resolution=-1.0, conversion=1.0, timestamps=None, starting_time: Optional[float] = None, rate: Optional[float] = 100_000., comments: str = "no comments", description: str = "no description", control=None, control_description=None, sweep_number=None, offset=0.0, unit: str = "volts", nwbfile: Optional[NWBFile] = None, ) -> CurrentClampSeries: current_clamp_series = CurrentClampSeries( name=name if name is not None else name_generator("CurrentClampSeries"), data=data if data is not None else np.ones((30,)), electrode=electrode or mock_IntracellularElectrode(nwbfile=nwbfile), gain=gain, stimulus_description=stimulus_description, bias_current=bias_current, bridge_balance=bridge_balance, capacitance_compensation=capacitance_compensation, resolution=resolution, conversion=conversion, timestamps=timestamps, starting_time=starting_time, rate=rate, comments=comments, description=description, control=control, control_description=control_description, sweep_number=sweep_number, offset=offset, unit=unit, ) if nwbfile is not None: nwbfile.add_acquisition(current_clamp_series) return current_clamp_series def mock_CurrentClampStimulusSeries( name: Optional[str] = None, data=None, electrode=None, gain=0.02, stimulus_description="N/A", resolution=-1.0, conversion=1.0, timestamps=None, starting_time=None, rate=100_000., comments="no comments", description="no description", control=None, control_description=None, sweep_number=None, offset=0.0, unit="amperes", nwbfile: Optional[NWBFile] = None, ) -> CurrentClampStimulusSeries: current_clamp_stimulus_series = CurrentClampStimulusSeries( name=name or name_generator("CurrentClampStimulusSeries"), data=data if data is not None else np.ones((30,)), electrode=electrode or mock_IntracellularElectrode(nwbfile=nwbfile), gain=gain, stimulus_description=stimulus_description, resolution=resolution, conversion=conversion, timestamps=timestamps, starting_time=starting_time, rate=rate, comments=comments, description=description, control=control, control_description=control_description, sweep_number=sweep_number, offset=offset, unit=unit, ) if nwbfile is not None: nwbfile.add_stimulus(current_clamp_stimulus_series) return current_clamp_stimulus_series def mock_IZeroClampSeries( name: Optional[str] = None, data=None, electrode: Optional[IntracellularElectrode] = None, gain=.02, stimulus_description="N/A", resolution=-1.0, conversion=1.0, timestamps=None, starting_time=None, rate=100_000., comments="no comments", description="no description", control=None, control_description=None, sweep_number=None, offset=0.0, unit="volts", nwbfile: Optional[NWBFile] = None, ) -> IZeroClampSeries: izero_clamp_series = IZeroClampSeries( name=name or name_generator("IZeroClampSeries"), data=data if data is not None else np.ones((30,)), electrode=electrode or mock_IntracellularElectrode(nwbfile=nwbfile), gain=gain, stimulus_description=stimulus_description, resolution=resolution, conversion=conversion, timestamps=timestamps, starting_time=starting_time, rate=rate, comments=comments, description=description, control=control, control_description=control_description, sweep_number=sweep_number, offset=offset, unit=unit, ) if nwbfile is not None: nwbfile.add_acquisition(izero_clamp_series) return izero_clamp_series def mock_IntracellularRecordingsTable( n_rows: int = 5, nwbfile: Optional[NWBFile] = None ) -> IntracellularRecordingsTable: irt = IntracellularRecordingsTable() for _ in range(n_rows): electrode = mock_IntracellularElectrode(nwbfile=nwbfile) irt.add_recording( electrode=electrode, stimulus=mock_VoltageClampStimulusSeries(electrode=electrode, nwbfile=nwbfile), response=mock_VoltageClampSeries(electrode=electrode, nwbfile=nwbfile), ) if nwbfile is not None: nwbfile.intracellular_recordings = irt return irt pynwb-2.8.2/src/pynwb/testing/mock/ogen.py0000644000000000000000000000401113615410400015434 0ustar00from typing import Optional import numpy as np from ... import NWBFile from ...device import Device from ...ogen import OptogeneticStimulusSite, OptogeneticSeries from .device import mock_Device from .utils import name_generator def mock_OptogeneticStimulusSite( name: Optional[str] = None, device: Optional[Device] = None, description: str = "optogenetic stimulus site", excitation_lambda: float = 500., location: str = "part of the brain", nwbfile: Optional[NWBFile] = None, ) -> OptogeneticStimulusSite: optogenetic_stimulus_site = OptogeneticStimulusSite( name=name or name_generator("OptogeneticStimulusSite"), device=device or mock_Device(nwbfile=nwbfile), description=description, excitation_lambda=excitation_lambda, location=location ) if nwbfile is not None: nwbfile.add_ogen_site(optogenetic_stimulus_site) return optogenetic_stimulus_site def mock_OptogeneticSeries( name: Optional[str] = None, data=None, site: Optional[OptogeneticStimulusSite] = None, resolution: float = -1.0, conversion: float = 1.0, timestamps=None, starting_time: Optional[float] = None, rate: Optional[float] = 10.0, comments: str = "no comments", description: str = "no description", control=None, control_description=None, nwbfile: Optional[NWBFile] = None, ) -> OptogeneticSeries: optogenetic_series = OptogeneticSeries( name=name or name_generator("OptogeneticSeries"), data=data if data is not None else np.array([1, 2, 3, 4]), site=site or mock_OptogeneticStimulusSite(nwbfile=nwbfile), resolution=resolution, conversion=conversion, timestamps=timestamps, starting_time=starting_time, rate=rate, comments=comments, description=description, control=control, control_description=control_description, ) if nwbfile is not None: nwbfile.add_acquisition(optogenetic_series) return optogenetic_series pynwb-2.8.2/src/pynwb/testing/mock/ophys.py0000644000000000000000000002513113615410400015654 0ustar00from typing import Optional, Sequence import numpy as np from hdmf.common.table import DynamicTableRegion from ... import NWBFile, ProcessingModule from ...device import Device from ...ophys import ( RoiResponseSeries, OpticalChannel, ImagingPlane, OnePhotonSeries, TwoPhotonSeries, PlaneSegmentation, ImageSegmentation, DfOverF, Fluorescence, ) from .device import mock_Device from .utils import name_generator def mock_OpticalChannel( name: Optional[str] = None, description: str = "description", emission_lambda: float = 500.0, nwbfile: Optional[NWBFile] = None, ) -> OpticalChannel: optical_channel = OpticalChannel( name=name or name_generator("OpticalChannel"), description=description, emission_lambda=emission_lambda, ) if nwbfile is not None: mock_ImagingPlane(nwbfile=nwbfile, optical_channel=optical_channel) return optical_channel def mock_ImagingPlane( name: Optional[str] = None, optical_channel: Optional[OpticalChannel] = None, description: str = "description", device: Optional[Device] = None, excitation_lambda: float = 500.0, indicator: str = "indicator", location: str = "unknown", imaging_rate: float = 30.0, manifold=None, conversion: float = 1.0, unit: str = "meters", reference_frame=None, origin_coords=None, origin_coords_unit: str = "meters", grid_spacing=None, grid_spacing_unit: str = "meters", nwbfile: Optional[NWBFile] = None, ) -> ImagingPlane: imaging_plane = ImagingPlane( name=name or name_generator("ImagingPlane"), optical_channel=optical_channel or mock_OpticalChannel(nwbfile=nwbfile), description=description, device=device or mock_Device(nwbfile=nwbfile), excitation_lambda=excitation_lambda, indicator=indicator, location=location, imaging_rate=imaging_rate, manifold=manifold, conversion=conversion, unit=unit, reference_frame=reference_frame, origin_coords=origin_coords, origin_coords_unit=origin_coords_unit, grid_spacing=grid_spacing, grid_spacing_unit=grid_spacing_unit, ) if nwbfile is not None: if "ophys" not in nwbfile.processing: nwbfile.create_processing_module("ophys", "ophys") nwbfile.add_imaging_plane(imaging_plane) return imaging_plane def mock_OnePhotonSeries( name: Optional[str] = None, imaging_plane: Optional[ImagingPlane] = None, data=None, rate: Optional[float] = 50.0, unit: str = "n.a.", exposure_time=None, binning=None, power=None, intensity=None, format=None, pmt_gain=None, scan_line_rate=None, external_file=None, starting_frame=[0], bits_per_pixel=None, dimension=None, resolution=-1.0, conversion=1.0, offset=0.0, timestamps=None, starting_time=None, comments="no comments", description="no description", control=None, control_description=None, device=None, nwbfile: Optional[NWBFile] = None, ) -> OnePhotonSeries: one_photon_series = OnePhotonSeries( name=name if name is not None else name_generator("OnePhotonSeries"), imaging_plane=imaging_plane or mock_ImagingPlane(nwbfile=nwbfile), data=data if data is not None else np.ones((20, 5, 5)), unit=unit, exposure_time=exposure_time, binning=binning, power=power, intensity=intensity, format=format, pmt_gain=pmt_gain, scan_line_rate=scan_line_rate, external_file=external_file, starting_frame=starting_frame, bits_per_pixel=bits_per_pixel, dimension=dimension, resolution=resolution, conversion=conversion, timestamps=timestamps, starting_time=starting_time, offset=offset, rate=rate, comments=comments, description=description, control=control, control_description=control_description, device=device, ) if nwbfile is not None: nwbfile.add_acquisition(one_photon_series) return one_photon_series def mock_TwoPhotonSeries( name: Optional[str] = None, imaging_plane: Optional[ImagingPlane] = None, data=None, rate=50.0, unit="n.a.", format=None, field_of_view=None, pmt_gain=None, scan_line_rate=None, external_file=None, starting_frame=[0], bits_per_pixel=None, dimension=None, resolution=-1.0, conversion=1.0, offset=0.0, timestamps=None, starting_time=None, comments="no comments", description="no description", control=None, control_description=None, device=None, nwbfile: Optional[NWBFile] = None, ) -> TwoPhotonSeries: two_photon_series = TwoPhotonSeries( name=name if name is not None else name_generator("TwoPhotonSeries"), imaging_plane=imaging_plane or mock_ImagingPlane(nwbfile=nwbfile), data=data if data is not None else np.ones((20, 5, 5)), unit=unit, format=format, field_of_view=field_of_view, pmt_gain=pmt_gain, scan_line_rate=scan_line_rate, external_file=external_file, starting_frame=starting_frame, bits_per_pixel=bits_per_pixel, dimension=dimension, resolution=resolution, conversion=conversion, timestamps=timestamps, starting_time=starting_time, rate=rate, comments=comments, description=description, control=control, control_description=control_description, device=device, offset=offset, ) if nwbfile is not None: nwbfile.add_acquisition(two_photon_series) return two_photon_series def mock_PlaneSegmentation( description: str = "no description", imaging_plane: Optional[ImagingPlane] = None, name: Optional[str] = None, reference_images=None, n_rois: int = 5, nwbfile: Optional[NWBFile] = None, ) -> PlaneSegmentation: plane_segmentation = PlaneSegmentation( description=description, imaging_plane=imaging_plane or mock_ImagingPlane(nwbfile=nwbfile), name=name if name is not None else name_generator("PlaneSegmentation"), reference_images=reference_images, ) for _ in range(n_rois): plane_segmentation.add_roi(image_mask=np.zeros((10, 10))) if nwbfile is not None: if "ophys" not in nwbfile.processing: nwbfile.create_processing_module("ophys", "ophys") nwbfile.processing["ophys"].add(plane_segmentation) return plane_segmentation def mock_ImageSegmentation( plane_segmentations: Optional[Sequence[PlaneSegmentation]] = None, name: Optional[str] = None, nwbfile: Optional[NWBFile] = None ) -> ImageSegmentation: image_segmentation = ImageSegmentation( plane_segmentations=plane_segmentations or [mock_PlaneSegmentation(nwbfile=nwbfile)], name=name or name_generator("ImageSegmentation"), ) if nwbfile is not None: if "ophys" not in nwbfile.processing: nwbfile.create_processing_module("ophys", "ophys") nwbfile.processing["ophys"].add(image_segmentation) return image_segmentation def mock_RoiResponseSeries( name: Optional[str] = None, data=None, unit: str = "n.a.", rois=None, resolution=-1.0, conversion=1.0, timestamps=None, starting_time=None, rate=50.0, comments="no comments", description="no description", control=None, control_description=None, n_rois=None, plane_segmentation: Optional[PlaneSegmentation] = None, nwbfile: Optional[NWBFile] = None, ) -> RoiResponseSeries: if data is not None: if n_rois is not None and n_rois != data.shape[1]: raise ValueError("Argument conflict: n_rois does not match second dimension of data.") n_rois = data.shape[1] else: n_rois = 5 plane_seg = plane_segmentation or mock_PlaneSegmentation(n_rois=n_rois, nwbfile=nwbfile) roi_response_series = RoiResponseSeries( name=name if name is not None else name_generator("RoiResponseSeries"), data=data if data is not None else np.ones((30, n_rois)), unit=unit, rois=rois or DynamicTableRegion( name="rois", description="rois", table=plane_seg, data=list(range(n_rois)), ), resolution=resolution, conversion=conversion, timestamps=timestamps, starting_time=starting_time, rate=rate, comments=comments, description=description, control=control, control_description=control_description, ) if nwbfile is not None: if "ophys" not in nwbfile.processing: nwbfile.create_processing_module("ophys", "ophys") if plane_seg.name not in nwbfile.processing["ophys"].data_interfaces: nwbfile.processing["ophys"].add(plane_seg) nwbfile.processing["ophys"].add(roi_response_series) return roi_response_series def mock_DfOverF( roi_response_series: Optional[RoiResponseSeries] = None, name: Optional[str] = None, nwbfile: Optional[NWBFile] = None ) -> DfOverF: df_over_f = DfOverF( name=name if name is not None else name_generator("DfOverF"), ) plane_seg = mock_PlaneSegmentation(nwbfile=nwbfile) if nwbfile is not None: if "ophys" not in nwbfile.processing: nwbfile.create_processing_module("ophys", "ophys") nwbfile.processing["ophys"].add(df_over_f) else: pm = ProcessingModule(name="ophys", description="ophys") pm.add(plane_seg) pm.add(df_over_f) df_over_f.add_roi_response_series( roi_response_series or mock_RoiResponseSeries(nwbfile=nwbfile, plane_segmentation=plane_seg) ) return df_over_f def mock_Fluorescence( roi_response_series: Optional[Sequence[RoiResponseSeries]] = None, name: Optional[str] = None, nwbfile: Optional[NWBFile] = None, ) -> Fluorescence: fluorescence = Fluorescence( name=name if name is not None else name_generator("Fluorescence"), ) plane_seg = mock_PlaneSegmentation(nwbfile=nwbfile) if nwbfile is not None: if "ophys" not in nwbfile.processing: nwbfile.create_processing_module("ophys", "ophys") nwbfile.processing["ophys"].add(fluorescence) else: pm = ProcessingModule(name="ophys", description="ophys") pm.add(plane_seg) pm.add(fluorescence) fluorescence.add_roi_response_series( roi_response_series or mock_RoiResponseSeries(nwbfile=nwbfile, plane_segmentation=plane_seg) ) return fluorescence pynwb-2.8.2/src/pynwb/testing/mock/utils.py0000644000000000000000000000124113615410400015646 0ustar00name_generator_registry = dict() def name_generator(name): """ Returns unique names of neurodata types using an incrementing number. The first time you pass "TimeSeries" it returns "TimeSeries". The second time, it returns "TimeSeries2", the third time it returns "TimeSeries3", etc. Parameters ---------- name: str name of neurodata_type, e.g. TimeSeries Returns ------- name of neurodata_object: str """ if name not in name_generator_registry: name_generator_registry[name] = 1 return name else: name_generator_registry[name] += 1 return f"{name}{name_generator_registry[name]}" pynwb-2.8.2/tests/__init__.py0000644000000000000000000000000013615410400013043 0ustar00pynwb-2.8.2/tests/back_compat/1.0.2_nwbfile.nwb0000644000000000000000000003140013615410400016061 0ustar00HDF  3` TREEHP/HEAP`-HhTREEHEAPXPSNOD Hh(Pp PH0XxPp TREEHEAPX P 0 TREEHEAPXP P TREE(HEAPX(presentationtemplates0TREEHEAPXPSNODhpTREEHEAPXPXxTREEHEAPXP @help=1"]x GCOL 2019-11-27T17:28:27.611843-08:00ADDMEADDME 2019-11-27T17:28:27.610392-08:00 2019-11-27T17:28:27.610392-08:00=an NWB:N file for storing cellular-based neurophysiology data2.0bcore NWBFile2"]2"]2"]acquisitionanalysisprocessingstimulusgeneralfile_create_dateidentifiersession_descriptionsession_start_timetimestamps_reference_timeSNODh*(  0 x+,8  02"] H nwb_version H namespace Hneurodata_type   pynwb-2.8.2/tests/back_compat/1.0.2_str_experimenter.nwb0000644000000000000000000003642013615410400020041 0ustar00HDF  =` TREEH:HEAP`H0HhTREEHEAPXPSNOD Hh(Pp P,H0XxPp TREEHEAPX P 0 TREEHEAPXP P TREE(HEAPX(presentationtemplates0TREEHEAPXPSNODhpTREEHEAPXPXxTREE*HEAPXexperimenter@ @help=<"]GCOLone experimenter 2019-11-27T17:28:27.944667-08:00ADDMEADDME 2019-11-27T17:28:27.943534-08:00 2019-11-27T17:28:27.943534-08:00=an NWB:N file for storing cellular-based neurophysiology data2.0b core NWBFilexSNOD2"]x2"]2"]2"]acquisitionanalysisprocessingstimulusgeneralfile_create_dateidentifiersession_descriptionsession_start_timetimestamps_reference_time3"]   SNODh-(  0 x(.8/8  1 H nwb_version H namespace Hneurodata_type pynwb-2.8.2/tests/back_compat/1.0.2_str_pub.nwb0000644000000000000000000003642013615410400016120 0ustar00HDF  =` TREEH:HEAP`H0HhTREEHEAPXPSNOD Hh(Pp P,H0XxPp TREEHEAPX P 0 TREEHEAPXP P TREE(HEAPX(presentationtemplates0TREEHEAPXPSNODhpTREEHEAPXPXxTREE*HEAPX related_publications8 @help=<"]GCOLone publication 2019-11-27T17:28:28.258339-08:00ADDMEADDME 2019-11-27T17:28:28.257615-08:00 2019-11-27T17:28:28.257615-08:00=an NWB:N file for storing cellular-based neurophysiology data2.0b core NWBFilexSNOD2"]x2"]2"]2"]acquisitionanalysisprocessingstimulusgeneralfile_create_dateidentifiersession_descriptionsession_start_timetimestamps_reference_time3"]   SNODh-(  0 x(.8/8  1 H nwb_version H namespace Hneurodata_type pynwb-2.8.2/tests/back_compat/1.0.3_nwbfile.nwb0000644000000000000000000043022013615410400016065 0ustar00HDF  0` TREEHP/HEAP`- 0 .speclocpHhTREEHEAPXPSNOD Hh(Pp PH0XxPp TREEHEAPX P 0 TREEHEAPXP P TREE(HEAPX(presentationtemplates0TREEHEAPXPSNODhpTREEHEAPXPXxTREEHEAPXP @help=1:<#]x GCOL 2019-11-27T17:32:04.543292-08:00ADDMEADDME 2019-11-27T17:32:04.542259-08:00 2019-11-27T17:32:04.542259-08:00=an NWB:N file for storing cellular-based neurophysiology data2.0.2core NWBFile  {"groups":[{"datasets":[{"dtype":"float","name":"start_time","doc":"Start time of epoch, in seconds","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'start time of the epoch, in seconds'","dtype":"text","value":"start time of the epoch, in seconds"}]},{"dtype":"float","name":"stop_time","doc":"Stop time of epoch, in seconds","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'stop time of the epoch, in seconds'","dtype":"text","value":"stop time of the epoch, in seconds"}]},{"dtype":"text","name":"tags","doc":"User-defined tags that identify events. Tags are to help identify or categorize events.","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'user-defined tags'","dtype":"text","value":"user-defined tags"}]},{"name":"tags_index","doc":"Index for tags","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":[{"doc":"Start index into the TimeSeries data[] field. COMMENT: This can be used to calculate location in TimeSeries timestamp[] field","name":"idx_start","dtype":"int32"},{"doc":"Number of data samples available in this time series, during this epoch.","name":"count","dtype":"int32"},{"doc":"the TimeSeries that this index applies to","name":"timeseries","dtype":{"target_type":"TimeSeries","reftype":"object"}}],"name":"timeseries","doc":"An index into a TimeSeries object","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"name":"help","doc":"Value is 'Data on how an epoch applies to a time series'","dtype":"text","value":"Data on how an epoch applies to a time series"}]},{"name":"timeseries_index","doc":"Index for timeseries","quantity":"?","neurodata_type_inc":"VectorIndex"}],"doc":"A container for aggregating epoch data and the TimeSeries that each epoch applies to","neurodata_type_inc":"DynamicTable","neurodata_type_def":"TimeIntervals","attributes":[{"name":"help","doc":"Value is 'A general epoch object'","dtype":"text","value":"A general epoch object"},{"name":"colnames","doc":"The names of the columns in this table. This should be used to specifying an order to the columns","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table","dtype":"text"}]}]}2#]2#]2#]acquisitionanalysisprocessingstimulusgeneralfile_create_dateidentifiersession_descriptionsession_start_timetimestamps_reference_timespecificationsSNODh*(  0 x+,p:<8  02#] H nwb_version H namespace Hneurodata_type P  *xF  &xBx-xx5S#8SS x]1SSUSTREE@HEAPX=coreH=?TREE DHEAPX?2.0.2HSNODX==?ACTREEp OHEAP`HwSNOD`AAC3#]GCOL8**{"datasets":[{"doc":"An abstract data type for a dataset","neurodata_type_def":"NWBData","attributes":[{"name":"help","doc":"Short description of what this type of Interface contains.","dtype":"text"}]},{"doc":"Pointers that index data values","neurodata_type_inc":"NWBData","neurodata_type_def":"Index","attributes":[{"name":"help","doc":"a help string","dtype":"text","value":"indexes into a list of values for a list of elements"},{"name":"target","doc":"the target dataset that this index applies to","dtype":{"target_type":"NWBData","reftype":"object"}}]},{"doc":"Data values indexed by pointer","neurodata_type_inc":"NWBData","neurodata_type_def":"VectorData","attributes":[{"name":"help","doc":"a help string","dtype":"text","value":"Values for a list of elements"},{"name":"description","doc":"A short description of what these vectors are","dtype":"text"}]},{"doc":"Pointers that index data values","neurodata_type_inc":"Index","neurodata_type_def":"VectorIndex","attributes":[{"name":"target","doc":"the target dataset that this index applies to","dtype":{"target_type":"VectorData","reftype":"object"}},{"name":"help","doc":"a help string","dtype":"text","value":"indexes into a list of values for a list of elements"}]},{"shape":[null],"dims":["num_elements"],"dtype":"int","doc":"a unique identifier for each element","default_name":"element_id","neurodata_type_inc":"NWBData","neurodata_type_def":"ElementIdentifiers","attributes":[{"name":"help","doc":"a help string","dtype":"text","value":"unique identifiers for a list of elements"}]},{"dtype":"int","doc":"a region/index into a DynamicTable","neurodata_type_inc":"VectorData","neurodata_type_def":"DynamicTableRegion","attributes":[{"name":"help","doc":"value is 'a subset (i.e. slice or region) of a DynamicTable'","dtype":"text","value":"a subset (i.e. slice or region) of a DynamicTable"},{"name":"table","doc":"a reference to the DynamicTable this region applies to","dtype":{"target_type":"DynamicTable","reftype":"object"}},{"name":"description","doc":"Description of what this table region points to","dtype":"text"}]},{"shape":[[null,null],[null,null,3],[null,null,4]],"dims":[["num_x","num_y"],["num_x","num_y","(r, g, b)"],["num_x","num_y","(r, g, b, a)"]],"doc":"Image base type.","neurodata_type_inc":"NWBData","neurodata_type_def":"Image","attributes":[{"name":"help","doc":"base image (use GrayscaleImage, RGBImage, RGBAImage, etc.)","dtype":"text"},{"name":"resolution","doc":"pixels / cm","required":false,"dtype":"float"},{"name":"description","doc":"description of image","required":false,"dtype":"text"}]}],"groups":[{"doc":"An abstract data type for a generic container storing collections of data and metadata. 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Apart from a column that contains unique identifiers for each row there are no other required datasets. Users are free to add any number of VectorData objects here. Table functionality is already supported through compound types, which is analogous to storing an array-of-structs. DynamicTable can be thought of as a struct-of-arrays. This provides an alternative structure to choose from when optimizing storage for anticipated access patterns. Additionally, this type provides a way of creating a table without having to define a compound type up front. Although this convenience may be attractive, users should think carefully about how data will be accessed. DynamicTable is more appropriate for column-centric access, whereas a dataset with a compound type would be more appropriate for row-centric access. Finally, data size should also be taken into account. For small tables, performance loss may be an acceptable trade-off for the flexibility of a DynamicTable. For example, DynamicTable was originally developed for storing trial data and spike unit metadata. Both of these use cases are expected to produce relatively small tables, so the spatial locality of multiple datasets present in a DynamicTable is not expected to have a significant performance impact. Additionally, requirements of trial and unit metadata tables are sufficiently diverse that performance implications can be overlooked in favor of usability.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"DynamicTable","attributes":[{"name":"help","doc":"Value is 'A column-centric table'","dtype":"text","value":"A column-centric table"},{"name":"colnames","doc":"The names of the columns in this table. 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This field should NOT be used if the image is stored in another HDF5 file and that file is HDF5 linked to this file.","quantity":"?","attributes":[{"name":"starting_frame","doc":"Each entry is the frame number (within the full ImageSeries) of the first frame in the corresponding external_file entry. This serves as an index to what frames each file contains, allowing random access.Zero-based indexing is used. (The first element will always be zero).","dtype":"int","shape":[null],"dims":["num_files"]}]},{"dtype":"text","name":"format","doc":"Format of image. If this is 'external' then the field external_file contains the path or URL information to that file. For tiff, png, jpg, etc, the binary representation of the image is stored in data. If the format is raw then the fields bit_per_pixel and dimension are used. For raw images, only a single channel is stored (eg, red).","quantity":"?"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the HDF5 file in a raw format while other times it will be stored as an external image file in the host file system. The data field will either be binary data or empty. TimeSeries::data array structure: [frame] [y][x] or [frame][z][y][x].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries","attributes":[{"name":"help","doc":"Value is 'Storage object for time-series 2-D image data'","dtype":"text","value":"Storage object for time-series 2-D image data"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"links":[{"name":"masked_imageseries","doc":"Link to ImageSeries that mask is applied to.","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The data[] array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries","attributes":[{"name":"help","doc":"Value is 'An alpha mask that is applied to a presented visual stimulus'","dtype":"text","value":"An alpha mask that is applied to a presented visual stimulus"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"dtype":"float32","name":"distance","doc":"Distance from camera/monitor to target/eye.","quantity":"?"},{"shape":[[2],[3]],"dims":[["width|height"],["width|height|depth"]],"dtype":"float32","name":"field_of_view","doc":"Width, height and depth of image, or imaged area (meters).","quantity":"?"},{"dtype":"text","name":"orientation","doc":"Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference.","quantity":"?"}],"doc":"Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (eg, how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries","attributes":[{"name":"help","doc":"Value is 'Time-series image stack for optical recording or stimulus'","dtype":"text","value":"Time-series image stack for optical recording or stimulus"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int","name":"data","doc":"Index of the frame in the referenced ImageSeries.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0},{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","dtype":"text"}]}],"links":[{"name":"indexed_timeseries","doc":"HDF5 link to TimeSeries containing images that are indexed.","target_type":"ImageSeries"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the ImageIndexSeries is to allow a static image stack to be stored somewhere, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries","attributes":[{"name":"help","doc":"Value is 'A sequence that is generated from an existing image stack. Frames can be presented in an arbitrary order. The data[] field stores frame number in reference stack'","dtype":"text","value":"A sequence that is generated from an existing image stack. Frames can be presented in an arbitrary order. The data[] field stores frame number in reference stack"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]}]}B{"groups":[{"groups":[{"groups":[{"doc":"Any objects representing acquired data","quantity":"*","neurodata_type_inc":"NWBDataInterface"}],"name":"acquisition","doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. COMMENT: This group is read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external HDF5 files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. MORE_INFO: Acquired data includes tracking and experimental data streams (ie, everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate HDF5 file that is linked to by the file being used for processing and analysis."},{"groups":[{"doc":"Custom analysis results","quantity":"*","neurodata_type_inc":"NWBContainer"}],"name":"analysis","doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. COMMENT: To facilitate sharing analysis data between labs, the contents here should be stored in standard types (eg, INCF types) and appropriately documented. MORE_INFO: The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs."},{"groups":[{"doc":"Intermediate analysis of acquired data","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"name":"processing","doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. COMMENT: Modules are defined below. They can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. MORE_INFO: 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis. These are performed using Modules, as defined above. All modules reside in the processing group."},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"presentation","doc":"Stimuli presented during the experiment."},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"templates","doc":"Template stimuli. COMMENT: Time stamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame."}],"name":"stimulus","doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus) COMMENT: This group is read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. MORE_INFO: Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be HDF5-linked to a remote library file."},{"groups":[{"doc":"place-holder than can be extended so that lab-specific meta-data can be placed in /general","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData","attributes":[{"name":"help","doc":"Short description of what this type of NWBContainer contains.","dtype":"text"}]},{"groups":[{"doc":"One of possibly many. Information about device and device description.","quantity":"+","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Device","attributes":[{"name":"help","doc":"Value is 'A recording device e.g. amplifier'.","dtype":"text","value":"A recording device e.g. amplifier"}]}],"name":"devices","doc":"Description of hardware devices used during experiment. COMMENT: Eg, monitors, ADC boards, microscopes, etc","quantity":"?"},{"datasets":[{"dtype":"text","name":"age","doc":"Age of subject","quantity":"?"},{"dtype":"isodatetime","name":"date_of_birth","doc":"can be supplied instead of age","quantity":"?"},{"dtype":"text","name":"description","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","quantity":"?"},{"dtype":"text","name":"genotype","doc":"Genetic strain COMMENT: If absent, assume Wild Type (WT)","quantity":"?"},{"dtype":"text","name":"sex","doc":"Gender of subject","quantity":"?"},{"dtype":"text","name":"species","doc":"Species of subject","quantity":"?"},{"dtype":"text","name":"subject_id","doc":"ID of animal/person used/participating in experiment (lab convention)","quantity":"?"},{"dtype":"text","name":"weight","doc":"Weight at time of experiment, at time of surgery and at other important times","quantity":"?"}],"name":"subject","doc":"Information about the animal or person from which the data was measured.","quantity":"?","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject","attributes":[{"name":"help","doc":"Value is 'Information about the subject'","dtype":"text","value":"Information about the subject"}]},{"groups":[{"doc":"One of possibly many groups, one for each electrode group.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float","name":"x","doc":"the x coordinate of the channel location","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the x coordinate of the channel location'","dtype":"text","value":"the x coordinate of the channel location"}]},{"dtype":"float","name":"y","doc":"the y coordinate of the channel location","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the y coordinate of the channel location'","dtype":"text","value":"the y coordinate of the channel location"}]},{"dtype":"float","name":"z","doc":"the z coordinate of the channel location","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the z coordinate of the channel location'","dtype":"text","value":"the z coordinate of the channel location"}]},{"dtype":"float","name":"imp","doc":"the impedance of the channel","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the impedance of the channel'","dtype":"text","value":"the impedance of the channel"}]},{"dtype":"ascii","name":"location","doc":"the location of channel within the subject e.g. brain region","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the location of channel within the subject e.g. brain region'","dtype":"text","value":"the location of channel within the subject e.g. brain region"}]},{"dtype":"float","name":"filtering","doc":"description of hardware filtering","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'description of hardware filtering'","dtype":"text","value":"description of hardware filtering"}]},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"group","doc":"a reference to the ElectrodeGroup this electrode is a part of","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'a reference to the ElectrodeGroup this electrode is a part of'","dtype":"text","value":"a reference to the ElectrodeGroup this electrode is a part of"}]},{"dtype":"ascii","name":"group_name","doc":"name of the ElectrodeGroup this electrode is a part of","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the name of the ElectrodeGroup this electrode is a part of'","dtype":"text","value":"the name of the ElectrodeGroup this electrode is a part of"}]}],"name":"electrodes","doc":"A table of all electrodes (i.e. channels) used for recording.","quantity":"?","neurodata_type_inc":"DynamicTable"}],"name":"extracellular_ephys","doc":"Metadata related to extracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"One of possibly many. COMMENT: Name should be informative.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"name":"sweep_table","doc":"The table which groups different PatchClampSeries together.","quantity":"?","neurodata_type_inc":"SweepTable"}],"datasets":[{"dtype":"text","name":"filtering","doc":"Description of filtering used. COMMENT: Includes filtering type and parameters, frequency fall- off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","quantity":"?"}],"name":"intracellular_ephys","doc":"Metadata related to intracellular electrophysiology","quantity":"?"},{"groups":[{"doc":"One of possibly many groups describing an optogenetic stimulation site. COMMENT: Name is arbitrary but should be meaningful. Name is referenced by OptogeneticSeries.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"name":"optogenetics","doc":"Metadata describing optogenetic stimuluation","quantity":"?"},{"groups":[{"doc":"One of possibly many groups describing an imaging plane. COMMENT: Name is arbitrary but should be meaningful. It is referenced by TwoPhotonSeries and also ImageSegmentation and DfOverF interfaces.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"name":"optophysiology","doc":"Metadata related to optophysiology.","quantity":"?"}],"datasets":[{"dtype":"text","name":"data_collection","doc":"Notes about data collection and analysis.COMMENT: Can be from Methods","quantity":"?"},{"dtype":"text","name":"experiment_description","doc":"General description of the experiment.COMMENT: Can be from Methods","quantity":"?"},{"dtype":"text","name":"experimenter","doc":"Name of person who performed the experiment.COMMENT: More than one person OK. Can specify roles of different people involved.","quantity":"?"},{"dtype":"text","name":"institution","doc":"Institution(s) where experiment was performed","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","name":"keywords","doc":"Terms to search over","quantity":"?"},{"dtype":"text","name":"lab","doc":"Lab where experiment was performed","quantity":"?"},{"dtype":"text","name":"notes","doc":"Notes about the experiment. COMMENT: Things particular to this experiment","quantity":"?"},{"dtype":"text","name":"pharmacology","doc":"Description of drugs used, including how and when they were administered. COMMENT: Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","quantity":"?"},{"dtype":"text","name":"protocol","doc":"Experimental protocol, if applicable. COMMENT: E.g., include IACUC protocol.","quantity":"?"},{"dtype":"text","name":"related_publications","doc":"Publication information. COMMENT: PMID, DOI, URL, etc. If multiple, concatenate together and describe which is which. such as PMID, DOI, URL, etc","quantity":"?"},{"dtype":"text","name":"session_id","doc":"Lab-specific ID for the session.COMMENT: Only 1 session_id per file, with all time aligned to experiment start time.","quantity":"?"},{"dtype":"text","name":"slices","doc":"Description of slices, including information about preparation thickness, orientation, temperature and bath solution","quantity":"?"},{"dtype":"text","name":"source_script","doc":"Script file used to create this NWB file.","quantity":"?","attributes":[{"name":"file_name","doc":"Name of script file","dtype":"text"}]},{"dtype":"text","name":"stimulus","doc":"Notes about stimuli, such as how and where presented. COMMENT: Can be from Methods.","quantity":"?"},{"dtype":"text","name":"surgery","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery. COMMENT: Much can be copied from Methods.","quantity":"?"},{"dtype":"text","name":"virus","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","quantity":"?"}],"name":"general","doc":"Experimental metadata, including protocol, notes and description of hardware device(s). COMMENT: The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. MORE_INFO: General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them."},{"groups":[{"name":"epochs","doc":"divisions in time marking experimental stages or sub-divisions of a single recording session","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"trials","doc":"repeated experimental events that have a logical grouping","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"invalid_times","doc":"time intervals that should be removed from analysis","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"an optional additional table for describing other experimental time intervals","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"name":"intervals","doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","quantity":"?"},{"name":"units","doc":"Data about units","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","name":"file_create_date","doc":"A record of the date the file was created and of subsequent modifications. COMMENT: - The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00 - Dates stored in UTC end in \"Z\" with no timezone offset. - Date accuracy is up to milliseconds. - The file can be created after the experiment was run, so this may differ from the experiment start time. - Each modification to the nwb file adds a new entry to the array."},{"dtype":"text","name":"identifier","doc":"A unique text identifier for the file. COMMENT: Eg, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files."},{"dtype":"text","name":"session_description","doc":"One or two sentences describing the experiment and data in the file."},{"dtype":"isodatetime","name":"session_start_time","doc":"Date and time of the experiment/session start. COMMENT: - The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00 - Dates stored in UTC end in \"Z\" with no timezone offset. - Date accuracy is up to milliseconds."},{"dtype":"isodatetime","name":"timestamps_reference_time","doc":"Date and time corresponding to time zero of all timestamps. COMMENT: - The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00 - Dates stored in UTC end in \"Z\" with no timezone offset. - Date accuracy is up to milliseconds. - All times stored in the file use this time as reference (ie, time zero)."}],"name":"root","doc":"Top level of NWB file.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"name":"help","doc":"Value is 'an NWB:N file for storing cellular-based neurophysiology data'","dtype":"text","value":"an NWB:N file for storing cellular-based neurophysiology data"},{"name":"nwb_version","doc":"File version string. COMMENT: Eg, NWB-1.0.0. This will be the name of the format with trailing major, minor and patch numbers.","dtype":"text","value":"2.0.2"}]}]}-{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"Values of each feature at each time.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"feature_units","doc":"Units of each feature.","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"features","doc":"Description of the features represented in TimeSeries::data."}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries","attributes":[{"name":"help","doc":"Value is 'Features of an applied stimulus. This is useful when storing the raw stimulus is impractical'","dtype":"text","value":"Features of an applied stimulus. This is useful when storing the raw stimulus is impractical"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","name":"data","doc":"Annotations made during an experiment.","attributes":[{"name":"resolution","doc":"Value is -1.0","dtype":"float","value":-1.0},{"name":"unit","doc":"Value is 'n/a'","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores, eg, user annotations made during an experiment. The TimeSeries::data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries","attributes":[{"name":"help","doc":"Value is 'Time-stamped annotations about an experiment'","dtype":"text","value":"Time-stamped annotations about an experiment"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","name":"data","doc":">0 if interval started, <0 if interval ended.","attributes":[{"name":"resolution","doc":"Value is -1.0","dtype":"float","value":-1.0},{"name":"unit","doc":"Value is 'n/a'","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries","attributes":[{"name":"help","doc":"Value is 'Stores the start and stop times for events'","dtype":"text","value":"Stores the start and stop times for events"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"groups":[{"datasets":[{"dtype":"text","name":"band_name","doc":"the name of the band e.g. theta","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the name of the band e.g. theta'","dtype":"text","value":"the name of the band e.g. theta"}]},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float","name":"band_limits","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center'","dtype":"text","value":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center"}]},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_mean","doc":"The mean Gaussian filters in Hz","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"The mean Gaussian filters in Hz","dtype":"text","value":"The mean Gaussian filters in Hz"}]},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_stdev","doc":"The standard devaition of Gaussian filters in Hz","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"The standard devaition of Gaussian filters in Hz","dtype":"text","value":"The standard devaition of Gaussian filters in Hz"}]}],"name":"bands","doc":"A table for describing the bands that this series was generated from. There should be one row in this table for each band","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","name":"data","doc":"The data goes here","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0},{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","dtype":"text"}]},{"dtype":"text","name":"metric","doc":"recommended: phase, amplitude, power"}],"links":[{"name":"source_timeseries","doc":"HDF5 link to TimesSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here","target_type":"TimeSeries","quantity":"?"}],"doc":"Holds spectral analysis of a timeseries. For instance of LFP or a speech signal","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries","attributes":[{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"},{"name":"help","doc":"Value is 'General time series object'","dtype":"text","value":"General time series object"}]},{"datasets":[{"name":"spike_times_index","doc":"the index into the spike_times dataset","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"double","name":"spike_times","doc":"the spike times for each unit","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"obs_intervals_index","doc":"the index into the obs_intervals dataset","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"double","name":"obs_intervals","doc":"the observation intervals for each unit","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"electrodes_index","doc":"the index into electrodes","quantity":"?","neurodata_type_inc":"VectorIndex"},{"name":"electrodes","doc":"the electrode that each spike unit came from","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"electrode_group","doc":"the electrode group that each spike unit came from","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_mean","doc":"the spike waveform mean for each spike unit","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_sd","doc":"the spike waveform standard deviation for each spike unit","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units","attributes":[{"name":"help","doc":"Value is 'Data about spiking units'","dtype":"text","value":"Data about spiking units"},{"name":"colnames","doc":"The names of the columns in this table. This should be used to specifying an order to the columns","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table","dtype":"text"}]}]}{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"2-D array storing position or direction relative to some reference frame.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"meter"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]},{"dtype":"text","name":"reference_frame","doc":"Description defining what exactly 'straight-ahead' means.","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries","attributes":[{"name":"help","doc":"Value is: Stores points in space over time. The data[] array structure is [num samples][num spatial dimensions]","dtype":"text","value":"Stores points in space over time. The data[] array structure is [num samples][num spatial dimensions]"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs","attributes":[{"name":"help","doc":"Value is 'General container for storing behavioral epochs'","dtype":"text","value":"General container for storing behavioral epochs"}]},{"groups":[{"doc":"TimeSeries object containing irregular behavioral events","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents","attributes":[{"name":"help","doc":"Value is 'Position data, whether along the x, xy or xyz axis'","dtype":"text","value":"Position data, whether along the x, xy or xyz axis"}]},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data.See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries","attributes":[{"name":"help","doc":"Value is 'General container for storing continuously sampled behavioral data.'","dtype":"text","value":"General container for storing continuously sampled behavioral data."}]},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking","attributes":[{"name":"help","doc":"Value is 'Eye-tracking data, representing pupil size'","dtype":"text","value":"Eye-tracking data, representing pupil size"}]},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking","attributes":[{"name":"help","doc":"Value is 'Eye-tracking data, representing direction of gaze'","dtype":"text","value":"Eye-tracking data, representing direction of gaze"}]},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection","attributes":[{"name":"help","doc":"Value is 'Direction as measured radially. Spatial series reference frame should indicate which direction corresponds to zero and what is the direction of positive rotation'","dtype":"text","value":"Direction as measured radially. Spatial series reference frame should indicate which direction corresponds to zero and what is the direction of positive rotation"}]},{"groups":[{"doc":"SpatialSeries object containing position data","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position","attributes":[{"name":"help","doc":"Value is 'Position data, whether along the x, xy or xyz axis'","dtype":"text","value":"Position data, whether along the x, xy or xyz axis"}]}]}S {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Applied power for optogenetic stimulus.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"watt"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]}],"links":[{"name":"site","doc":"link to OptogeneticStimulusSite group that describes the site to which this stimulus was applied","target_type":"OptogeneticStimulusSite"}],"doc":"Optogenetic stimulus. The data[] field is in unit of watts.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries","attributes":[{"name":"help","doc":"Value is 'Optogenetic stimulus'","dtype":"text","value":"Optogenetic stimulus"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Description of site"},{"dtype":"float","name":"excitation_lambda","doc":"Excitation wavelength in nm"},{"dtype":"text","name":"location","doc":"Location of stimulation site"}],"links":[{"name":"device","doc":"Device that generated the stimulus","target_type":"Device"}],"doc":"One of possibly many groups describing an optogenetic stimulation site. COMMENT: Name is arbitrary but should be meaningful. Name is referenced by OptogeneticSeries","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite","attributes":[{"name":"help","doc":"Value is 'Metadata about an optogenetic stimulus site'","dtype":"text","value":"Metadata about an optogenetic stimulus site"}]}]}`3#]p3#]3#]SNOD8txM(sH(uNhPxQ3#]3#]3#]GCOL5{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Recorded voltage data.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"volt"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]},{"name":"electrodes","doc":"the electrodes that this series was generated from","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Stores acquired voltage data from extracellular recordings. The data field of an ElectricalSeries is an int or float array storing data in Volts. TimeSeries::data array structure: :blue:`[num times] [num channels] (or [num_times] for single electrode).`","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"name":"help","doc":"Value is 'Stores acquired voltage data from extracellular recordings'","dtype":"text","value":"Stores acquired voltage data from extracellular recordings"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Spike waveforms.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"volt"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","name":"timestamps","doc":"Timestamps for samples stored in data.COMMENT: Timestamps here have all been corrected to the common experiment master-clock. Time is stored as seconds and all timestamps are relative to experiment start time. This is added here so that the timestamps is required for SpikeEventTimes.","attributes":[{"name":"interval","doc":"Value is '1'","dtype":"int32","value":1},{"name":"unit","doc":"Value is 'Seconds'","dtype":"text","value":"Seconds"}]}],"doc":"Stores 'snapshots' of spike events (i.e., threshold crossings) in data. This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describing how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries","attributes":[{"name":"help","doc":"Value is 'Snapshots of spike events from data.'","dtype":"text","value":"Snapshots of spike events from data."},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"dtype":"text","name":"waveform_filtering","doc":"Filtering applied to data before generating mean/sd"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_mean","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_sd","doc":"Stdev of waveforms for each cluster, using the same indices as in mean"}],"links":[{"name":"clustering_interface","doc":"HDF5 link to Clustering interface that was the source of the clustered data","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms","attributes":[{"name":"help","doc":"Value is 'Mean waveform shape of clusters. Waveforms should be high-pass filtered (ie, not the same bandpass filter used waveform analysis and clustering)'","dtype":"text","value":"DEPRECATED Mean waveform shape of clusters. Waveforms should be high-pass filtered (ie, not the same bandpass filter used waveform analysis and clustering)"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)"},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"num","doc":"Cluster number of each event"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","name":"peak_over_rms","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric)."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module."}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering","attributes":[{"name":"help","doc":"Value is 'Clustered spike data, whether from automatic clustering tools (eg, klustakwik) or as a result of manual sorting'","dtype":"text","value":"DEPRECATED Clustered spike data, whether from automatic clustering tools (eg, klustakwik) or as a result of manual sorting"}]},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","name":"description","doc":"Description of features (eg, ''PC1'') for each of the extracted features."},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","name":"features","doc":"Multi-dimensional array of features extracted from each event."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of events that features correspond to (can be a link)."},{"name":"electrodes","doc":"the electrodes that this series was generated from","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEvent TimeSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction","attributes":[{"name":"help","doc":"Value is 'Container for salient features of detected events'","dtype":"text","value":"Container for salient features of detected events"}]},{"datasets":[{"dtype":"text","name":"detection_method","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values."},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"source_idx","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. Module description should define what is meant by time of event (e.g., .25msec before action potential peak, zero-crossing time, etc). The index points to each event from the raw data"},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Timestamps of events, in Seconds","attributes":[{"name":"unit","doc":"The string ''Seconds''","required":false,"dtype":"text","default_value":"Seconds"}]}],"links":[{"name":"source_electricalseries","doc":"HDF5 link to ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to mandate that information be stored here","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection","attributes":[{"name":"help","doc":"Value is 'Detected spike events from voltage trace(s)'","dtype":"text","value":"Detected spike events from voltage trace(s)"}]},{"groups":[{"doc":"SpikeEventSeries object containing detected spike event waveforms","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform","attributes":[{"name":"help","doc":"Value is 'Waveform of detected extracellularly recorded spike events'","dtype":"text","value":"Waveform of detected extracellularly recorded spike events"}]},{"groups":[{"doc":"ElectricalSeries object containing filtered electrophysiology data","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Ephys data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys","attributes":[{"name":"help","doc":"Value is 'Ephys data from one or more channels that is subjected to filtering, such as for gamma or theta oscillations (LFP has its own interface). Filter properties should be noted in the ElectricalSeries'","dtype":"text","value":"Ephys data from one or more channels that is subjected to filtering, such as for gamma or theta oscillations (LFP has its own interface). Filter properties should be noted in the ElectricalSeries"}]},{"groups":[{"doc":"ElectricalSeries object containing LFP data for one or more channels","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries description or comments field.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP","attributes":[{"name":"help","doc":"Value is 'LFP data from one or more channels. Filter properties should be noted in the ElectricalSeries'","dtype":"text","value":"LFP data from one or more channels. Filter properties should be noted in the ElectricalSeries"}]},{"links":[{"name":"device","doc":"the device that was used to record from this electrode group","target_type":"Device","quantity":"?"}],"doc":"One of possibly many groups, one for each electrode group.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"name":"help","doc":"Value is 'Metadata about a physical grouping of channels'","dtype":"text","value":"A physical grouping of channels"},{"name":"description","doc":"description of this electrode group","dtype":"text"},{"name":"location","doc":"description of location of this electrode group","dtype":"text"}]}]}#8{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Recorded voltage or current.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0},{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","dtype":"text"}]},{"dtype":"float","name":"gain","doc":"Units: Volt/Amp (v-clamp) or Volt/Volt (c-clamp)","quantity":"?"}],"links":[{"name":"electrode","doc":"link to IntracellularElectrode group that describes th electrode that was used to apply or record this data","target_type":"IntracellularElectrode"}],"doc":"Stores stimulus or response current or voltage. Superclass definition for patch-clamp data (this class should not be instantiated directly).","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"name":"help","doc":"Value is 'Superclass definition for patch-clamp data'","dtype":"text","value":"Superclass definition for patch-clamp data"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"dtype":"float32","name":"bias_current","doc":"Unit: Amp","quantity":"?"},{"dtype":"float32","name":"bridge_balance","doc":"Unit: Ohm","quantity":"?"},{"dtype":"float32","name":"capacitance_compensation","doc":"Unit: Farad","quantity":"?"}],"doc":"Stores voltage data recorded from intracellular current-clamp recordings. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries","attributes":[{"name":"help","doc":"Value is 'Voltage recorded from cell during current-clamp recording'","dtype":"text","value":"Voltage recorded from cell during current-clamp recording"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"doc":"Stores recorded voltage data from intracellular recordings when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"name":"help","doc":"Value is 'Voltage from intracellular recordings when all current and amplifier settings are off'","dtype":"text","value":"Voltage from intracellular recordings when all current and amplifier settings are off"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"doc":"Aliases to standard PatchClampSeries. Its functionality is to better tag PatchClampSeries for machine (and human) readability of the file.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampStimulusSeries","attributes":[{"name":"help","doc":"Value is 'Stimulus current applied during current clamp recording'","dtype":"text","value":"Stimulus current applied during current clamp recording"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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Sometimes the image data is stored in the HDF5 file in a raw format while other times it will be stored as an external image file in the host file system. The data field will either be binary data or empty. TimeSeries::data array structure: [frame] [y][x] or [frame][z][y][x].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries","attributes":[{"name":"help","doc":"Value is 'Storage object for time-series 2-D image data'","dtype":"text","value":"Storage object for time-series 2-D image data"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"links":[{"name":"masked_imageseries","doc":"Link to ImageSeries that mask is applied to.","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The data[] array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries","attributes":[{"name":"help","doc":"Value is 'An alpha mask that is applied to a presented visual stimulus'","dtype":"text","value":"An alpha mask that is applied to a presented visual stimulus"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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When the image is presented as stimulus, additional data is required, such as field of view (eg, how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries","attributes":[{"name":"help","doc":"Value is 'Time-series image stack for optical recording or stimulus'","dtype":"text","value":"Time-series image stack for optical recording or stimulus"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0},{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","dtype":"text"}]}],"links":[{"name":"indexed_timeseries","doc":"HDF5 link to TimeSeries containing images that are indexed.","target_type":"ImageSeries"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the ImageIndexSeries is to allow a static image stack to be stored somewhere, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries","attributes":[{"name":"help","doc":"Value is 'A sequence that is generated from an existing image stack. Frames can be presented in an arbitrary order. The data[] field stores frame number in reference stack'","dtype":"text","value":"A sequence that is generated from an existing image stack. Frames can be presented in an arbitrary order. The data[] field stores frame number in reference stack"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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MORE_INFO: Acquired data includes tracking and experimental data streams (ie, everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate HDF5 file that is linked to by the file being used for processing and analysis."},{"groups":[{"doc":"Custom analysis results","quantity":"*","neurodata_type_inc":"NWBContainer"}],"name":"analysis","doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. COMMENT: To facilitate sharing analysis data between labs, the contents here should be stored in standard types (eg, INCF types) and appropriately documented. MORE_INFO: The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs."},{"groups":[{"doc":"Intermediate analysis of acquired data","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"name":"processing","doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. COMMENT: Modules are defined below. They can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. MORE_INFO: 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis. These are performed using Modules, as defined above. All modules reside in the processing group."},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"presentation","doc":"Stimuli presented during the experiment."},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"templates","doc":"Template stimuli. COMMENT: Time stamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame."}],"name":"stimulus","doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus) COMMENT: This group is read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. MORE_INFO: Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be HDF5-linked to a remote library file."},{"groups":[{"doc":"place-holder than can be extended so that lab-specific meta-data can be placed in /general","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData","attributes":[{"name":"help","doc":"Short description of what this type of NWBContainer contains.","dtype":"text"}]},{"groups":[{"doc":"One of possibly many. Information about device and device description.","quantity":"+","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Device","attributes":[{"name":"help","doc":"Value is 'A recording device e.g. amplifier'.","dtype":"text","value":"A recording device e.g. amplifier"}]}],"name":"devices","doc":"Description of hardware devices used during experiment. COMMENT: Eg, monitors, ADC boards, microscopes, etc","quantity":"?"},{"datasets":[{"dtype":"text","name":"age","doc":"Age of subject","quantity":"?"},{"dtype":"isodatetime","name":"date_of_birth","doc":"can be supplied instead of age","quantity":"?"},{"dtype":"text","name":"description","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","quantity":"?"},{"dtype":"text","name":"genotype","doc":"Genetic strain COMMENT: If absent, assume Wild Type (WT)","quantity":"?"},{"dtype":"text","name":"sex","doc":"Gender of subject","quantity":"?"},{"dtype":"text","name":"species","doc":"Species of subject","quantity":"?"},{"dtype":"text","name":"subject_id","doc":"ID of animal/person used/participating in experiment (lab convention)","quantity":"?"},{"dtype":"text","name":"weight","doc":"Weight at time of experiment, at time of surgery and at other important times","quantity":"?"}],"name":"subject","doc":"Information about the animal or person from which the data was measured.","quantity":"?","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject","attributes":[{"name":"help","doc":"Value is 'Information about the subject'","dtype":"text","value":"Information about the subject"}]},{"groups":[{"doc":"One of possibly many groups, one for each electrode group.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float","name":"x","doc":"the x coordinate of the channel location","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the x coordinate of the channel location'","dtype":"text","value":"the x coordinate of the channel location"}]},{"dtype":"float","name":"y","doc":"the y coordinate of the channel location","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the y coordinate of the channel location'","dtype":"text","value":"the y coordinate of the channel location"}]},{"dtype":"float","name":"z","doc":"the z coordinate of the channel location","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the z coordinate of the channel location'","dtype":"text","value":"the z coordinate of the channel location"}]},{"dtype":"float","name":"imp","doc":"the impedance of the channel","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the impedance of the channel'","dtype":"text","value":"the impedance of the channel"}]},{"dtype":"ascii","name":"location","doc":"the location of channel within the subject e.g. brain region","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the location of channel within the subject e.g. brain region'","dtype":"text","value":"the location of channel within the subject e.g. brain region"}]},{"dtype":"float","name":"filtering","doc":"description of hardware filtering","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'description of hardware filtering'","dtype":"text","value":"description of hardware filtering"}]},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"group","doc":"a reference to the ElectrodeGroup this electrode is a part of","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'a reference to the ElectrodeGroup this electrode is a part of'","dtype":"text","value":"a reference to the ElectrodeGroup this electrode is a part of"}]},{"dtype":"ascii","name":"group_name","doc":"name of the ElectrodeGroup this electrode is a part of","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the name of the ElectrodeGroup this electrode is a part of'","dtype":"text","value":"the name of the ElectrodeGroup this electrode is a part of"}]}],"name":"electrodes","doc":"A table of all electrodes (i.e. channels) used for recording.","quantity":"?","neurodata_type_inc":"DynamicTable"}],"name":"extracellular_ephys","doc":"Metadata related to extracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"One of possibly many. COMMENT: Name should be informative.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"name":"sweep_table","doc":"The table which groups different PatchClampSeries together.","quantity":"?","neurodata_type_inc":"SweepTable"}],"datasets":[{"dtype":"text","name":"filtering","doc":"Description of filtering used. COMMENT: Includes filtering type and parameters, frequency fall- off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","quantity":"?"}],"name":"intracellular_ephys","doc":"Metadata related to intracellular electrophysiology","quantity":"?"},{"groups":[{"doc":"One of possibly many groups describing an optogenetic stimulation site. COMMENT: Name is arbitrary but should be meaningful. Name is referenced by OptogeneticSeries.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"name":"optogenetics","doc":"Metadata describing optogenetic stimuluation","quantity":"?"},{"groups":[{"doc":"One of possibly many groups describing an imaging plane. COMMENT: Name is arbitrary but should be meaningful. It is referenced by TwoPhotonSeries and also ImageSegmentation and DfOverF interfaces.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"name":"optophysiology","doc":"Metadata related to optophysiology.","quantity":"?"}],"datasets":[{"dtype":"text","name":"data_collection","doc":"Notes about data collection and analysis.COMMENT: Can be from Methods","quantity":"?"},{"dtype":"text","name":"experiment_description","doc":"General description of the experiment.COMMENT: Can be from Methods","quantity":"?"},{"dtype":"text","name":"experimenter","doc":"Name of person who performed the experiment.COMMENT: More than one person OK. Can specify roles of different people involved.","quantity":"?"},{"dtype":"text","name":"institution","doc":"Institution(s) where experiment was performed","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","name":"keywords","doc":"Terms to search over","quantity":"?"},{"dtype":"text","name":"lab","doc":"Lab where experiment was performed","quantity":"?"},{"dtype":"text","name":"notes","doc":"Notes about the experiment. COMMENT: Things particular to this experiment","quantity":"?"},{"dtype":"text","name":"pharmacology","doc":"Description of drugs used, including how and when they were administered. COMMENT: Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","quantity":"?"},{"dtype":"text","name":"protocol","doc":"Experimental protocol, if applicable. COMMENT: E.g., include IACUC protocol.","quantity":"?"},{"dtype":"text","name":"related_publications","doc":"Publication information. COMMENT: PMID, DOI, URL, etc. If multiple, concatenate together and describe which is which. such as PMID, DOI, URL, etc","quantity":"?"},{"dtype":"text","name":"session_id","doc":"Lab-specific ID for the session.COMMENT: Only 1 session_id per file, with all time aligned to experiment start time.","quantity":"?"},{"dtype":"text","name":"slices","doc":"Description of slices, including information about preparation thickness, orientation, temperature and bath solution","quantity":"?"},{"dtype":"text","name":"source_script","doc":"Script file used to create this NWB file.","quantity":"?","attributes":[{"name":"file_name","doc":"Name of script file","dtype":"text"}]},{"dtype":"text","name":"stimulus","doc":"Notes about stimuli, such as how and where presented. COMMENT: Can be from Methods.","quantity":"?"},{"dtype":"text","name":"surgery","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery. COMMENT: Much can be copied from Methods.","quantity":"?"},{"dtype":"text","name":"virus","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","quantity":"?"}],"name":"general","doc":"Experimental metadata, including protocol, notes and description of hardware device(s). COMMENT: The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. MORE_INFO: General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them."},{"groups":[{"name":"epochs","doc":"divisions in time marking experimental stages or sub-divisions of a single recording session","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"trials","doc":"repeated experimental events that have a logical grouping","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"invalid_times","doc":"time intervals that should be removed from analysis","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"an optional additional table for describing other experimental time intervals","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"name":"intervals","doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","quantity":"?"},{"name":"units","doc":"Data about units","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","name":"file_create_date","doc":"A record of the date the file was created and of subsequent modifications. COMMENT: - The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00 - Dates stored in UTC end in \"Z\" with no timezone offset. - Date accuracy is up to milliseconds. - The file can be created after the experiment was run, so this may differ from the experiment start time. - Each modification to the nwb file adds a new entry to the array."},{"dtype":"text","name":"identifier","doc":"A unique text identifier for the file. COMMENT: Eg, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files."},{"dtype":"text","name":"session_description","doc":"One or two sentences describing the experiment and data in the file."},{"dtype":"isodatetime","name":"session_start_time","doc":"Date and time of the experiment/session start. COMMENT: - The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00 - Dates stored in UTC end in \"Z\" with no timezone offset. - Date accuracy is up to milliseconds."},{"dtype":"isodatetime","name":"timestamps_reference_time","doc":"Date and time corresponding to time zero of all timestamps. COMMENT: - The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00 - Dates stored in UTC end in \"Z\" with no timezone offset. - Date accuracy is up to milliseconds. - All times stored in the file use this time as reference (ie, time zero)."}],"name":"root","doc":"Top level of NWB file.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"name":"help","doc":"Value is 'an NWB:N file for storing cellular-based neurophysiology data'","dtype":"text","value":"an NWB:N file for storing cellular-based neurophysiology data"},{"name":"nwb_version","doc":"File version string. COMMENT: Eg, NWB-1.0.0. This will be the name of the format with trailing major, minor and patch numbers.","dtype":"text","value":"2.0.2"}]}]}-{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"Values of each feature at each time.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"feature_units","doc":"Units of each feature.","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"features","doc":"Description of the features represented in TimeSeries::data."}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries","attributes":[{"name":"help","doc":"Value is 'Features of an applied stimulus. This is useful when storing the raw stimulus is impractical'","dtype":"text","value":"Features of an applied stimulus. This is useful when storing the raw stimulus is impractical"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","name":"data","doc":"Annotations made during an experiment.","attributes":[{"name":"resolution","doc":"Value is -1.0","dtype":"float","value":-1.0},{"name":"unit","doc":"Value is 'n/a'","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores, eg, user annotations made during an experiment. The TimeSeries::data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries","attributes":[{"name":"help","doc":"Value is 'Time-stamped annotations about an experiment'","dtype":"text","value":"Time-stamped annotations about an experiment"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","name":"data","doc":">0 if interval started, <0 if interval ended.","attributes":[{"name":"resolution","doc":"Value is -1.0","dtype":"float","value":-1.0},{"name":"unit","doc":"Value is 'n/a'","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries","attributes":[{"name":"help","doc":"Value is 'Stores the start and stop times for events'","dtype":"text","value":"Stores the start and stop times for events"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"groups":[{"datasets":[{"dtype":"text","name":"band_name","doc":"the name of the band e.g. theta","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the name of the band e.g. theta'","dtype":"text","value":"the name of the band e.g. theta"}]},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float","name":"band_limits","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center'","dtype":"text","value":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center"}]},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_mean","doc":"The mean Gaussian filters in Hz","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"The mean Gaussian filters in Hz","dtype":"text","value":"The mean Gaussian filters in Hz"}]},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_stdev","doc":"The standard devaition of Gaussian filters in Hz","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"The standard devaition of Gaussian filters in Hz","dtype":"text","value":"The standard devaition of Gaussian filters in Hz"}]}],"name":"bands","doc":"A table for describing the bands that this series was generated from. There should be one row in this table for each band","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","name":"data","doc":"The data goes here","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0},{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","dtype":"text"}]},{"dtype":"text","name":"metric","doc":"recommended: phase, amplitude, power"}],"links":[{"name":"source_timeseries","doc":"HDF5 link to TimesSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here","target_type":"TimeSeries","quantity":"?"}],"doc":"Holds spectral analysis of a timeseries. For instance of LFP or a speech signal","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries","attributes":[{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"},{"name":"help","doc":"Value is 'General time series object'","dtype":"text","value":"General time series object"}]},{"datasets":[{"name":"spike_times_index","doc":"the index into the spike_times dataset","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"double","name":"spike_times","doc":"the spike times for each unit","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"obs_intervals_index","doc":"the index into the obs_intervals dataset","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"double","name":"obs_intervals","doc":"the observation intervals for each unit","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"electrodes_index","doc":"the index into electrodes","quantity":"?","neurodata_type_inc":"VectorIndex"},{"name":"electrodes","doc":"the electrode that each spike unit came from","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"electrode_group","doc":"the electrode group that each spike unit came from","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_mean","doc":"the spike waveform mean for each spike unit","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_sd","doc":"the spike waveform standard deviation for each spike unit","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units","attributes":[{"name":"help","doc":"Value is 'Data about spiking units'","dtype":"text","value":"Data about spiking units"},{"name":"colnames","doc":"The names of the columns in this table. This should be used to specifying an order to the columns","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table","dtype":"text"}]}]}{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"2-D array storing position or direction relative to some reference frame.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"meter"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]},{"dtype":"text","name":"reference_frame","doc":"Description defining what exactly 'straight-ahead' means.","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries","attributes":[{"name":"help","doc":"Value is: Stores points in space over time. The data[] array structure is [num samples][num spatial dimensions]","dtype":"text","value":"Stores points in space over time. The data[] array structure is [num samples][num spatial dimensions]"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs","attributes":[{"name":"help","doc":"Value is 'General container for storing behavioral epochs'","dtype":"text","value":"General container for storing behavioral epochs"}]},{"groups":[{"doc":"TimeSeries object containing irregular behavioral events","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents","attributes":[{"name":"help","doc":"Value is 'Position data, whether along the x, xy or xyz axis'","dtype":"text","value":"Position data, whether along the x, xy or xyz axis"}]},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data.See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries","attributes":[{"name":"help","doc":"Value is 'General container for storing continuously sampled behavioral data.'","dtype":"text","value":"General container for storing continuously sampled behavioral data."}]},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking","attributes":[{"name":"help","doc":"Value is 'Eye-tracking data, representing pupil size'","dtype":"text","value":"Eye-tracking data, representing pupil size"}]},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking","attributes":[{"name":"help","doc":"Value is 'Eye-tracking data, representing direction of gaze'","dtype":"text","value":"Eye-tracking data, representing direction of gaze"}]},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection","attributes":[{"name":"help","doc":"Value is 'Direction as measured radially. Spatial series reference frame should indicate which direction corresponds to zero and what is the direction of positive rotation'","dtype":"text","value":"Direction as measured radially. Spatial series reference frame should indicate which direction corresponds to zero and what is the direction of positive rotation"}]},{"groups":[{"doc":"SpatialSeries object containing position data","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position","attributes":[{"name":"help","doc":"Value is 'Position data, whether along the x, xy or xyz axis'","dtype":"text","value":"Position data, whether along the x, xy or xyz axis"}]}]}S {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Applied power for optogenetic stimulus.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"watt"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]}],"links":[{"name":"site","doc":"link to OptogeneticStimulusSite group that describes the site to which this stimulus was applied","target_type":"OptogeneticStimulusSite"}],"doc":"Optogenetic stimulus. The data[] field is in unit of watts.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries","attributes":[{"name":"help","doc":"Value is 'Optogenetic stimulus'","dtype":"text","value":"Optogenetic stimulus"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Description of site"},{"dtype":"float","name":"excitation_lambda","doc":"Excitation wavelength in nm"},{"dtype":"text","name":"location","doc":"Location of stimulation site"}],"links":[{"name":"device","doc":"Device that generated the stimulus","target_type":"Device"}],"doc":"One of possibly many groups describing an optogenetic stimulation site. COMMENT: Name is arbitrary but should be meaningful. Name is referenced by OptogeneticSeries","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite","attributes":[{"name":"help","doc":"Value is 'Metadata about an optogenetic stimulus site'","dtype":"text","value":"Metadata about an optogenetic stimulus site"}]}]}p3#]3#]3#]SNOD8hvxPO(XuHxw`PRS3#]3#]3#]GCOL5{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Recorded voltage data.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"volt"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]},{"name":"electrodes","doc":"the electrodes that this series was generated from","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Stores acquired voltage data from extracellular recordings. The data field of an ElectricalSeries is an int or float array storing data in Volts. TimeSeries::data array structure: :blue:`[num times] [num channels] (or [num_times] for single electrode).`","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"name":"help","doc":"Value is 'Stores acquired voltage data from extracellular recordings'","dtype":"text","value":"Stores acquired voltage data from extracellular recordings"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Spike waveforms.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"volt"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","name":"timestamps","doc":"Timestamps for samples stored in data.COMMENT: Timestamps here have all been corrected to the common experiment master-clock. Time is stored as seconds and all timestamps are relative to experiment start time. This is added here so that the timestamps is required for SpikeEventTimes.","attributes":[{"name":"interval","doc":"Value is '1'","dtype":"int32","value":1},{"name":"unit","doc":"Value is 'Seconds'","dtype":"text","value":"Seconds"}]}],"doc":"Stores 'snapshots' of spike events (i.e., threshold crossings) in data. This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describing how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries","attributes":[{"name":"help","doc":"Value is 'Snapshots of spike events from data.'","dtype":"text","value":"Snapshots of spike events from data."},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"dtype":"text","name":"waveform_filtering","doc":"Filtering applied to data before generating mean/sd"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_mean","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_sd","doc":"Stdev of waveforms for each cluster, using the same indices as in mean"}],"links":[{"name":"clustering_interface","doc":"HDF5 link to Clustering interface that was the source of the clustered data","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms","attributes":[{"name":"help","doc":"Value is 'Mean waveform shape of clusters. Waveforms should be high-pass filtered (ie, not the same bandpass filter used waveform analysis and clustering)'","dtype":"text","value":"DEPRECATED Mean waveform shape of clusters. Waveforms should be high-pass filtered (ie, not the same bandpass filter used waveform analysis and clustering)"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)"},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"num","doc":"Cluster number of each event"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","name":"peak_over_rms","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric)."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module."}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering","attributes":[{"name":"help","doc":"Value is 'Clustered spike data, whether from automatic clustering tools (eg, klustakwik) or as a result of manual sorting'","dtype":"text","value":"DEPRECATED Clustered spike data, whether from automatic clustering tools (eg, klustakwik) or as a result of manual sorting"}]},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","name":"description","doc":"Description of features (eg, ''PC1'') for each of the extracted features."},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","name":"features","doc":"Multi-dimensional array of features extracted from each event."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of events that features correspond to (can be a link)."},{"name":"electrodes","doc":"the electrodes that this series was generated from","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEvent TimeSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction","attributes":[{"name":"help","doc":"Value is 'Container for salient features of detected events'","dtype":"text","value":"Container for salient features of detected events"}]},{"datasets":[{"dtype":"text","name":"detection_method","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values."},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"source_idx","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. Module description should define what is meant by time of event (e.g., .25msec before action potential peak, zero-crossing time, etc). The index points to each event from the raw data"},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Timestamps of events, in Seconds","attributes":[{"name":"unit","doc":"The string ''Seconds''","required":false,"dtype":"text","default_value":"Seconds"}]}],"links":[{"name":"source_electricalseries","doc":"HDF5 link to ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to mandate that information be stored here","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection","attributes":[{"name":"help","doc":"Value is 'Detected spike events from voltage trace(s)'","dtype":"text","value":"Detected spike events from voltage trace(s)"}]},{"groups":[{"doc":"SpikeEventSeries object containing detected spike event waveforms","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform","attributes":[{"name":"help","doc":"Value is 'Waveform of detected extracellularly recorded spike events'","dtype":"text","value":"Waveform of detected extracellularly recorded spike events"}]},{"groups":[{"doc":"ElectricalSeries object containing filtered electrophysiology data","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Ephys data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys","attributes":[{"name":"help","doc":"Value is 'Ephys data from one or more channels that is subjected to filtering, such as for gamma or theta oscillations (LFP has its own interface). Filter properties should be noted in the ElectricalSeries'","dtype":"text","value":"Ephys data from one or more channels that is subjected to filtering, such as for gamma or theta oscillations (LFP has its own interface). Filter properties should be noted in the ElectricalSeries"}]},{"groups":[{"doc":"ElectricalSeries object containing LFP data for one or more channels","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries description or comments field.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP","attributes":[{"name":"help","doc":"Value is 'LFP data from one or more channels. Filter properties should be noted in the ElectricalSeries'","dtype":"text","value":"LFP data from one or more channels. Filter properties should be noted in the ElectricalSeries"}]},{"links":[{"name":"device","doc":"the device that was used to record from this electrode group","target_type":"Device","quantity":"?"}],"doc":"One of possibly many groups, one for each electrode group.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"name":"help","doc":"Value is 'Metadata about a physical grouping of channels'","dtype":"text","value":"A physical grouping of channels"},{"name":"description","doc":"description of this electrode group","dtype":"text"},{"name":"location","doc":"description of location of this electrode group","dtype":"text"}]}]}#8{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Recorded voltage or current.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0},{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","dtype":"text"}]},{"dtype":"float","name":"gain","doc":"Units: Volt/Amp (v-clamp) or Volt/Volt (c-clamp)","quantity":"?"}],"links":[{"name":"electrode","doc":"link to IntracellularElectrode group that describes th electrode that was used to apply or record this data","target_type":"IntracellularElectrode"}],"doc":"Stores stimulus or response current or voltage. Superclass definition for patch-clamp data (this class should not be instantiated directly).","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"name":"help","doc":"Value is 'Superclass definition for patch-clamp data'","dtype":"text","value":"Superclass definition for patch-clamp data"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"dtype":"float32","name":"bias_current","doc":"Unit: Amp","quantity":"?"},{"dtype":"float32","name":"bridge_balance","doc":"Unit: Ohm","quantity":"?"},{"dtype":"float32","name":"capacitance_compensation","doc":"Unit: Farad","quantity":"?"}],"doc":"Stores voltage data recorded from intracellular current-clamp recordings. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries","attributes":[{"name":"help","doc":"Value is 'Voltage recorded from cell during current-clamp recording'","dtype":"text","value":"Voltage recorded from cell during current-clamp recording"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"doc":"Stores recorded voltage data from intracellular recordings when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"name":"help","doc":"Value is 'Voltage from intracellular recordings when all current and amplifier settings are off'","dtype":"text","value":"Voltage from intracellular recordings when all current and amplifier settings are off"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"doc":"Aliases to standard PatchClampSeries. Its functionality is to better tag PatchClampSeries for machine (and human) readability of the file.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampStimulusSeries","attributes":[{"name":"help","doc":"Value is 'Stimulus current applied during current clamp recording'","dtype":"text","value":"Stimulus current applied during current clamp recording"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"dtype":"float32","name":"capacitance_fast","doc":"Unit: Farad","quantity":"?","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"Farad"}]},{"dtype":"float32","name":"capacitance_slow","doc":"Unit: Farad","quantity":"?","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"Farad"}]},{"dtype":"float32","name":"resistance_comp_bandwidth","doc":"Unit: Hz","quantity":"?","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"Hz"}]},{"dtype":"float32","name":"resistance_comp_correction","doc":"Unit: %","quantity":"?","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"percent"}]},{"dtype":"float32","name":"resistance_comp_prediction","doc":"Unit: %","quantity":"?","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"percent"}]},{"dtype":"float32","name":"whole_cell_capacitance_comp","doc":"Unit: Farad","quantity":"?","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"Farad"}]},{"dtype":"float32","name":"whole_cell_series_resistance_comp","doc":"Unit: Ohm","quantity":"?","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"Ohm"}]}],"doc":"Stores current data recorded from intracellular voltage-clamp recordings. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampSeries","attributes":[{"name":"help","doc":"Value is 'Current recorded from cell during voltage-clamp recording'","dtype":"text","value":"Current recorded from cell during voltage-clamp recording"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"doc":"Aliases to standard PatchClampSeries. Its functionality is to better tag PatchClampSeries for machine (and human) readability of the file.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampStimulusSeries","attributes":[{"name":"help","doc":"Value is 'Stimulus voltage applied during voltage clamp recording'","dtype":"text","value":"Stimulus voltage applied during voltage clamp recording"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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Once timestamp data is calculated, the contents of 'sync' are mostly for archival purposes.","quantity":"?"}],"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"uint8","name":"control","doc":"Numerical labels that apply to each element in data[]. COMMENT: Optional field. If present, the control array should have the same number of elements as data[].","quantity":"?"},{"shape":[null],"dims":["num_control_values"],"dtype":"text","name":"control_description","doc":"Description of each control value. COMMENT: Array length should be as long as the highest number in control minus one, generating an zero-based indexed array for control values.","quantity":"?"},{"shape":[[null],[null,null],[null,null,null],[null,null,null,null]],"dims":[["num_times"],["num_times","num_DIM2"],["num_times","num_DIM2","num_DIM3"],["num_times","num_DIM2","num_DIM3","num_DIM4"]],"name":"data","doc":"Data values. Can also store binary data (eg, image frames) COMMENT: This field may be a link to data stored in an external file, especially in the case of raw data.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0},{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","dtype":"text"}]},{"dtype":"float64","name":"starting_time","doc":"The timestamp of the first sample. COMMENT: When timestamps are uniformly spaced, the timestamp of the first sample can be specified and all subsequent ones calculated from the sampling rate.","quantity":"?","attributes":[{"name":"rate","doc":"Sampling rate, in Hz COMMENT: Rate information is stored in Hz","dtype":"float32"},{"name":"unit","doc":"Value is 'Seconds'","dtype":"text","value":"Seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","name":"timestamps","doc":"Timestamps for samples stored in data.COMMENT: Timestamps here have all been corrected to the common experiment master-clock. Time is stored as seconds and all timestamps are relative to experiment start time.","quantity":"?","attributes":[{"name":"interval","doc":"Value is '1'","dtype":"int32","value":1},{"name":"unit","doc":"Value is 'Seconds'","dtype":"text","value":"Seconds"}]}],"doc":"General purpose time series.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"TimeSeries","attributes":[{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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Each interface is a contract specifying content related to a particular type of data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ProcessingModule","attributes":[{"name":"description","doc":"Description of Module","dtype":"text"},{"name":"help","doc":"Value is 'A collection of analysis outputs from processing of data'","dtype":"text","value":"A collection of analysis outputs from processing of data"}]},{"datasets":[{"doc":"Images stored in this NWBDataInterface","quantity":"+","neurodata_type_inc":"Image"}],"doc":"A NWBDataInterface for storing images that have some relationship","default_name":"Images","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Images","attributes":[{"name":"description","doc":"Description of images in this container","dtype":"text"},{"name":"help","doc":"Value is 'A collection of images that have some meaningful relationship'","dtype":"text","value":"A collection of images that have some meaningful relationship"}]},{"datasets":[{"shape":[null],"dims":["num_rows"],"dtype":"int","name":"id","doc":"The unique identifier for the rows in this dynamic table","neurodata_type_inc":"ElementIdentifiers"},{"doc":"The vector columns in this dynamic table","quantity":"*","neurodata_type_inc":"VectorData"},{"doc":"The indices for the vector columns in this dynamic table","quantity":"*","neurodata_type_inc":"VectorIndex"}],"doc":"A group containing multiple datasets that are aligned on the first dimension (Currently, this requirement if left up to APIs to check and enforce). Apart from a column that contains unique identifiers for each row there are no other required datasets. Users are free to add any number of VectorData objects here. Table functionality is already supported through compound types, which is analogous to storing an array-of-structs. DynamicTable can be thought of as a struct-of-arrays. This provides an alternative structure to choose from when optimizing storage for anticipated access patterns. Additionally, this type provides a way of creating a table without having to define a compound type up front. Although this convenience may be attractive, users should think carefully about how data will be accessed. DynamicTable is more appropriate for column-centric access, whereas a dataset with a compound type would be more appropriate for row-centric access. Finally, data size should also be taken into account. For small tables, performance loss may be an acceptable trade-off for the flexibility of a DynamicTable. For example, DynamicTable was originally developed for storing trial data and spike unit metadata. Both of these use cases are expected to produce relatively small tables, so the spatial locality of multiple datasets present in a DynamicTable is not expected to have a significant performance impact. Additionally, requirements of trial and unit metadata tables are sufficiently diverse that performance implications can be overlooked in favor of usability.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"DynamicTable","attributes":[{"name":"help","doc":"Value is 'A column-centric table'","dtype":"text","value":"A column-centric table"},{"name":"colnames","doc":"The names of the columns in this table. 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COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0},{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","dtype":"text"}]},{"shape":[null],"dims":["rank"],"dtype":"int32","name":"dimension","doc":"Number of pixels on x, y, (and z) axes.","quantity":"?"},{"shape":[null],"dims":["num_files"],"dtype":"text","name":"external_file","doc":"Path or URL to one or more external file(s). Field only present if format=external. NOTE: this is only relevant if the image is stored in the file system as one or more image file(s). This field should NOT be used if the image is stored in another HDF5 file and that file is HDF5 linked to this file.","quantity":"?","attributes":[{"name":"starting_frame","doc":"Each entry is the frame number (within the full ImageSeries) of the first frame in the corresponding external_file entry. This serves as an index to what frames each file contains, allowing random access.Zero-based indexing is used. (The first element will always be zero).","dtype":"int","shape":[null],"dims":["num_files"]}]},{"dtype":"text","name":"format","doc":"Format of image. If this is 'external' then the field external_file contains the path or URL information to that file. For tiff, png, jpg, etc, the binary representation of the image is stored in data. If the format is raw then the fields bit_per_pixel and dimension are used. For raw images, only a single channel is stored (eg, red).","quantity":"?"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the HDF5 file in a raw format while other times it will be stored as an external image file in the host file system. The data field will either be binary data or empty. TimeSeries::data array structure: [frame] [y][x] or [frame][z][y][x].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries","attributes":[{"name":"help","doc":"Value is 'Storage object for time-series 2-D image data'","dtype":"text","value":"Storage object for time-series 2-D image data"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"links":[{"name":"masked_imageseries","doc":"Link to ImageSeries that mask is applied to.","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The data[] array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries","attributes":[{"name":"help","doc":"Value is 'An alpha mask that is applied to a presented visual stimulus'","dtype":"text","value":"An alpha mask that is applied to a presented visual stimulus"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"dtype":"float32","name":"distance","doc":"Distance from camera/monitor to target/eye.","quantity":"?"},{"shape":[[2],[3]],"dims":[["width|height"],["width|height|depth"]],"dtype":"float32","name":"field_of_view","doc":"Width, height and depth of image, or imaged area (meters).","quantity":"?"},{"dtype":"text","name":"orientation","doc":"Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference.","quantity":"?"}],"doc":"Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (eg, how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries","attributes":[{"name":"help","doc":"Value is 'Time-series image stack for optical recording or stimulus'","dtype":"text","value":"Time-series image stack for optical recording or stimulus"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int","name":"data","doc":"Index of the frame in the referenced ImageSeries.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0},{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","dtype":"text"}]}],"links":[{"name":"indexed_timeseries","doc":"HDF5 link to TimeSeries containing images that are indexed.","target_type":"ImageSeries"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the ImageIndexSeries is to allow a static image stack to be stored somewhere, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries","attributes":[{"name":"help","doc":"Value is 'A sequence that is generated from an existing image stack. Frames can be presented in an arbitrary order. The data[] field stores frame number in reference stack'","dtype":"text","value":"A sequence that is generated from an existing image stack. Frames can be presented in an arbitrary order. The data[] field stores frame number in reference stack"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]}]}B{"groups":[{"groups":[{"groups":[{"doc":"Any objects representing acquired data","quantity":"*","neurodata_type_inc":"NWBDataInterface"}],"name":"acquisition","doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. COMMENT: This group is read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external HDF5 files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. MORE_INFO: Acquired data includes tracking and experimental data streams (ie, everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate HDF5 file that is linked to by the file being used for processing and analysis."},{"groups":[{"doc":"Custom analysis results","quantity":"*","neurodata_type_inc":"NWBContainer"}],"name":"analysis","doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. COMMENT: To facilitate sharing analysis data between labs, the contents here should be stored in standard types (eg, INCF types) and appropriately documented. MORE_INFO: The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs."},{"groups":[{"doc":"Intermediate analysis of acquired data","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"name":"processing","doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. COMMENT: Modules are defined below. They can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. MORE_INFO: 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis. These are performed using Modules, as defined above. All modules reside in the processing group."},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"presentation","doc":"Stimuli presented during the experiment."},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"templates","doc":"Template stimuli. COMMENT: Time stamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame."}],"name":"stimulus","doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus) COMMENT: This group is read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. MORE_INFO: Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be HDF5-linked to a remote library file."},{"groups":[{"doc":"place-holder than can be extended so that lab-specific meta-data can be placed in /general","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData","attributes":[{"name":"help","doc":"Short description of what this type of NWBContainer contains.","dtype":"text"}]},{"groups":[{"doc":"One of possibly many. Information about device and device description.","quantity":"+","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Device","attributes":[{"name":"help","doc":"Value is 'A recording device e.g. amplifier'.","dtype":"text","value":"A recording device e.g. amplifier"}]}],"name":"devices","doc":"Description of hardware devices used during experiment. COMMENT: Eg, monitors, ADC boards, microscopes, etc","quantity":"?"},{"datasets":[{"dtype":"text","name":"age","doc":"Age of subject","quantity":"?"},{"dtype":"isodatetime","name":"date_of_birth","doc":"can be supplied instead of age","quantity":"?"},{"dtype":"text","name":"description","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","quantity":"?"},{"dtype":"text","name":"genotype","doc":"Genetic strain COMMENT: If absent, assume Wild Type (WT)","quantity":"?"},{"dtype":"text","name":"sex","doc":"Gender of subject","quantity":"?"},{"dtype":"text","name":"species","doc":"Species of subject","quantity":"?"},{"dtype":"text","name":"subject_id","doc":"ID of animal/person used/participating in experiment (lab convention)","quantity":"?"},{"dtype":"text","name":"weight","doc":"Weight at time of experiment, at time of surgery and at other important times","quantity":"?"}],"name":"subject","doc":"Information about the animal or person from which the data was measured.","quantity":"?","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject","attributes":[{"name":"help","doc":"Value is 'Information about the subject'","dtype":"text","value":"Information about the subject"}]},{"groups":[{"doc":"One of possibly many groups, one for each electrode group.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float","name":"x","doc":"the x coordinate of the channel location","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the x coordinate of the channel location'","dtype":"text","value":"the x coordinate of the channel location"}]},{"dtype":"float","name":"y","doc":"the y coordinate of the channel location","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the y coordinate of the channel location'","dtype":"text","value":"the y coordinate of the channel location"}]},{"dtype":"float","name":"z","doc":"the z coordinate of the channel location","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the z coordinate of the channel location'","dtype":"text","value":"the z coordinate of the channel location"}]},{"dtype":"float","name":"imp","doc":"the impedance of the channel","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the impedance of the channel'","dtype":"text","value":"the impedance of the channel"}]},{"dtype":"ascii","name":"location","doc":"the location of channel within the subject e.g. brain region","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the location of channel within the subject e.g. brain region'","dtype":"text","value":"the location of channel within the subject e.g. brain region"}]},{"dtype":"float","name":"filtering","doc":"description of hardware filtering","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'description of hardware filtering'","dtype":"text","value":"description of hardware filtering"}]},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"group","doc":"a reference to the ElectrodeGroup this electrode is a part of","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'a reference to the ElectrodeGroup this electrode is a part of'","dtype":"text","value":"a reference to the ElectrodeGroup this electrode is a part of"}]},{"dtype":"ascii","name":"group_name","doc":"name of the ElectrodeGroup this electrode is a part of","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the name of the ElectrodeGroup this electrode is a part of'","dtype":"text","value":"the name of the ElectrodeGroup this electrode is a part of"}]}],"name":"electrodes","doc":"A table of all electrodes (i.e. channels) used for recording.","quantity":"?","neurodata_type_inc":"DynamicTable"}],"name":"extracellular_ephys","doc":"Metadata related to extracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"One of possibly many. COMMENT: Name should be informative.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"name":"sweep_table","doc":"The table which groups different PatchClampSeries together.","quantity":"?","neurodata_type_inc":"SweepTable"}],"datasets":[{"dtype":"text","name":"filtering","doc":"Description of filtering used. COMMENT: Includes filtering type and parameters, frequency fall- off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","quantity":"?"}],"name":"intracellular_ephys","doc":"Metadata related to intracellular electrophysiology","quantity":"?"},{"groups":[{"doc":"One of possibly many groups describing an optogenetic stimulation site. COMMENT: Name is arbitrary but should be meaningful. Name is referenced by OptogeneticSeries.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"name":"optogenetics","doc":"Metadata describing optogenetic stimuluation","quantity":"?"},{"groups":[{"doc":"One of possibly many groups describing an imaging plane. COMMENT: Name is arbitrary but should be meaningful. It is referenced by TwoPhotonSeries and also ImageSegmentation and DfOverF interfaces.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"name":"optophysiology","doc":"Metadata related to optophysiology.","quantity":"?"}],"datasets":[{"dtype":"text","name":"data_collection","doc":"Notes about data collection and analysis.COMMENT: Can be from Methods","quantity":"?"},{"dtype":"text","name":"experiment_description","doc":"General description of the experiment.COMMENT: Can be from Methods","quantity":"?"},{"dtype":"text","name":"experimenter","doc":"Name of person who performed the experiment.COMMENT: More than one person OK. Can specify roles of different people involved.","quantity":"?"},{"dtype":"text","name":"institution","doc":"Institution(s) where experiment was performed","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","name":"keywords","doc":"Terms to search over","quantity":"?"},{"dtype":"text","name":"lab","doc":"Lab where experiment was performed","quantity":"?"},{"dtype":"text","name":"notes","doc":"Notes about the experiment. COMMENT: Things particular to this experiment","quantity":"?"},{"dtype":"text","name":"pharmacology","doc":"Description of drugs used, including how and when they were administered. COMMENT: Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","quantity":"?"},{"dtype":"text","name":"protocol","doc":"Experimental protocol, if applicable. COMMENT: E.g., include IACUC protocol.","quantity":"?"},{"dtype":"text","name":"related_publications","doc":"Publication information. COMMENT: PMID, DOI, URL, etc. If multiple, concatenate together and describe which is which. such as PMID, DOI, URL, etc","quantity":"?"},{"dtype":"text","name":"session_id","doc":"Lab-specific ID for the session.COMMENT: Only 1 session_id per file, with all time aligned to experiment start time.","quantity":"?"},{"dtype":"text","name":"slices","doc":"Description of slices, including information about preparation thickness, orientation, temperature and bath solution","quantity":"?"},{"dtype":"text","name":"source_script","doc":"Script file used to create this NWB file.","quantity":"?","attributes":[{"name":"file_name","doc":"Name of script file","dtype":"text"}]},{"dtype":"text","name":"stimulus","doc":"Notes about stimuli, such as how and where presented. COMMENT: Can be from Methods.","quantity":"?"},{"dtype":"text","name":"surgery","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery. COMMENT: Much can be copied from Methods.","quantity":"?"},{"dtype":"text","name":"virus","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","quantity":"?"}],"name":"general","doc":"Experimental metadata, including protocol, notes and description of hardware device(s). COMMENT: The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. MORE_INFO: General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them."},{"groups":[{"name":"epochs","doc":"divisions in time marking experimental stages or sub-divisions of a single recording session","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"trials","doc":"repeated experimental events that have a logical grouping","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"invalid_times","doc":"time intervals that should be removed from analysis","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"an optional additional table for describing other experimental time intervals","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"name":"intervals","doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","quantity":"?"},{"name":"units","doc":"Data about units","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","name":"file_create_date","doc":"A record of the date the file was created and of subsequent modifications. COMMENT: - The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00 - Dates stored in UTC end in \"Z\" with no timezone offset. - Date accuracy is up to milliseconds. - The file can be created after the experiment was run, so this may differ from the experiment start time. - Each modification to the nwb file adds a new entry to the array."},{"dtype":"text","name":"identifier","doc":"A unique text identifier for the file. COMMENT: Eg, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files."},{"dtype":"text","name":"session_description","doc":"One or two sentences describing the experiment and data in the file."},{"dtype":"isodatetime","name":"session_start_time","doc":"Date and time of the experiment/session start. COMMENT: - The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00 - Dates stored in UTC end in \"Z\" with no timezone offset. - Date accuracy is up to milliseconds."},{"dtype":"isodatetime","name":"timestamps_reference_time","doc":"Date and time corresponding to time zero of all timestamps. COMMENT: - The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00 - Dates stored in UTC end in \"Z\" with no timezone offset. - Date accuracy is up to milliseconds. - All times stored in the file use this time as reference (ie, time zero)."}],"name":"root","doc":"Top level of NWB file.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"name":"help","doc":"Value is 'an NWB:N file for storing cellular-based neurophysiology data'","dtype":"text","value":"an NWB:N file for storing cellular-based neurophysiology data"},{"name":"nwb_version","doc":"File version string. COMMENT: Eg, NWB-1.0.0. This will be the name of the format with trailing major, minor and patch numbers.","dtype":"text","value":"2.0.2"}]}]}-{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"Values of each feature at each time.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"feature_units","doc":"Units of each feature.","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"features","doc":"Description of the features represented in TimeSeries::data."}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries","attributes":[{"name":"help","doc":"Value is 'Features of an applied stimulus. This is useful when storing the raw stimulus is impractical'","dtype":"text","value":"Features of an applied stimulus. This is useful when storing the raw stimulus is impractical"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","name":"data","doc":"Annotations made during an experiment.","attributes":[{"name":"resolution","doc":"Value is -1.0","dtype":"float","value":-1.0},{"name":"unit","doc":"Value is 'n/a'","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores, eg, user annotations made during an experiment. The TimeSeries::data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries","attributes":[{"name":"help","doc":"Value is 'Time-stamped annotations about an experiment'","dtype":"text","value":"Time-stamped annotations about an experiment"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","name":"data","doc":">0 if interval started, <0 if interval ended.","attributes":[{"name":"resolution","doc":"Value is -1.0","dtype":"float","value":-1.0},{"name":"unit","doc":"Value is 'n/a'","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries","attributes":[{"name":"help","doc":"Value is 'Stores the start and stop times for events'","dtype":"text","value":"Stores the start and stop times for events"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"groups":[{"datasets":[{"dtype":"text","name":"band_name","doc":"the name of the band e.g. theta","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'the name of the band e.g. theta'","dtype":"text","value":"the name of the band e.g. theta"}]},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float","name":"band_limits","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center'","dtype":"text","value":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center"}]},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_mean","doc":"The mean Gaussian filters in Hz","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"The mean Gaussian filters in Hz","dtype":"text","value":"The mean Gaussian filters in Hz"}]},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_stdev","doc":"The standard devaition of Gaussian filters in Hz","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"The standard devaition of Gaussian filters in Hz","dtype":"text","value":"The standard devaition of Gaussian filters in Hz"}]}],"name":"bands","doc":"A table for describing the bands that this series was generated from. There should be one row in this table for each band","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","name":"data","doc":"The data goes here","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0},{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","dtype":"text"}]},{"dtype":"text","name":"metric","doc":"recommended: phase, amplitude, power"}],"links":[{"name":"source_timeseries","doc":"HDF5 link to TimesSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here","target_type":"TimeSeries","quantity":"?"}],"doc":"Holds spectral analysis of a timeseries. For instance of LFP or a speech signal","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries","attributes":[{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"},{"name":"help","doc":"Value is 'General time series object'","dtype":"text","value":"General time series object"}]},{"datasets":[{"name":"spike_times_index","doc":"the index into the spike_times dataset","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"double","name":"spike_times","doc":"the spike times for each unit","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"obs_intervals_index","doc":"the index into the obs_intervals dataset","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"double","name":"obs_intervals","doc":"the observation intervals for each unit","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"electrodes_index","doc":"the index into electrodes","quantity":"?","neurodata_type_inc":"VectorIndex"},{"name":"electrodes","doc":"the electrode that each spike unit came from","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"electrode_group","doc":"the electrode group that each spike unit came from","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_mean","doc":"the spike waveform mean for each spike unit","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_sd","doc":"the spike waveform standard deviation for each spike unit","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units","attributes":[{"name":"help","doc":"Value is 'Data about spiking units'","dtype":"text","value":"Data about spiking units"},{"name":"colnames","doc":"The names of the columns in this table. This should be used to specifying an order to the columns","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table","dtype":"text"}]}]}{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"2-D array storing position or direction relative to some reference frame.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"meter"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]},{"dtype":"text","name":"reference_frame","doc":"Description defining what exactly 'straight-ahead' means.","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries","attributes":[{"name":"help","doc":"Value is: Stores points in space over time. The data[] array structure is [num samples][num spatial dimensions]","dtype":"text","value":"Stores points in space over time. The data[] array structure is [num samples][num spatial dimensions]"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs","attributes":[{"name":"help","doc":"Value is 'General container for storing behavioral epochs'","dtype":"text","value":"General container for storing behavioral epochs"}]},{"groups":[{"doc":"TimeSeries object containing irregular behavioral events","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents","attributes":[{"name":"help","doc":"Value is 'Position data, whether along the x, xy or xyz axis'","dtype":"text","value":"Position data, whether along the x, xy or xyz axis"}]},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data.See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries","attributes":[{"name":"help","doc":"Value is 'General container for storing continuously sampled behavioral data.'","dtype":"text","value":"General container for storing continuously sampled behavioral data."}]},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking","attributes":[{"name":"help","doc":"Value is 'Eye-tracking data, representing pupil size'","dtype":"text","value":"Eye-tracking data, representing pupil size"}]},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking","attributes":[{"name":"help","doc":"Value is 'Eye-tracking data, representing direction of gaze'","dtype":"text","value":"Eye-tracking data, representing direction of gaze"}]},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection","attributes":[{"name":"help","doc":"Value is 'Direction as measured radially. Spatial series reference frame should indicate which direction corresponds to zero and what is the direction of positive rotation'","dtype":"text","value":"Direction as measured radially. Spatial series reference frame should indicate which direction corresponds to zero and what is the direction of positive rotation"}]},{"groups":[{"doc":"SpatialSeries object containing position data","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position","attributes":[{"name":"help","doc":"Value is 'Position data, whether along the x, xy or xyz axis'","dtype":"text","value":"Position data, whether along the x, xy or xyz axis"}]}]}S {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Applied power for optogenetic stimulus.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"watt"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]}],"links":[{"name":"site","doc":"link to OptogeneticStimulusSite group that describes the site to which this stimulus was applied","target_type":"OptogeneticStimulusSite"}],"doc":"Optogenetic stimulus. The data[] field is in unit of watts.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries","attributes":[{"name":"help","doc":"Value is 'Optogenetic stimulus'","dtype":"text","value":"Optogenetic stimulus"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Description of site"},{"dtype":"float","name":"excitation_lambda","doc":"Excitation wavelength in nm"},{"dtype":"text","name":"location","doc":"Location of stimulation site"}],"links":[{"name":"device","doc":"Device that generated the stimulus","target_type":"Device"}],"doc":"One of possibly many groups describing an optogenetic stimulation site. COMMENT: Name is arbitrary but should be meaningful. Name is referenced by OptogeneticSeries","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite","attributes":[{"name":"help","doc":"Value is 'Metadata about an optogenetic stimulus site'","dtype":"text","value":"Metadata about an optogenetic stimulus site"}]}]}p3#]3#]3#]SNOD8hvxPO(XuHxw`PRS3#]3#]3#]GCOL5{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Recorded voltage data.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"volt"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]},{"name":"electrodes","doc":"the electrodes that this series was generated from","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Stores acquired voltage data from extracellular recordings. The data field of an ElectricalSeries is an int or float array storing data in Volts. TimeSeries::data array structure: :blue:`[num times] [num channels] (or [num_times] for single electrode).`","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"name":"help","doc":"Value is 'Stores acquired voltage data from extracellular recordings'","dtype":"text","value":"Stores acquired voltage data from extracellular recordings"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Spike waveforms.","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"volt"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","name":"timestamps","doc":"Timestamps for samples stored in data.COMMENT: Timestamps here have all been corrected to the common experiment master-clock. Time is stored as seconds and all timestamps are relative to experiment start time. This is added here so that the timestamps is required for SpikeEventTimes.","attributes":[{"name":"interval","doc":"Value is '1'","dtype":"int32","value":1},{"name":"unit","doc":"Value is 'Seconds'","dtype":"text","value":"Seconds"}]}],"doc":"Stores 'snapshots' of spike events (i.e., threshold crossings) in data. This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describing how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries","attributes":[{"name":"help","doc":"Value is 'Snapshots of spike events from data.'","dtype":"text","value":"Snapshots of spike events from data."},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"dtype":"text","name":"waveform_filtering","doc":"Filtering applied to data before generating mean/sd"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_mean","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_sd","doc":"Stdev of waveforms for each cluster, using the same indices as in mean"}],"links":[{"name":"clustering_interface","doc":"HDF5 link to Clustering interface that was the source of the clustered data","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms","attributes":[{"name":"help","doc":"Value is 'Mean waveform shape of clusters. Waveforms should be high-pass filtered (ie, not the same bandpass filter used waveform analysis and clustering)'","dtype":"text","value":"DEPRECATED Mean waveform shape of clusters. Waveforms should be high-pass filtered (ie, not the same bandpass filter used waveform analysis and clustering)"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)"},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"num","doc":"Cluster number of each event"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","name":"peak_over_rms","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric)."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module."}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering","attributes":[{"name":"help","doc":"Value is 'Clustered spike data, whether from automatic clustering tools (eg, klustakwik) or as a result of manual sorting'","dtype":"text","value":"DEPRECATED Clustered spike data, whether from automatic clustering tools (eg, klustakwik) or as a result of manual sorting"}]},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","name":"description","doc":"Description of features (eg, ''PC1'') for each of the extracted features."},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","name":"features","doc":"Multi-dimensional array of features extracted from each event."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of events that features correspond to (can be a link)."},{"name":"electrodes","doc":"the electrodes that this series was generated from","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEvent TimeSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction","attributes":[{"name":"help","doc":"Value is 'Container for salient features of detected events'","dtype":"text","value":"Container for salient features of detected events"}]},{"datasets":[{"dtype":"text","name":"detection_method","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values."},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"source_idx","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. Module description should define what is meant by time of event (e.g., .25msec before action potential peak, zero-crossing time, etc). The index points to each event from the raw data"},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Timestamps of events, in Seconds","attributes":[{"name":"unit","doc":"The string ''Seconds''","required":false,"dtype":"text","default_value":"Seconds"}]}],"links":[{"name":"source_electricalseries","doc":"HDF5 link to ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to mandate that information be stored here","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection","attributes":[{"name":"help","doc":"Value is 'Detected spike events from voltage trace(s)'","dtype":"text","value":"Detected spike events from voltage trace(s)"}]},{"groups":[{"doc":"SpikeEventSeries object containing detected spike event waveforms","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform","attributes":[{"name":"help","doc":"Value is 'Waveform of detected extracellularly recorded spike events'","dtype":"text","value":"Waveform of detected extracellularly recorded spike events"}]},{"groups":[{"doc":"ElectricalSeries object containing filtered electrophysiology data","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Ephys data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys","attributes":[{"name":"help","doc":"Value is 'Ephys data from one or more channels that is subjected to filtering, such as for gamma or theta oscillations (LFP has its own interface). Filter properties should be noted in the ElectricalSeries'","dtype":"text","value":"Ephys data from one or more channels that is subjected to filtering, such as for gamma or theta oscillations (LFP has its own interface). Filter properties should be noted in the ElectricalSeries"}]},{"groups":[{"doc":"ElectricalSeries object containing LFP data for one or more channels","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries description or comments field.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP","attributes":[{"name":"help","doc":"Value is 'LFP data from one or more channels. Filter properties should be noted in the ElectricalSeries'","dtype":"text","value":"LFP data from one or more channels. Filter properties should be noted in the ElectricalSeries"}]},{"links":[{"name":"device","doc":"the device that was used to record from this electrode group","target_type":"Device","quantity":"?"}],"doc":"One of possibly many groups, one for each electrode group.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"name":"help","doc":"Value is 'Metadata about a physical grouping of channels'","dtype":"text","value":"A physical grouping of channels"},{"name":"description","doc":"description of this electrode group","dtype":"text"},{"name":"location","doc":"description of location of this electrode group","dtype":"text"}]}]}#8{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Recorded voltage or current.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0},{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","dtype":"text"}]},{"dtype":"float","name":"gain","doc":"Units: Volt/Amp (v-clamp) or Volt/Volt (c-clamp)","quantity":"?"}],"links":[{"name":"electrode","doc":"link to IntracellularElectrode group that describes th electrode that was used to apply or record this data","target_type":"IntracellularElectrode"}],"doc":"Stores stimulus or response current or voltage. Superclass definition for patch-clamp data (this class should not be instantiated directly).","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"name":"help","doc":"Value is 'Superclass definition for patch-clamp data'","dtype":"text","value":"Superclass definition for patch-clamp data"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"dtype":"float32","name":"bias_current","doc":"Unit: Amp","quantity":"?"},{"dtype":"float32","name":"bridge_balance","doc":"Unit: Ohm","quantity":"?"},{"dtype":"float32","name":"capacitance_compensation","doc":"Unit: Farad","quantity":"?"}],"doc":"Stores voltage data recorded from intracellular current-clamp recordings. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries","attributes":[{"name":"help","doc":"Value is 'Voltage recorded from cell during current-clamp recording'","dtype":"text","value":"Voltage recorded from cell during current-clamp recording"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"doc":"Stores recorded voltage data from intracellular recordings when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"name":"help","doc":"Value is 'Voltage from intracellular recordings when all current and amplifier settings are off'","dtype":"text","value":"Voltage from intracellular recordings when all current and amplifier settings are off"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"doc":"Aliases to standard PatchClampSeries. Its functionality is to better tag PatchClampSeries for machine (and human) readability of the file.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampStimulusSeries","attributes":[{"name":"help","doc":"Value is 'Stimulus current applied during current clamp recording'","dtype":"text","value":"Stimulus current applied during current clamp recording"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"dtype":"float32","name":"capacitance_fast","doc":"Unit: Farad","quantity":"?","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"Farad"}]},{"dtype":"float32","name":"capacitance_slow","doc":"Unit: Farad","quantity":"?","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"Farad"}]},{"dtype":"float32","name":"resistance_comp_bandwidth","doc":"Unit: Hz","quantity":"?","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"Hz"}]},{"dtype":"float32","name":"resistance_comp_correction","doc":"Unit: %","quantity":"?","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"percent"}]},{"dtype":"float32","name":"resistance_comp_prediction","doc":"Unit: %","quantity":"?","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"percent"}]},{"dtype":"float32","name":"whole_cell_capacitance_comp","doc":"Unit: Farad","quantity":"?","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"Farad"}]},{"dtype":"float32","name":"whole_cell_series_resistance_comp","doc":"Unit: Ohm","quantity":"?","attributes":[{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","required":false,"dtype":"text","default_value":"Ohm"}]}],"doc":"Stores current data recorded from intracellular voltage-clamp recordings. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampSeries","attributes":[{"name":"help","doc":"Value is 'Current recorded from cell during voltage-clamp recording'","dtype":"text","value":"Current recorded from cell during voltage-clamp recording"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"doc":"Aliases to standard PatchClampSeries. Its functionality is to better tag PatchClampSeries for machine (and human) readability of the file.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampStimulusSeries","attributes":[{"name":"help","doc":"Value is 'Stimulus voltage applied during voltage clamp recording'","dtype":"text","value":"Stimulus voltage applied during voltage clamp recording"},{"name":"stimulus_description","doc":"the protocol/stimulus name for this patch-clamp dataset","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Recording description, description of electrode (e.g., whole-cell, sharp, etc)COMMENT: Free-form text (can be from Methods)"},{"dtype":"text","name":"filtering","doc":"Electrode specific filtering.","quantity":"?"},{"dtype":"text","name":"initial_access_resistance","doc":"Initial access resistance","quantity":"?"},{"dtype":"text","name":"location","doc":"Area, layer, comments on estimation, stereotaxis coordinates (if in vivo, etc)","quantity":"?"},{"dtype":"text","name":"resistance","doc":"Electrode resistance COMMENT: unit: Ohm","quantity":"?"},{"dtype":"text","name":"seal","doc":"Information about seal used for recording","quantity":"?"},{"dtype":"text","name":"slice","doc":"Information about slice used for recording","quantity":"?"}],"links":[{"name":"device","doc":"the device that was used to record from this electrode","target_type":"Device"}],"doc":"One of possibly many. COMMENT: Name should be informative.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"IntracellularElectrode","attributes":[{"name":"help","doc":"Value is 'Metadata about an intracellular electrode'","dtype":"text","value":"Metadata about an intracellular electrode"}]},{"datasets":[{"dtype":"uint64","name":"sweep_number","doc":"The sweep number of the PatchClampSeries in that row.","neurodata_type_inc":"VectorData","attributes":[{"name":"description","doc":"value is 'The sweep number of the PatchClampSeries in that row'","dtype":"text","value":"The sweep number of the PatchClampSeries in that row"}]},{"dtype":{"target_type":"PatchClampSeries","reftype":"object"},"name":"series","doc":"The PatchClampSeries with the sweep number in that row","neurodata_type_inc":"VectorData","attributes":[{"name":"help","doc":"Value is 'The PatchClampSeries with the sweep number in that row'","dtype":"text","value":"The PatchClampSeries with the sweep number in that row"}]},{"name":"series_index","doc":"Index for series","neurodata_type_inc":"VectorIndex"}],"doc":"The table which groups different PatchClampSeries together.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SweepTable","attributes":[{"name":"help","doc":"Value is 'The table which groups different PatchClampSeries together'","dtype":"text","value":"The table which groups different PatchClampSeries together"},{"name":"colnames","doc":"The names of the columns in this table. This should be used to specifying an order to the columns","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table","dtype":"text"}]}]}]1{"groups":[{"datasets":[{"shape":[[2],[3]],"dims":["width|height","width|height|depth"],"dtype":"float32","name":"field_of_view","doc":"Width, height and depth of image, or imaged area (meters).","quantity":"?"}],"links":[{"name":"imaging_plane","doc":"link to ImagingPlane group from which this TimeSeries data was generated","target_type":"ImagingPlane"}],"doc":"A special case of optical imaging.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"TwoPhotonSeries","attributes":[{"name":"help","doc":"Value is 'Image stack recorded from 2-photon microscope'","dtype":"text","value":"Image stack recorded from 2-photon microscope"},{"name":"pmt_gain","doc":"Photomultiplier gain","required":false,"dtype":"float32"},{"name":"scan_line_rate","doc":"Lines imaged per second. This is also stored in /general/optophysiology but is kept here as it is useful information for analysis, and so good to be stored w/ the actual data.","required":false,"dtype":"float32"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_ROIs"]],"dtype":"numeric","name":"data","doc":"Signals from ROIs","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified unit","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit. COMMENT: E.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0","required":false,"dtype":"float32","default_value":0.0},{"name":"unit","doc":"The base unit of measure used to store data. This should be in the SI unit. COMMENT: This is the SI unit (when appropriate) of the stored data, such as Volts. If the actual data is stored in millivolts, the field 'conversion' below describes how to convert the data to the specified SI unit.","dtype":"text"}]},{"name":"rois","doc":"a dataset referencing into an ROITable containing information on the ROIs stored in this timeseries","neurodata_type_inc":"DynamicTableRegion"}],"doc":"ROI responses over an imaging plane. Each row in data[] should correspond to the signal from one ROI.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"RoiResponseSeries","attributes":[{"name":"help","doc":"Value is 'ROI responses over an imaging plane. Each element on the second dimension of data[] should correspond to the signal from one ROI'","dtype":"text","value":"ROI responses over an imaging plane. Each element on the second dimension of data[] should correspond to the signal from one ROI"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"},{"name":"description","doc":"Description of TimeSeries","required":false,"dtype":"text","default_value":"no description"}]},{"groups":[{"doc":"RoiResponseSeries object containing dF/F for a ROI","quantity":"+","neurodata_type_inc":"RoiResponseSeries"}],"doc":"dF/F information about a region of interest (ROI). 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If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"}]},{"shape":[null],"dims":["rank"],"dtype":"int32","name":"dimension","doc":"Number of pixels on x, y, (and z) axes.","quantity":"?"},{"shape":[null],"dims":["num_files"],"dtype":"text","name":"external_file","doc":"Paths to one or more external file(s). The field is only present if format='external'. This is only relevant if the image series is stored in the file system as one or more image file(s). This field should NOT be used if the image is stored in another NWB file and that file is linked to this file.","quantity":"?","attributes":[{"name":"starting_frame","doc":"Each external image may contain one or more consecutive frames of the full ImageSeries. This attribute serves as an index to indicate which frames each file contains, to faciliate random access. The 'starting_frame' attribute, hence, contains a list of frame numbers within the full ImageSeries of the first frame of each file listed in the parent 'external_file' dataset. Zero-based indexing is used (hence, the first element will always be zero). For example, if the 'external_file' dataset has three paths to files and the first file has 5 frames, the second file has 10 frames, and the third file has 20 frames, then this attribute will have values [0, 5, 15]. If there is a single external file that holds all of the frames of the ImageSeries (and so there is a single element in the 'external_file' dataset), then this attribute should have value [0].","dtype":"int","shape":[null],"dims":["num_files"]}]},{"dtype":"text","name":"format","doc":"Format of image. If this is 'external', then the attribute 'external_file' contains the path information to the image files. If this is 'raw', then the raw (single-channel) binary data is stored in the 'data' dataset. If this attribute is not present, then the default format='raw' case is assumed.","quantity":"?","default_value":"raw"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the file in a raw format while other times it will be stored as a series of external image files in the host file system. The data field will either be binary data, if the data is stored in the NWB file, or empty, if the data is stored in an external image stack. [frame][y][x] or [frame][z][y][x].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"links":[{"name":"masked_imageseries","doc":"Link to ImageSeries object that this image mask is applied to.","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The 'data' array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"dtype":"float32","name":"distance","doc":"Distance from camera/monitor to target/eye.","quantity":"?"},{"shape":[[2],[3]],"dims":[["width, height"],["width, height, depth"]],"dtype":"float32","name":"field_of_view","doc":"Width, height and depth of image, or imaged area, in meters.","quantity":"?"},{"dtype":"text","name":"orientation","doc":"Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference.","quantity":"?"}],"doc":"Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int","name":"data","doc":"Index of the frame in the referenced ImageSeries.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"}]}],"links":[{"name":"indexed_timeseries","doc":"Link to ImageSeries object containing images that are indexed.","target_type":"ImageSeries"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the ImageIndexSeries is to allow a static image stack to be stored somewhere, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]}]}:{"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"}],"name":"acquisition","doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis."},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"}],"name":"analysis","doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs."},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"name":"notes","doc":"Any notes the user has about the dataset being stored","dtype":"text"}]}],"name":"scratch","doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"name":"processing","doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis."},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"presentation","doc":"Stimuli presented during the experiment."},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"templates","doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame."}],"name":"stimulus","doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file."},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"groups":[{"doc":"A data acquisition device, e.g. recording system.","quantity":"+","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Device"}],"name":"devices","doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","quantity":"?"},{"datasets":[{"dtype":"text","name":"age","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","quantity":"?"},{"dtype":"isodatetime","name":"date_of_birth","doc":"Date of birth of subject. Can be supplied instead of 'age'.","quantity":"?"},{"dtype":"text","name":"description","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","quantity":"?"},{"dtype":"text","name":"genotype","doc":"Genetic strain. If absent, assume Wild Type (WT).","quantity":"?"},{"dtype":"text","name":"sex","doc":"Gender of subject.","quantity":"?"},{"dtype":"text","name":"species","doc":"Species of subject.","quantity":"?"},{"dtype":"text","name":"subject_id","doc":"ID of animal/person used/participating in experiment (lab convention).","quantity":"?"},{"dtype":"text","name":"weight","doc":"Weight at time of experiment, at time of surgery and at other important times.","quantity":"?"}],"name":"subject","doc":"Information about the animal or person from which the data was measured.","quantity":"?","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float","name":"x","doc":"x coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"y","doc":"y coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"z","doc":"z coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"imp","doc":"Impedance of the channel.","neurodata_type_inc":"VectorData"},{"dtype":"ascii","name":"location","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"filtering","doc":"Description of hardware filtering.","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"group","doc":"Reference to the ElectrodeGroup this electrode is a part of.","neurodata_type_inc":"VectorData"},{"dtype":"ascii","name":"group_name","doc":"Name of the ElectrodeGroup this electrode is a part of.","neurodata_type_inc":"VectorData"}],"name":"electrodes","doc":"A table of all electrodes (i.e. channels) used for recording.","quantity":"?","neurodata_type_inc":"DynamicTable"}],"name":"extracellular_ephys","doc":"Metadata related to extracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"name":"sweep_table","doc":"The table which groups different PatchClampSeries together.","quantity":"?","neurodata_type_inc":"SweepTable"}],"datasets":[{"dtype":"text","name":"filtering","doc":"Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","quantity":"?"}],"name":"intracellular_ephys","doc":"Metadata related to intracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"name":"optogenetics","doc":"Metadata describing optogenetic stimuluation.","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"name":"optophysiology","doc":"Metadata related to optophysiology.","quantity":"?"}],"datasets":[{"dtype":"text","name":"data_collection","doc":"Notes about data collection and analysis.","quantity":"?"},{"dtype":"text","name":"experiment_description","doc":"General description of the experiment.","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","name":"experimenter","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","quantity":"?"},{"dtype":"text","name":"institution","doc":"Institution(s) where experiment was performed.","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","name":"keywords","doc":"Terms to search over.","quantity":"?"},{"dtype":"text","name":"lab","doc":"Laboratory where experiment was performed.","quantity":"?"},{"dtype":"text","name":"notes","doc":"Notes about the experiment.","quantity":"?"},{"dtype":"text","name":"pharmacology","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","quantity":"?"},{"dtype":"text","name":"protocol","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","name":"related_publications","doc":"Publication information. PMID, DOI, URL, etc.","quantity":"?"},{"dtype":"text","name":"session_id","doc":"Lab-specific ID for the session.","quantity":"?"},{"dtype":"text","name":"slices","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","quantity":"?"},{"dtype":"text","name":"source_script","doc":"Script file or link to public source code used to create this NWB file.","quantity":"?","attributes":[{"name":"file_name","doc":"Name of script file.","dtype":"text"}]},{"dtype":"text","name":"stimulus","doc":"Notes about stimuli, such as how and where they were presented.","quantity":"?"},{"dtype":"text","name":"surgery","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","quantity":"?"},{"dtype":"text","name":"virus","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","quantity":"?"}],"name":"general","doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them."},{"groups":[{"name":"epochs","doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"trials","doc":"Repeated experimental events that have a logical grouping.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"invalid_times","doc":"Time intervals that should be removed from analysis.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"name":"intervals","doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","quantity":"?"},{"name":"units","doc":"Data about sorted spike units.","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","name":"file_create_date","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array."},{"dtype":"text","name":"identifier","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files."},{"dtype":"text","name":"session_description","doc":"A description of the experimental session and data in the file."},{"dtype":"isodatetime","name":"session_start_time","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds."},{"dtype":"isodatetime","name":"timestamps_reference_time","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero)."}],"name":"root","doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"name":"nwb_version","doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","dtype":"text","value":"2.1.0"}]}]},1{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"Values of each feature at each time.","attributes":[{"name":"unit","doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"feature_units","doc":"Units of each feature.","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"features","doc":"Description of the features represented in TimeSeries::data."}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","name":"data","doc":"Annotations made during an experiment.","attributes":[{"name":"resolution","doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","dtype":"float","value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","name":"data","doc":"Use values >0 if interval started, <0 if interval ended.","attributes":[{"name":"resolution","doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","dtype":"float","value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"datasets":[{"dtype":"text","name":"band_name","doc":"Name of the band, e.g. theta.","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float","name":"band_limits","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_mean","doc":"The mean Gaussian filters, in Hz.","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_stdev","doc":"The standard deviation of Gaussian filters, in Hz.","neurodata_type_inc":"VectorData"}],"name":"bands","doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","name":"data","doc":"Data decomposed into frequency bands.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","required":false,"dtype":"text","default_value":"no unit"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"text","name":"metric","doc":"The metric used, e.g. phase, amplitude, power."}],"links":[{"name":"source_timeseries","doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"spike_times_index","doc":"Index into the spike_times dataset.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"double","name":"spike_times","doc":"Spike times for each unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"obs_intervals_index","doc":"Index into the obs_intervals dataset.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"double","name":"obs_intervals","doc":"Observation intervals for each unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"electrodes_index","doc":"Index into electrodes.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"name":"electrodes","doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"electrode_group","doc":"Electrode group that each spike unit came from.","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_mean","doc":"Spike waveform mean for each spike unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_sd","doc":"Spike waveform standard deviation for each spike unit.","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units","attributes":[{"name":"colnames","doc":"The names of the columns in this table. This should be used to specify an order to the columns.","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table.","dtype":"text"}]}]}{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","required":false,"dtype":"text","default_value":"meters"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"text","name":"reference_frame","doc":"Description defining what exactly 'straight-ahead' means.","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]}~ {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Applied power for optogenetic stimulus, in watts.","attributes":[{"name":"unit","doc":"Unit of measurement for data, which is fixed to 'watts'.","dtype":"text","value":"watts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]}],"links":[{"name":"site","doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Description of stimulation site."},{"dtype":"float","name":"excitation_lambda","doc":"Excitation wavelength, in nm."},{"dtype":"text","name":"location","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible."}],"links":[{"name":"device","doc":"Device that generated the stimulus.","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]}0`3#]p3#]3#]SNOD8XqxP>(HpHhr`?AB3#]3#]3#]GCOLp0{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Recorded voltage data.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"name":"electrodes","doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","neurodata_type_inc":"DynamicTableRegion"}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Spike waveforms.","attributes":[{"name":"unit","doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","name":"timestamps","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","attributes":[{"name":"interval","doc":"Value is '1'","dtype":"int32","value":1},{"name":"unit","doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","name":"description","doc":"Description of features (eg, ''PC1'') for each of the extracted features."},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","name":"features","doc":"Multi-dimensional array of features extracted from each event."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of events that features correspond to (can be a link)."},{"name":"electrodes","doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","name":"detection_method","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values."},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"source_idx","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Timestamps of events, in seconds.","attributes":[{"name":"unit","doc":"Unit of measurement for event times, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]}],"links":[{"name":"source_electricalseries","doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries description or comments field.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"links":[{"name":"device","doc":"Link to the device that was used to record from this electrode group.","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"name":"description","doc":"Description of this electrode group.","dtype":"text"},{"name":"location","doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","dtype":"text"}]},{"datasets":[{"dtype":"text","name":"waveform_filtering","doc":"Filtering applied to data before generating mean/sd"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_mean","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_sd","doc":"Stdev of waveforms for each cluster, using the same indices as in mean"}],"links":[{"name":"clustering_interface","doc":"Link to Clustering interface that was the source of the clustered data","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","name":"description","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)"},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"num","doc":"Cluster number of each event"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","name":"peak_over_rms","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric)."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module."}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}B{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Recorded voltage or current.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"float","name":"gain","doc":"Gain of the recording, in units Volt/Amp (v-clamp) or Volt/Volt (c-clamp).","quantity":"?"}],"links":[{"name":"electrode","doc":"Link to IntracellularElectrode object that describes the electrode that was used to apply or record this data.","target_type":"IntracellularElectrode"}],"doc":"An abstract base class for patch-clamp data - stimulus or response, current or voltage.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"data","doc":"Recorded voltage.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. 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If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"float32","name":"bias_current","doc":"Bias current, in amps.","quantity":"?"},{"dtype":"float32","name":"bridge_balance","doc":"Bridge balance, in ohms.","quantity":"?"},{"dtype":"float32","name":"capacitance_compensation","doc":"Capacitance compensation, in farads.","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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This should be used to specify an order to the columns.","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table.","dtype":"text"}]}]},{"groups":[{"datasets":[{"shape":[[2],[3]],"dims":["width|height","width|height|depth"],"dtype":"float32","name":"field_of_view","doc":"Width, height and depth of image, or imaged area, in meters.","quantity":"?"}],"links":[{"name":"imaging_plane","doc":"Link to ImagingPlane object from which this TimeSeries data was generated.","target_type":"ImagingPlane"}],"doc":"Image stack recorded over time from 2-photon microscope.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"TwoPhotonSeries","attributes":[{"name":"pmt_gain","doc":"Photomultiplier gain.","required":false,"dtype":"float32"},{"name":"scan_line_rate","doc":"Lines imaged per second. This is also stored in /general/optophysiology but is kept here as it is useful information for analysis, and so good to be stored w/ the actual data.","required":false,"dtype":"float32"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_ROIs"]],"dtype":"numeric","name":"data","doc":"Signals from ROIs.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. 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Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible."},{"shape":[[null,null,3],[null,null,null,3]],"dims":[["height","width","x|y|z"],["height","width","depth","x|y|z"]],"dtype":"float32","name":"manifold","doc":"Physical position of each pixel. 'xyz' represents the position of the pixel relative to the defined coordinate space.","quantity":"?","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as pixels from x = -500 to 499, y = -500 to 499 that correspond to a 2 m x 2 m range, then the 'conversion' multiplier to get from raw data acquisition pixel units to meters is 2/1000.","required":false,"dtype":"float","default_value":1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. The default value is 'meters'.","required":false,"dtype":"text","default_value":"meters"}]},{"dtype":"text","name":"reference_frame","doc":"Describes position and reference frame of manifold based on position of first element in manifold. For example, text description of anatomical location or vectors needed to rotate to common anatomical axis (eg, AP/DV/ML). This field is necessary to interpret manifold. If manifold is not present then this field is not required.","quantity":"?"}],"links":[{"name":"device","doc":"Link to the Device object that was used to record from this electrode.","target_type":"Device"}],"doc":"An imaging plane and its metadata.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ImagingPlane"},{"groups":[{"groups":[{"name":"corrected","doc":"Image stack with frames shifted to the common coordinates.","neurodata_type_inc":"ImageSeries"},{"name":"xy_translation","doc":"Stores the x,y delta necessary to align each frame to the common coordinates, for example, to align each frame to a reference image.","neurodata_type_inc":"TimeSeries"}],"links":[{"name":"original","doc":"Link to ImageSeries object that is being registered.","target_type":"ImageSeries"}],"doc":"Reuslts from motion correction of an image stack.","quantity":"+","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CorrectedImageStack"}],"doc":"An image stack where all frames are shifted (registered) to a common coordinate system, to account for movement and drift between frames. 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Response is scaled so 0.0 is no power in the response and 1.0 is maximum relative power.","quantity":"?","attributes":[{"name":"dimension","doc":"Number of rows and columns in the image. NOTE: row, column representation is equivalent to height,width.","dtype":"int32","shape":[null],"dims":["row_col"]},{"name":"field_of_view","doc":"Size of viewing area, in meters.","dtype":"float","shape":[null],"dims":["row_col"]},{"name":"unit","doc":"Unit that axis data is stored in (e.g., degrees).","dtype":"text"}]},{"shape":[null,null],"dims":["num_rows","num_cols"],"dtype":"float32","name":"axis_2_phase_map","doc":"Phase response to stimulus on the second measured axis.","attributes":[{"name":"dimension","doc":"Number of rows and columns in the image. NOTE: row, column representation is equivalent to height,width.","dtype":"int32","shape":[null],"dims":["row_col"]},{"name":"field_of_view","doc":"Size of viewing area, in meters.","dtype":"float","shape":[null],"dims":["row_col"]},{"name":"unit","doc":"Unit that axis data is stored in (e.g., degrees).","dtype":"text"}]},{"shape":[null,null],"dims":["num_rows","num_cols"],"dtype":"float32","name":"axis_2_power_map","doc":"Power response on the second measured axis. Response is scaled so 0.0 is no power in the response and 1.0 is maximum relative power.","quantity":"?","attributes":[{"name":"dimension","doc":"Number of rows and columns in the image. 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When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]}]}:{"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"}],"name":"acquisition","doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis."},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"}],"name":"analysis","doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs."},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"name":"notes","doc":"Any notes the user has about the dataset being stored","dtype":"text"}]}],"name":"scratch","doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"name":"processing","doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis."},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"presentation","doc":"Stimuli presented during the experiment."},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"templates","doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame."}],"name":"stimulus","doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file."},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"groups":[{"doc":"A data acquisition device, e.g. recording system.","quantity":"+","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Device"}],"name":"devices","doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","quantity":"?"},{"datasets":[{"dtype":"text","name":"age","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","quantity":"?"},{"dtype":"isodatetime","name":"date_of_birth","doc":"Date of birth of subject. Can be supplied instead of 'age'.","quantity":"?"},{"dtype":"text","name":"description","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","quantity":"?"},{"dtype":"text","name":"genotype","doc":"Genetic strain. If absent, assume Wild Type (WT).","quantity":"?"},{"dtype":"text","name":"sex","doc":"Gender of subject.","quantity":"?"},{"dtype":"text","name":"species","doc":"Species of subject.","quantity":"?"},{"dtype":"text","name":"subject_id","doc":"ID of animal/person used/participating in experiment (lab convention).","quantity":"?"},{"dtype":"text","name":"weight","doc":"Weight at time of experiment, at time of surgery and at other important times.","quantity":"?"}],"name":"subject","doc":"Information about the animal or person from which the data was measured.","quantity":"?","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float","name":"x","doc":"x coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"y","doc":"y coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"z","doc":"z coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"imp","doc":"Impedance of the channel.","neurodata_type_inc":"VectorData"},{"dtype":"ascii","name":"location","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"filtering","doc":"Description of hardware filtering.","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"group","doc":"Reference to the ElectrodeGroup this electrode is a part of.","neurodata_type_inc":"VectorData"},{"dtype":"ascii","name":"group_name","doc":"Name of the ElectrodeGroup this electrode is a part of.","neurodata_type_inc":"VectorData"}],"name":"electrodes","doc":"A table of all electrodes (i.e. channels) used for recording.","quantity":"?","neurodata_type_inc":"DynamicTable"}],"name":"extracellular_ephys","doc":"Metadata related to extracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"name":"sweep_table","doc":"The table which groups different PatchClampSeries together.","quantity":"?","neurodata_type_inc":"SweepTable"}],"datasets":[{"dtype":"text","name":"filtering","doc":"Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","quantity":"?"}],"name":"intracellular_ephys","doc":"Metadata related to intracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"name":"optogenetics","doc":"Metadata describing optogenetic stimuluation.","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"name":"optophysiology","doc":"Metadata related to optophysiology.","quantity":"?"}],"datasets":[{"dtype":"text","name":"data_collection","doc":"Notes about data collection and analysis.","quantity":"?"},{"dtype":"text","name":"experiment_description","doc":"General description of the experiment.","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","name":"experimenter","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","quantity":"?"},{"dtype":"text","name":"institution","doc":"Institution(s) where experiment was performed.","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","name":"keywords","doc":"Terms to search over.","quantity":"?"},{"dtype":"text","name":"lab","doc":"Laboratory where experiment was performed.","quantity":"?"},{"dtype":"text","name":"notes","doc":"Notes about the experiment.","quantity":"?"},{"dtype":"text","name":"pharmacology","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","quantity":"?"},{"dtype":"text","name":"protocol","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","name":"related_publications","doc":"Publication information. PMID, DOI, URL, etc.","quantity":"?"},{"dtype":"text","name":"session_id","doc":"Lab-specific ID for the session.","quantity":"?"},{"dtype":"text","name":"slices","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","quantity":"?"},{"dtype":"text","name":"source_script","doc":"Script file or link to public source code used to create this NWB file.","quantity":"?","attributes":[{"name":"file_name","doc":"Name of script file.","dtype":"text"}]},{"dtype":"text","name":"stimulus","doc":"Notes about stimuli, such as how and where they were presented.","quantity":"?"},{"dtype":"text","name":"surgery","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","quantity":"?"},{"dtype":"text","name":"virus","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","quantity":"?"}],"name":"general","doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them."},{"groups":[{"name":"epochs","doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"trials","doc":"Repeated experimental events that have a logical grouping.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"invalid_times","doc":"Time intervals that should be removed from analysis.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"name":"intervals","doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","quantity":"?"},{"name":"units","doc":"Data about sorted spike units.","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","name":"file_create_date","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array."},{"dtype":"text","name":"identifier","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files."},{"dtype":"text","name":"session_description","doc":"A description of the experimental session and data in the file."},{"dtype":"isodatetime","name":"session_start_time","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds."},{"dtype":"isodatetime","name":"timestamps_reference_time","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero)."}],"name":"root","doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"name":"nwb_version","doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","dtype":"text","value":"2.1.0"}]}]},1{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"Values of each feature at each time.","attributes":[{"name":"unit","doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"feature_units","doc":"Units of each feature.","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"features","doc":"Description of the features represented in TimeSeries::data."}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","name":"data","doc":"Annotations made during an experiment.","attributes":[{"name":"resolution","doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","dtype":"float","value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","name":"data","doc":"Use values >0 if interval started, <0 if interval ended.","attributes":[{"name":"resolution","doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","dtype":"float","value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"datasets":[{"dtype":"text","name":"band_name","doc":"Name of the band, e.g. theta.","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float","name":"band_limits","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_mean","doc":"The mean Gaussian filters, in Hz.","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_stdev","doc":"The standard deviation of Gaussian filters, in Hz.","neurodata_type_inc":"VectorData"}],"name":"bands","doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","name":"data","doc":"Data decomposed into frequency bands.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","required":false,"dtype":"text","default_value":"no unit"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"text","name":"metric","doc":"The metric used, e.g. phase, amplitude, power."}],"links":[{"name":"source_timeseries","doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"spike_times_index","doc":"Index into the spike_times dataset.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"double","name":"spike_times","doc":"Spike times for each unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"obs_intervals_index","doc":"Index into the obs_intervals dataset.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"double","name":"obs_intervals","doc":"Observation intervals for each unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"electrodes_index","doc":"Index into electrodes.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"name":"electrodes","doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"electrode_group","doc":"Electrode group that each spike unit came from.","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_mean","doc":"Spike waveform mean for each spike unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_sd","doc":"Spike waveform standard deviation for each spike unit.","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units","attributes":[{"name":"colnames","doc":"The names of the columns in this table. This should be used to specify an order to the columns.","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table.","dtype":"text"}]}]}{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","required":false,"dtype":"text","default_value":"meters"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"text","name":"reference_frame","doc":"Description defining what exactly 'straight-ahead' means.","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]}~ {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Applied power for optogenetic stimulus, in watts.","attributes":[{"name":"unit","doc":"Unit of measurement for data, which is fixed to 'watts'.","dtype":"text","value":"watts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]}],"links":[{"name":"site","doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Description of stimulation site."},{"dtype":"float","name":"excitation_lambda","doc":"Excitation wavelength, in nm."},{"dtype":"text","name":"location","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible."}],"links":[{"name":"device","doc":"Device that generated the stimulus.","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]}04#]4#]4#]SNOD8sx@(rHtADE4#]4#]5#]GCOLp0{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Recorded voltage data.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"name":"electrodes","doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","neurodata_type_inc":"DynamicTableRegion"}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Spike waveforms.","attributes":[{"name":"unit","doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","name":"timestamps","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","attributes":[{"name":"interval","doc":"Value is '1'","dtype":"int32","value":1},{"name":"unit","doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","name":"description","doc":"Description of features (eg, ''PC1'') for each of the extracted features."},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","name":"features","doc":"Multi-dimensional array of features extracted from each event."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of events that features correspond to (can be a link)."},{"name":"electrodes","doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","name":"detection_method","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values."},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"source_idx","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Timestamps of events, in seconds.","attributes":[{"name":"unit","doc":"Unit of measurement for event times, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]}],"links":[{"name":"source_electricalseries","doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries description or comments field.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"links":[{"name":"device","doc":"Link to the device that was used to record from this electrode group.","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"name":"description","doc":"Description of this electrode group.","dtype":"text"},{"name":"location","doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","dtype":"text"}]},{"datasets":[{"dtype":"text","name":"waveform_filtering","doc":"Filtering applied to data before generating mean/sd"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_mean","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_sd","doc":"Stdev of waveforms for each cluster, using the same indices as in mean"}],"links":[{"name":"clustering_interface","doc":"Link to Clustering interface that was the source of the clustered data","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","name":"description","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)"},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"num","doc":"Cluster number of each event"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","name":"peak_over_rms","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric)."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module."}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}B{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Recorded voltage or current.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"float","name":"gain","doc":"Gain of the recording, in units Volt/Amp (v-clamp) or Volt/Volt (c-clamp).","quantity":"?"}],"links":[{"name":"electrode","doc":"Link to IntracellularElectrode object that describes the electrode that was used to apply or record this data.","target_type":"IntracellularElectrode"}],"doc":"An abstract base class for patch-clamp data - stimulus or response, current or voltage.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"data","doc":"Recorded voltage.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"float32","name":"bias_current","doc":"Bias current, in amps.","quantity":"?"},{"dtype":"float32","name":"bridge_balance","doc":"Bridge balance, in ohms.","quantity":"?"},{"dtype":"float32","name":"capacitance_compensation","doc":"Capacitance compensation, in farads.","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"dtype":"float32","name":"bias_current","doc":"Bias current, in amps, fixed to 0.0."},{"dtype":"float32","name":"bridge_balance","doc":"Bridge balance, in ohms, fixed to 0.0."},{"dtype":"float32","name":"capacitance_compensation","doc":"Capacitance compensation, in farads, fixed to 0.0."}],"doc":"Voltage data from an intracellular recording when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"data","doc":"Stimulus current applied.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"amperes"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]}],"doc":"Stimulus current applied during current clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampStimulusSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"data","doc":"Recorded current.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"amperes"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"float32","name":"capacitance_fast","doc":"Fast capacitance, in farads.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","dtype":"text","value":"farads"}]},{"dtype":"float32","name":"capacitance_slow","doc":"Slow capacitance, in farads.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","dtype":"text","value":"farads"}]},{"dtype":"float32","name":"resistance_comp_bandwidth","doc":"Resistance compensation bandwidth, in hertz.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for resistance_comp_bandwidth, which is fixed to 'hertz'.","dtype":"text","value":"hertz"}]},{"dtype":"float32","name":"resistance_comp_correction","doc":"Resistance compensation correction, in percent.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for resistance_comp_correction, which is fixed to 'percent'.","dtype":"text","value":"percent"}]},{"dtype":"float32","name":"resistance_comp_prediction","doc":"Resistance compensation prediction, in percent.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for resistance_comp_prediction, which is fixed to 'percent'.","dtype":"text","value":"percent"}]},{"dtype":"float32","name":"whole_cell_capacitance_comp","doc":"Whole cell capacitance compensation, in farads.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for whole_cell_capacitance_comp, which is fixed to 'farads'.","dtype":"text","value":"farads"}]},{"dtype":"float32","name":"whole_cell_series_resistance_comp","doc":"Whole cell series resistance compensation, in ohms.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for whole_cell_series_resistance_comp, which is fixed to 'ohms'.","dtype":"text","value":"ohms"}]}],"doc":"Current data from an intracellular voltage-clamp recording. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"data","doc":"Stimulus voltage applied.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]}],"doc":"Stimulus voltage applied during a voltage clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampStimulusSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Description of electrode (e.g., whole-cell, sharp, etc.)."},{"dtype":"text","name":"filtering","doc":"Electrode specific filtering.","quantity":"?"},{"dtype":"text","name":"initial_access_resistance","doc":"Initial access resistance.","quantity":"?"},{"dtype":"text","name":"location","doc":"Location of the electrode. 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When timestamps are uniformly spaced, the timestamp of the first sample can be specified and all subsequent ones calculated from the sampling rate attribute.","quantity":"?","attributes":[{"name":"rate","doc":"Sampling rate, in Hz.","dtype":"float32"},{"name":"unit","doc":"Unit of measurement for time, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","name":"timestamps","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time.","quantity":"?","attributes":[{"name":"interval","doc":"Value is '1'","dtype":"int32","value":1},{"name":"unit","doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"uint8","name":"control","doc":"Numerical labels that apply to each time point in data for the purpose of querying and slicing data by these values. If present, the length of this array should be the same size as the first dimension of data.","quantity":"?"},{"shape":[null],"dims":["num_control_values"],"dtype":"text","name":"control_description","doc":"Description of each control value. Must be present if control is present. If present, control_description[0] should describe time points where control == 0.","quantity":"?"}],"doc":"General purpose time series.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"TimeSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"Data objects stored in this collection.","quantity":"*","neurodata_type_inc":"NWBDataInterface"}],"doc":"A collection of processed data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ProcessingModule","attributes":[{"name":"description","doc":"Description of this collection of processed data.","dtype":"text"}]},{"datasets":[{"doc":"Images stored in this collection.","quantity":"+","neurodata_type_inc":"Image"}],"doc":"A collection of images.","default_name":"Images","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Images","attributes":[{"name":"description","doc":"Description of this collection of images.","dtype":"text"}]},{"datasets":[{"shape":[null],"dims":["num_rows"],"dtype":"int","name":"id","doc":"Array of unique identifiers for the rows of this dynamic table.","neurodata_type_inc":"ElementIdentifiers"},{"doc":"Vector columns of this dynamic table.","quantity":"*","neurodata_type_inc":"VectorData"},{"doc":"Indices for the vector columns of this dynamic table.","quantity":"*","neurodata_type_inc":"VectorIndex"}],"doc":"A group containing multiple datasets that are aligned on the first dimension (Currently, this requirement if left up to APIs to check and enforce). Apart from a column that contains unique identifiers for each row there are no other required datasets. Users are free to add any number of VectorData objects here. Table functionality is already supported through compound types, which is analogous to storing an array-of-structs. DynamicTable can be thought of as a struct-of-arrays. This provides an alternative structure to choose from when optimizing storage for anticipated access patterns. Additionally, this type provides a way of creating a table without having to define a compound type up front. Although this convenience may be attractive, users should think carefully about how data will be accessed. DynamicTable is more appropriate for column-centric access, whereas a dataset with a compound type would be more appropriate for row-centric access. Finally, data size should also be taken into account. For small tables, performance loss may be an acceptable trade-off for the flexibility of a DynamicTable. For example, DynamicTable was originally developed for storing trial data and spike unit metadata. Both of these use cases are expected to produce relatively small tables, so the spatial locality of multiple datasets present in a DynamicTable is not expected to have a significant performance impact. Additionally, requirements of trial and unit metadata tables are sufficiently diverse that performance implications can be overlooked in favor of usability.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"DynamicTable","attributes":[{"name":"colnames","doc":"The names of the columns in this table. This should be used to specify an order to the columns.","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table.","dtype":"text"}]}]}SNOD(FGXuh?qh4#]x4#]4#]4#]4#]nwb.basenwb.epochnwb.imagenwb.filenwb.miscnwb.behaviornwb.ecephysnwb.icephysnwb.ogennwb.ophysnwb.retinotopynamespaceGCOLPy({"datasets":[{"shape":[null,null],"dims":["y","x"],"doc":"A grayscale image.","neurodata_type_inc":"Image","neurodata_type_def":"GrayscaleImage","attributes":[{"name":"resolution","doc":"Pixel resolution of the image, in pixels per centimeter.","required":false,"dtype":"float"},{"name":"description","doc":"Description of the image.","required":false,"dtype":"text"}]},{"shape":[null,null,3],"dims":["y","x","R, G, B"],"doc":"A color image.","neurodata_type_inc":"Image","neurodata_type_def":"RGBImage","attributes":[{"name":"resolution","doc":"Pixel resolution of the image, in pixels per centimeter.","required":false,"dtype":"float"},{"name":"description","doc":"Description of the image.","required":false,"dtype":"text"}]},{"shape":[null,null,4],"dims":["y","x","R, G, B, A"],"doc":"A color image with transparency.","neurodata_type_inc":"Image","neurodata_type_def":"RGBAImage","attributes":[{"name":"resolution","doc":"Pixel resolution of the image, in pixels per centimeter.","required":false,"dtype":"float"},{"name":"description","doc":"Description of the image.","required":false,"dtype":"text"}]}],"groups":[{"datasets":[{"shape":[[null,null,null],[null,null,null,null]],"dims":[["frame","y","x"],["frame","z","y","x"]],"dtype":"numeric","name":"data","doc":"Binary data representing images across frames.","quantity":"?","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"}]},{"shape":[null],"dims":["rank"],"dtype":"int32","name":"dimension","doc":"Number of pixels on x, y, (and z) axes.","quantity":"?"},{"shape":[null],"dims":["num_files"],"dtype":"text","name":"external_file","doc":"Paths to one or more external file(s). The field is only present if format='external'. This is only relevant if the image series is stored in the file system as one or more image file(s). This field should NOT be used if the image is stored in another NWB file and that file is linked to this file.","quantity":"?","attributes":[{"name":"starting_frame","doc":"Each external image may contain one or more consecutive frames of the full ImageSeries. This attribute serves as an index to indicate which frames each file contains, to faciliate random access. The 'starting_frame' attribute, hence, contains a list of frame numbers within the full ImageSeries of the first frame of each file listed in the parent 'external_file' dataset. Zero-based indexing is used (hence, the first element will always be zero). For example, if the 'external_file' dataset has three paths to files and the first file has 5 frames, the second file has 10 frames, and the third file has 20 frames, then this attribute will have values [0, 5, 15]. If there is a single external file that holds all of the frames of the ImageSeries (and so there is a single element in the 'external_file' dataset), then this attribute should have value [0].","dtype":"int","shape":[null],"dims":["num_files"]}]},{"dtype":"text","name":"format","doc":"Format of image. If this is 'external', then the attribute 'external_file' contains the path information to the image files. If this is 'raw', then the raw (single-channel) binary data is stored in the 'data' dataset. If this attribute is not present, then the default format='raw' case is assumed.","quantity":"?","default_value":"raw"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the file in a raw format while other times it will be stored as a series of external image files in the host file system. The data field will either be binary data, if the data is stored in the NWB file, or empty, if the data is stored in an external image stack. [frame][y][x] or [frame][z][y][x].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"links":[{"name":"masked_imageseries","doc":"Link to ImageSeries object that this image mask is applied to.","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The 'data' array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"dtype":"float32","name":"distance","doc":"Distance from camera/monitor to target/eye.","quantity":"?"},{"shape":[[2],[3]],"dims":[["width, height"],["width, height, depth"]],"dtype":"float32","name":"field_of_view","doc":"Width, height and depth of image, or imaged area, in meters.","quantity":"?"},{"dtype":"text","name":"orientation","doc":"Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference.","quantity":"?"}],"doc":"Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int","name":"data","doc":"Index of the frame in the referenced ImageSeries.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"}]}],"links":[{"name":"indexed_timeseries","doc":"Link to ImageSeries object containing images that are indexed.","target_type":"ImageSeries"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the ImageIndexSeries is to allow a static image stack to be stored somewhere, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]}]}:{"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"}],"name":"acquisition","doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis."},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"}],"name":"analysis","doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs."},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"name":"notes","doc":"Any notes the user has about the dataset being stored","dtype":"text"}]}],"name":"scratch","doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"name":"processing","doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis."},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"presentation","doc":"Stimuli presented during the experiment."},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"templates","doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame."}],"name":"stimulus","doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file."},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"groups":[{"doc":"A data acquisition device, e.g. recording system.","quantity":"+","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Device"}],"name":"devices","doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","quantity":"?"},{"datasets":[{"dtype":"text","name":"age","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","quantity":"?"},{"dtype":"isodatetime","name":"date_of_birth","doc":"Date of birth of subject. Can be supplied instead of 'age'.","quantity":"?"},{"dtype":"text","name":"description","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","quantity":"?"},{"dtype":"text","name":"genotype","doc":"Genetic strain. If absent, assume Wild Type (WT).","quantity":"?"},{"dtype":"text","name":"sex","doc":"Gender of subject.","quantity":"?"},{"dtype":"text","name":"species","doc":"Species of subject.","quantity":"?"},{"dtype":"text","name":"subject_id","doc":"ID of animal/person used/participating in experiment (lab convention).","quantity":"?"},{"dtype":"text","name":"weight","doc":"Weight at time of experiment, at time of surgery and at other important times.","quantity":"?"}],"name":"subject","doc":"Information about the animal or person from which the data was measured.","quantity":"?","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float","name":"x","doc":"x coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"y","doc":"y coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"z","doc":"z coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"imp","doc":"Impedance of the channel.","neurodata_type_inc":"VectorData"},{"dtype":"ascii","name":"location","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"filtering","doc":"Description of hardware filtering.","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"group","doc":"Reference to the ElectrodeGroup this electrode is a part of.","neurodata_type_inc":"VectorData"},{"dtype":"ascii","name":"group_name","doc":"Name of the ElectrodeGroup this electrode is a part of.","neurodata_type_inc":"VectorData"}],"name":"electrodes","doc":"A table of all electrodes (i.e. channels) used for recording.","quantity":"?","neurodata_type_inc":"DynamicTable"}],"name":"extracellular_ephys","doc":"Metadata related to extracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"name":"sweep_table","doc":"The table which groups different PatchClampSeries together.","quantity":"?","neurodata_type_inc":"SweepTable"}],"datasets":[{"dtype":"text","name":"filtering","doc":"Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","quantity":"?"}],"name":"intracellular_ephys","doc":"Metadata related to intracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"name":"optogenetics","doc":"Metadata describing optogenetic stimuluation.","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"name":"optophysiology","doc":"Metadata related to optophysiology.","quantity":"?"}],"datasets":[{"dtype":"text","name":"data_collection","doc":"Notes about data collection and analysis.","quantity":"?"},{"dtype":"text","name":"experiment_description","doc":"General description of the experiment.","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","name":"experimenter","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","quantity":"?"},{"dtype":"text","name":"institution","doc":"Institution(s) where experiment was performed.","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","name":"keywords","doc":"Terms to search over.","quantity":"?"},{"dtype":"text","name":"lab","doc":"Laboratory where experiment was performed.","quantity":"?"},{"dtype":"text","name":"notes","doc":"Notes about the experiment.","quantity":"?"},{"dtype":"text","name":"pharmacology","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","quantity":"?"},{"dtype":"text","name":"protocol","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","name":"related_publications","doc":"Publication information. PMID, DOI, URL, etc.","quantity":"?"},{"dtype":"text","name":"session_id","doc":"Lab-specific ID for the session.","quantity":"?"},{"dtype":"text","name":"slices","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","quantity":"?"},{"dtype":"text","name":"source_script","doc":"Script file or link to public source code used to create this NWB file.","quantity":"?","attributes":[{"name":"file_name","doc":"Name of script file.","dtype":"text"}]},{"dtype":"text","name":"stimulus","doc":"Notes about stimuli, such as how and where they were presented.","quantity":"?"},{"dtype":"text","name":"surgery","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","quantity":"?"},{"dtype":"text","name":"virus","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","quantity":"?"}],"name":"general","doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them."},{"groups":[{"name":"epochs","doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"trials","doc":"Repeated experimental events that have a logical grouping.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"invalid_times","doc":"Time intervals that should be removed from analysis.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"name":"intervals","doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","quantity":"?"},{"name":"units","doc":"Data about sorted spike units.","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","name":"file_create_date","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array."},{"dtype":"text","name":"identifier","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files."},{"dtype":"text","name":"session_description","doc":"A description of the experimental session and data in the file."},{"dtype":"isodatetime","name":"session_start_time","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds."},{"dtype":"isodatetime","name":"timestamps_reference_time","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero)."}],"name":"root","doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"name":"nwb_version","doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","dtype":"text","value":"2.1.0"}]}]},1{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"Values of each feature at each time.","attributes":[{"name":"unit","doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"feature_units","doc":"Units of each feature.","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"features","doc":"Description of the features represented in TimeSeries::data."}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","name":"data","doc":"Annotations made during an experiment.","attributes":[{"name":"resolution","doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","dtype":"float","value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","name":"data","doc":"Use values >0 if interval started, <0 if interval ended.","attributes":[{"name":"resolution","doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","dtype":"float","value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"datasets":[{"dtype":"text","name":"band_name","doc":"Name of the band, e.g. theta.","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float","name":"band_limits","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_mean","doc":"The mean Gaussian filters, in Hz.","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_stdev","doc":"The standard deviation of Gaussian filters, in Hz.","neurodata_type_inc":"VectorData"}],"name":"bands","doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","name":"data","doc":"Data decomposed into frequency bands.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","required":false,"dtype":"text","default_value":"no unit"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"text","name":"metric","doc":"The metric used, e.g. phase, amplitude, power."}],"links":[{"name":"source_timeseries","doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"spike_times_index","doc":"Index into the spike_times dataset.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"double","name":"spike_times","doc":"Spike times for each unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"obs_intervals_index","doc":"Index into the obs_intervals dataset.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"double","name":"obs_intervals","doc":"Observation intervals for each unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"electrodes_index","doc":"Index into electrodes.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"name":"electrodes","doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"electrode_group","doc":"Electrode group that each spike unit came from.","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_mean","doc":"Spike waveform mean for each spike unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_sd","doc":"Spike waveform standard deviation for each spike unit.","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units","attributes":[{"name":"colnames","doc":"The names of the columns in this table. This should be used to specify an order to the columns.","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table.","dtype":"text"}]}]}{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","required":false,"dtype":"text","default_value":"meters"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"text","name":"reference_frame","doc":"Description defining what exactly 'straight-ahead' means.","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]}~ {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Applied power for optogenetic stimulus, in watts.","attributes":[{"name":"unit","doc":"Unit of measurement for data, which is fixed to 'watts'.","dtype":"text","value":"watts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]}],"links":[{"name":"site","doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Description of stimulation site."},{"dtype":"float","name":"excitation_lambda","doc":"Excitation wavelength, in nm."},{"dtype":"text","name":"location","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible."}],"links":[{"name":"device","doc":"Device that generated the stimulus.","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]}04#]4#]4#]SNOD8sx@(rHtADE4#]4#]5#]GCOLp0{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Recorded voltage data.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"name":"electrodes","doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","neurodata_type_inc":"DynamicTableRegion"}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Spike waveforms.","attributes":[{"name":"unit","doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","name":"timestamps","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","attributes":[{"name":"interval","doc":"Value is '1'","dtype":"int32","value":1},{"name":"unit","doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","name":"description","doc":"Description of features (eg, ''PC1'') for each of the extracted features."},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","name":"features","doc":"Multi-dimensional array of features extracted from each event."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of events that features correspond to (can be a link)."},{"name":"electrodes","doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","name":"detection_method","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values."},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"source_idx","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Timestamps of events, in seconds.","attributes":[{"name":"unit","doc":"Unit of measurement for event times, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]}],"links":[{"name":"source_electricalseries","doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries description or comments field.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"links":[{"name":"device","doc":"Link to the device that was used to record from this electrode group.","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"name":"description","doc":"Description of this electrode group.","dtype":"text"},{"name":"location","doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","dtype":"text"}]},{"datasets":[{"dtype":"text","name":"waveform_filtering","doc":"Filtering applied to data before generating mean/sd"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_mean","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_sd","doc":"Stdev of waveforms for each cluster, using the same indices as in mean"}],"links":[{"name":"clustering_interface","doc":"Link to Clustering interface that was the source of the clustered data","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","name":"description","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)"},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"num","doc":"Cluster number of each event"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","name":"peak_over_rms","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric)."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module."}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}B{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Recorded voltage or current.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. 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If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"float32","name":"bias_current","doc":"Bias current, in amps.","quantity":"?"},{"dtype":"float32","name":"bridge_balance","doc":"Bridge balance, in ohms.","quantity":"?"},{"dtype":"float32","name":"capacitance_compensation","doc":"Capacitance compensation, in farads.","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]}],"doc":"Stimulus current applied during current clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampStimulusSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"float32","name":"capacitance_fast","doc":"Fast capacitance, in farads.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","dtype":"text","value":"farads"}]},{"dtype":"float32","name":"capacitance_slow","doc":"Slow capacitance, in farads.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","dtype":"text","value":"farads"}]},{"dtype":"float32","name":"resistance_comp_bandwidth","doc":"Resistance compensation bandwidth, in hertz.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for resistance_comp_bandwidth, which is fixed to 'hertz'.","dtype":"text","value":"hertz"}]},{"dtype":"float32","name":"resistance_comp_correction","doc":"Resistance compensation correction, in percent.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for resistance_comp_correction, which is fixed to 'percent'.","dtype":"text","value":"percent"}]},{"dtype":"float32","name":"resistance_comp_prediction","doc":"Resistance compensation prediction, in percent.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for resistance_comp_prediction, which is fixed to 'percent'.","dtype":"text","value":"percent"}]},{"dtype":"float32","name":"whole_cell_capacitance_comp","doc":"Whole cell capacitance compensation, in farads.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for whole_cell_capacitance_comp, which is fixed to 'farads'.","dtype":"text","value":"farads"}]},{"dtype":"float32","name":"whole_cell_series_resistance_comp","doc":"Whole cell series resistance compensation, in ohms.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for whole_cell_series_resistance_comp, which is fixed to 'ohms'.","dtype":"text","value":"ohms"}]}],"doc":"Current data from an intracellular voltage-clamp recording. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]}],"doc":"Stimulus voltage applied during a voltage clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampStimulusSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","quantity":"?"},{"dtype":"text","name":"resistance","doc":"Electrode resistance, in ohms.","quantity":"?"},{"dtype":"text","name":"seal","doc":"Information about seal used for recording.","quantity":"?"},{"dtype":"text","name":"slice","doc":"Information about slice used for recording.","quantity":"?"}],"links":[{"name":"device","doc":"Device that was used to record from this electrode.","target_type":"Device"}],"doc":"An intracellular electrode and its metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"IntracellularElectrode"},{"datasets":[{"dtype":"uint64","name":"sweep_number","doc":"Sweep number of the PatchClampSeries in that row.","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"PatchClampSeries","reftype":"object"},"name":"series","doc":"The PatchClampSeries with the sweep number in that row.","neurodata_type_inc":"VectorData"},{"name":"series_index","doc":"Index for series.","neurodata_type_inc":"VectorIndex"}],"doc":"The table which groups different PatchClampSeries together.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SweepTable","attributes":[{"name":"colnames","doc":"The names of the columns in this table. This should be used to specify an order to the columns.","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table.","dtype":"text"}]}]},{"groups":[{"datasets":[{"shape":[[2],[3]],"dims":["width|height","width|height|depth"],"dtype":"float32","name":"field_of_view","doc":"Width, height and depth of image, or imaged area, in meters.","quantity":"?"}],"links":[{"name":"imaging_plane","doc":"Link to ImagingPlane object from which this TimeSeries data was generated.","target_type":"ImagingPlane"}],"doc":"Image stack recorded over time from 2-photon microscope.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"TwoPhotonSeries","attributes":[{"name":"pmt_gain","doc":"Photomultiplier gain.","required":false,"dtype":"float32"},{"name":"scan_line_rate","doc":"Lines imaged per second. This is also stored in /general/optophysiology but is kept here as it is useful information for analysis, and so good to be stored w/ the actual data.","required":false,"dtype":"float32"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_ROIs"]],"dtype":"numeric","name":"data","doc":"Signals from ROIs.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. 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Pixel masks are concatenated and parsing of this dataset is maintained by the PlaneSegmentation","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"voxel_mask_index","doc":"Index into voxel_mask.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":[{"doc":"Voxel x-coordinate.","name":"x","dtype":"uint"},{"doc":"Voxel y-coordinate.","name":"y","dtype":"uint"},{"doc":"Voxel z-coordinate.","name":"z","dtype":"uint"},{"doc":"Weight of the voxel.","name":"weight","dtype":"float"}],"name":"voxel_mask","doc":"Voxel masks for each ROI: a list of indices and weights for the ROI. 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If segmentation is allowed to change with time, a new imaging plane (or module) is required and ROI names should remain consistent between them.","default_name":"ImageSegmentation","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ImageSegmentation"},{"groups":[{"datasets":[{"dtype":"text","name":"description","doc":"Description or other notes about the channel."},{"dtype":"float","name":"emission_lambda","doc":"Emission wavelength for channel, in nm."}],"doc":"An optical channel used to record from an imaging plane.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OpticalChannel"}],"datasets":[{"dtype":"text","name":"description","doc":"Description of the imaging plane.","quantity":"?"},{"dtype":"float","name":"excitation_lambda","doc":"Excitation wavelength, in nm."},{"dtype":"float","name":"imaging_rate","doc":"Rate that images are acquired, in Hz."},{"dtype":"text","name":"indicator","doc":"Calcium indicator."},{"dtype":"text","name":"location","doc":"Location of the imaging plane. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible."},{"shape":[[null,null,3],[null,null,null,3]],"dims":[["height","width","x|y|z"],["height","width","depth","x|y|z"]],"dtype":"float32","name":"manifold","doc":"Physical position of each pixel. 'xyz' represents the position of the pixel relative to the defined coordinate space.","quantity":"?","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as pixels from x = -500 to 499, y = -500 to 499 that correspond to a 2 m x 2 m range, then the 'conversion' multiplier to get from raw data acquisition pixel units to meters is 2/1000.","required":false,"dtype":"float","default_value":1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. The default value is 'meters'.","required":false,"dtype":"text","default_value":"meters"}]},{"dtype":"text","name":"reference_frame","doc":"Describes position and reference frame of manifold based on position of first element in manifold. For example, text description of anatomical location or vectors needed to rotate to common anatomical axis (eg, AP/DV/ML). This field is necessary to interpret manifold. 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This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int","name":"data","doc":"Index of the frame in the referenced ImageSeries.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"}]}],"links":[{"name":"indexed_timeseries","doc":"Link to ImageSeries object containing images that are indexed.","target_type":"ImageSeries"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the ImageIndexSeries is to allow a static image stack to be stored somewhere, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]}]}"<{"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tabular data that is relevent to acquisition","quantity":"*","neurodata_type_inc":"DynamicTable"}],"name":"acquisition","doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis."},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Tabular data that is relevent to data stored in analysis","quantity":"*","neurodata_type_inc":"DynamicTable"}],"name":"analysis","doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs."},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Any one-off tables","quantity":"*","neurodata_type_inc":"DynamicTable"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"name":"notes","doc":"Any notes the user has about the dataset being stored","dtype":"text"}]}],"name":"scratch","doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"name":"processing","doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis."},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"presentation","doc":"Stimuli presented during the experiment."},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"templates","doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame."}],"name":"stimulus","doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file."},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"groups":[{"doc":"A data acquisition device, e.g. recording system.","quantity":"+","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Device"}],"name":"devices","doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","quantity":"?"},{"datasets":[{"dtype":"text","name":"age","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","quantity":"?"},{"dtype":"isodatetime","name":"date_of_birth","doc":"Date of birth of subject. Can be supplied instead of 'age'.","quantity":"?"},{"dtype":"text","name":"description","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","quantity":"?"},{"dtype":"text","name":"genotype","doc":"Genetic strain. If absent, assume Wild Type (WT).","quantity":"?"},{"dtype":"text","name":"sex","doc":"Gender of subject.","quantity":"?"},{"dtype":"text","name":"species","doc":"Species of subject.","quantity":"?"},{"dtype":"text","name":"subject_id","doc":"ID of animal/person used/participating in experiment (lab convention).","quantity":"?"},{"dtype":"text","name":"weight","doc":"Weight at time of experiment, at time of surgery and at other important times.","quantity":"?"}],"name":"subject","doc":"Information about the animal or person from which the data was measured.","quantity":"?","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float","name":"x","doc":"x coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"y","doc":"y coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"z","doc":"z coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"imp","doc":"Impedance of the channel.","neurodata_type_inc":"VectorData"},{"dtype":"ascii","name":"location","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"filtering","doc":"Description of hardware filtering.","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"group","doc":"Reference to the ElectrodeGroup this electrode is a part of.","neurodata_type_inc":"VectorData"},{"dtype":"ascii","name":"group_name","doc":"Name of the ElectrodeGroup this electrode is a part of.","neurodata_type_inc":"VectorData"}],"name":"electrodes","doc":"A table of all electrodes (i.e. channels) used for recording.","quantity":"?","neurodata_type_inc":"DynamicTable"}],"name":"extracellular_ephys","doc":"Metadata related to extracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"name":"sweep_table","doc":"The table which groups different PatchClampSeries together.","quantity":"?","neurodata_type_inc":"SweepTable"}],"datasets":[{"dtype":"text","name":"filtering","doc":"Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","quantity":"?"}],"name":"intracellular_ephys","doc":"Metadata related to intracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"name":"optogenetics","doc":"Metadata describing optogenetic stimuluation.","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"name":"optophysiology","doc":"Metadata related to optophysiology.","quantity":"?"}],"datasets":[{"dtype":"text","name":"data_collection","doc":"Notes about data collection and analysis.","quantity":"?"},{"dtype":"text","name":"experiment_description","doc":"General description of the experiment.","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","name":"experimenter","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","quantity":"?"},{"dtype":"text","name":"institution","doc":"Institution(s) where experiment was performed.","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","name":"keywords","doc":"Terms to search over.","quantity":"?"},{"dtype":"text","name":"lab","doc":"Laboratory where experiment was performed.","quantity":"?"},{"dtype":"text","name":"notes","doc":"Notes about the experiment.","quantity":"?"},{"dtype":"text","name":"pharmacology","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","quantity":"?"},{"dtype":"text","name":"protocol","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","name":"related_publications","doc":"Publication information. PMID, DOI, URL, etc.","quantity":"?"},{"dtype":"text","name":"session_id","doc":"Lab-specific ID for the session.","quantity":"?"},{"dtype":"text","name":"slices","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","quantity":"?"},{"dtype":"text","name":"source_script","doc":"Script file or link to public source code used to create this NWB file.","quantity":"?","attributes":[{"name":"file_name","doc":"Name of script file.","dtype":"text"}]},{"dtype":"text","name":"stimulus","doc":"Notes about stimuli, such as how and where they were presented.","quantity":"?"},{"dtype":"text","name":"surgery","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","quantity":"?"},{"dtype":"text","name":"virus","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","quantity":"?"}],"name":"general","doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them."},{"groups":[{"name":"epochs","doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"trials","doc":"Repeated experimental events that have a logical grouping.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"invalid_times","doc":"Time intervals that should be removed from analysis.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"name":"intervals","doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","quantity":"?"},{"name":"units","doc":"Data about sorted spike units.","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","name":"file_create_date","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array."},{"dtype":"text","name":"identifier","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files."},{"dtype":"text","name":"session_description","doc":"A description of the experimental session and data in the file."},{"dtype":"isodatetime","name":"session_start_time","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds."},{"dtype":"isodatetime","name":"timestamps_reference_time","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero)."}],"name":"root","doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"name":"nwb_version","doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","dtype":"text","value":"2.1.0"}]}]},1{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"Values of each feature at each time.","attributes":[{"name":"unit","doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"feature_units","doc":"Units of each feature.","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"features","doc":"Description of the features represented in TimeSeries::data."}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","name":"data","doc":"Annotations made during an experiment.","attributes":[{"name":"resolution","doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","dtype":"float","value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","name":"data","doc":"Use values >0 if interval started, <0 if interval ended.","attributes":[{"name":"resolution","doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","dtype":"float","value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"datasets":[{"dtype":"text","name":"band_name","doc":"Name of the band, e.g. theta.","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float","name":"band_limits","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_mean","doc":"The mean Gaussian filters, in Hz.","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_stdev","doc":"The standard deviation of Gaussian filters, in Hz.","neurodata_type_inc":"VectorData"}],"name":"bands","doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","name":"data","doc":"Data decomposed into frequency bands.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","required":false,"dtype":"text","default_value":"no unit"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"text","name":"metric","doc":"The metric used, e.g. phase, amplitude, power."}],"links":[{"name":"source_timeseries","doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"spike_times_index","doc":"Index into the spike_times dataset.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"double","name":"spike_times","doc":"Spike times for each unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"obs_intervals_index","doc":"Index into the obs_intervals dataset.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"double","name":"obs_intervals","doc":"Observation intervals for each unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"electrodes_index","doc":"Index into electrodes.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"name":"electrodes","doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"electrode_group","doc":"Electrode group that each spike unit came from.","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_mean","doc":"Spike waveform mean for each spike unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_sd","doc":"Spike waveform standard deviation for each spike unit.","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units","attributes":[{"name":"colnames","doc":"The names of the columns in this table. This should be used to specify an order to the columns.","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table.","dtype":"text"}]}]}{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","required":false,"dtype":"text","default_value":"meters"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"text","name":"reference_frame","doc":"Description defining what exactly 'straight-ahead' means.","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]}~ {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Applied power for optogenetic stimulus, in watts.","attributes":[{"name":"unit","doc":"Unit of measurement for data, which is fixed to 'watts'.","dtype":"text","value":"watts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]}],"links":[{"name":"site","doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Description of stimulation site."},{"dtype":"float","name":"excitation_lambda","doc":"Excitation wavelength, in nm."},{"dtype":"text","name":"location","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible."}],"links":[{"name":"device","doc":"Device that generated the stimulus.","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]}`3D'^3D'^3D'^SNOD8~x`M(|HpNPQ3D'^3D'^3D'^GCOLw4{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Recorded voltage data.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and 'channel_conversion' (if present).","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"name":"electrodes","doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","neurodata_type_inc":"DynamicTableRegion"},{"shape":[null],"dims":["num_channels"],"dtype":"float","name":"channel_conversion","doc":"Channel-specific conversion factor. Multiply the data in the 'data' dataset by these values along the channel axis (as indicated by axis attribute) AND by the global conversion factor in the 'conversion' attribute of 'data' to get the data values in Volts, i.e, data in Volts = data * data.conversion * channel_conversion. This approach allows for both global and per-channel data conversion factors needed to support the storage of electrical recordings as native values generated by data acquisition systems. If this dataset is not present, then there is no channel-specific conversion factor, i.e. it is 1 for all channels.","quantity":"?","attributes":[{"name":"axis","doc":"The zero-indexed axis of the 'data' dataset that the channel-specific conversion factor corresponds to. This value is fixed to 1.","dtype":"int","value":1}]}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Spike waveforms.","attributes":[{"name":"unit","doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","name":"timestamps","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","attributes":[{"name":"interval","doc":"Value is '1'","dtype":"int32","value":1},{"name":"unit","doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","name":"description","doc":"Description of features (eg, ''PC1'') for each of the extracted features."},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","name":"features","doc":"Multi-dimensional array of features extracted from each event."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of events that features correspond to (can be a link)."},{"name":"electrodes","doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","name":"detection_method","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values."},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"source_idx","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Timestamps of events, in seconds.","attributes":[{"name":"unit","doc":"Unit of measurement for event times, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]}],"links":[{"name":"source_electricalseries","doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries description or comments field.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"links":[{"name":"device","doc":"Link to the device that was used to record from this electrode group.","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"name":"description","doc":"Description of this electrode group.","dtype":"text"},{"name":"location","doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","dtype":"text"}]},{"datasets":[{"dtype":"text","name":"waveform_filtering","doc":"Filtering applied to data before generating mean/sd"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_mean","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_sd","doc":"Stdev of waveforms for each cluster, using the same indices as in mean"}],"links":[{"name":"clustering_interface","doc":"Link to Clustering interface that was the source of the clustered data","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","name":"description","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)"},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"num","doc":"Cluster number of each event"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","name":"peak_over_rms","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric)."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module."}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}B{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Recorded voltage or current.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"float","name":"gain","doc":"Gain of the recording, in units Volt/Amp (v-clamp) or Volt/Volt (c-clamp).","quantity":"?"}],"links":[{"name":"electrode","doc":"Link to IntracellularElectrode object that describes the electrode that was used to apply or record this data.","target_type":"IntracellularElectrode"}],"doc":"An abstract base class for patch-clamp data - stimulus or response, current or voltage.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"data","doc":"Recorded voltage.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"float32","name":"bias_current","doc":"Bias current, in amps.","quantity":"?"},{"dtype":"float32","name":"bridge_balance","doc":"Bridge balance, in ohms.","quantity":"?"},{"dtype":"float32","name":"capacitance_compensation","doc":"Capacitance compensation, in farads.","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"dtype":"float32","name":"bias_current","doc":"Bias current, in amps, fixed to 0.0."},{"dtype":"float32","name":"bridge_balance","doc":"Bridge balance, in ohms, fixed to 0.0."},{"dtype":"float32","name":"capacitance_compensation","doc":"Capacitance compensation, in farads, fixed to 0.0."}],"doc":"Voltage data from an intracellular recording when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"data","doc":"Stimulus current applied.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"amperes"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]}],"doc":"Stimulus current applied during current clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampStimulusSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"data","doc":"Recorded current.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"amperes"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. 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This provides an alternative structure to choose from when optimizing storage for anticipated access patterns. Additionally, this type provides a way of creating a table without having to define a compound type up front. Although this convenience may be attractive, users should think carefully about how data will be accessed. DynamicTable is more appropriate for column-centric access, whereas a dataset with a compound type would be more appropriate for row-centric access. Finally, data size should also be taken into account. For small tables, performance loss may be an acceptable trade-off for the flexibility of a DynamicTable. For example, DynamicTable was originally developed for storing trial data and spike unit metadata. Both of these use cases are expected to produce relatively small tables, so the spatial locality of multiple datasets present in a DynamicTable is not expected to have a significant performance impact. Additionally, requirements of trial and unit metadata tables are sufficiently diverse that performance implications can be overlooked in favor of usability.","data_type_inc":"Container","data_type_def":"DynamicTable","attributes":[{"name":"colnames","doc":"The names of the columns in this table. This should be used to specify an order to the columns.","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table.","dtype":"text"}]}]}SNOD[ZGh4E'^x4E'^](_TREE`bHEAPXH_2.1.0H_aTREE|QHEAP`SNOD__a4F'^GCOL8{"datasets":[{"doc":"An abstract data type for a dataset.","neurodata_type_inc":"Data","neurodata_type_def":"NWBData"},{"shape":[[null,null],[null,null,3],[null,null,4]],"dims":[["num_x","num_y"],["num_x","num_y","(r, g, b)"],["num_x","num_y","(r, g, b, a)"]],"doc":"An abstract data type for an image. 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Once timestamp data is calculated, the contents of 'sync' are mostly for archival purposes.","quantity":"?"}],"datasets":[{"shape":[[null],[null,null],[null,null,null],[null,null,null,null]],"dims":[["num_times"],["num_times","num_DIM2"],["num_times","num_DIM2","num_DIM3"],["num_times","num_DIM2","num_DIM3","num_DIM4"]],"name":"data","doc":"Data values. Data can be in 1-D, 2-D, 3-D, or 4-D. The first dimension should always represent time. This can also be used to store binary data (e.g., image frames). This can also be a link to data stored in an external file.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. 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If present, the length of this array should be the same size as the first dimension of data.","quantity":"?"},{"shape":[null],"dims":["num_control_values"],"dtype":"text","name":"control_description","doc":"Description of each control value. Must be present if control is present. If present, control_description[0] should describe time points where control == 0.","quantity":"?"}],"doc":"General purpose time series.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"TimeSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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The 'starting_frame' attribute, hence, contains a list of frame numbers within the full ImageSeries of the first frame of each file listed in the parent 'external_file' dataset. Zero-based indexing is used (hence, the first element will always be zero). For example, if the 'external_file' dataset has three paths to files and the first file has 5 frames, the second file has 10 frames, and the third file has 20 frames, then this attribute will have values [0, 5, 15]. If there is a single external file that holds all of the frames of the ImageSeries (and so there is a single element in the 'external_file' dataset), then this attribute should have value [0].","dtype":"int","shape":[null],"dims":["num_files"]}]},{"dtype":"text","name":"format","doc":"Format of image. If this is 'external', then the attribute 'external_file' contains the path information to the image files. If this is 'raw', then the raw (single-channel) binary data is stored in the 'data' dataset. If this attribute is not present, then the default format='raw' case is assumed.","quantity":"?","default_value":"raw"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the file in a raw format while other times it will be stored as a series of external image files in the host file system. The data field will either be binary data, if the data is stored in the NWB file, or empty, if the data is stored in an external image stack. [frame][y][x] or [frame][z][y][x].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"}]}],"links":[{"name":"indexed_timeseries","doc":"Link to ImageSeries object containing images that are indexed.","target_type":"ImageSeries"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the ImageIndexSeries is to allow a static image stack to be stored somewhere, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]}]}"<{"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tabular data that is relevent to acquisition","quantity":"*","neurodata_type_inc":"DynamicTable"}],"name":"acquisition","doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis."},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Tabular data that is relevent to data stored in analysis","quantity":"*","neurodata_type_inc":"DynamicTable"}],"name":"analysis","doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs."},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Any one-off tables","quantity":"*","neurodata_type_inc":"DynamicTable"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"name":"notes","doc":"Any notes the user has about the dataset being stored","dtype":"text"}]}],"name":"scratch","doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"name":"processing","doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis."},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"presentation","doc":"Stimuli presented during the experiment."},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"templates","doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame."}],"name":"stimulus","doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file."},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"groups":[{"doc":"A data acquisition device, e.g. recording system.","quantity":"+","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Device"}],"name":"devices","doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","quantity":"?"},{"datasets":[{"dtype":"text","name":"age","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","quantity":"?"},{"dtype":"isodatetime","name":"date_of_birth","doc":"Date of birth of subject. Can be supplied instead of 'age'.","quantity":"?"},{"dtype":"text","name":"description","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","quantity":"?"},{"dtype":"text","name":"genotype","doc":"Genetic strain. If absent, assume Wild Type (WT).","quantity":"?"},{"dtype":"text","name":"sex","doc":"Gender of subject.","quantity":"?"},{"dtype":"text","name":"species","doc":"Species of subject.","quantity":"?"},{"dtype":"text","name":"subject_id","doc":"ID of animal/person used/participating in experiment (lab convention).","quantity":"?"},{"dtype":"text","name":"weight","doc":"Weight at time of experiment, at time of surgery and at other important times.","quantity":"?"}],"name":"subject","doc":"Information about the animal or person from which the data was measured.","quantity":"?","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float","name":"x","doc":"x coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"y","doc":"y coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"z","doc":"z coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"imp","doc":"Impedance of the channel.","neurodata_type_inc":"VectorData"},{"dtype":"ascii","name":"location","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"filtering","doc":"Description of hardware filtering.","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"group","doc":"Reference to the ElectrodeGroup this electrode is a part of.","neurodata_type_inc":"VectorData"},{"dtype":"ascii","name":"group_name","doc":"Name of the ElectrodeGroup this electrode is a part of.","neurodata_type_inc":"VectorData"}],"name":"electrodes","doc":"A table of all electrodes (i.e. channels) used for recording.","quantity":"?","neurodata_type_inc":"DynamicTable"}],"name":"extracellular_ephys","doc":"Metadata related to extracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"name":"sweep_table","doc":"The table which groups different PatchClampSeries together.","quantity":"?","neurodata_type_inc":"SweepTable"}],"datasets":[{"dtype":"text","name":"filtering","doc":"Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","quantity":"?"}],"name":"intracellular_ephys","doc":"Metadata related to intracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"name":"optogenetics","doc":"Metadata describing optogenetic stimuluation.","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"name":"optophysiology","doc":"Metadata related to optophysiology.","quantity":"?"}],"datasets":[{"dtype":"text","name":"data_collection","doc":"Notes about data collection and analysis.","quantity":"?"},{"dtype":"text","name":"experiment_description","doc":"General description of the experiment.","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","name":"experimenter","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","quantity":"?"},{"dtype":"text","name":"institution","doc":"Institution(s) where experiment was performed.","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","name":"keywords","doc":"Terms to search over.","quantity":"?"},{"dtype":"text","name":"lab","doc":"Laboratory where experiment was performed.","quantity":"?"},{"dtype":"text","name":"notes","doc":"Notes about the experiment.","quantity":"?"},{"dtype":"text","name":"pharmacology","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","quantity":"?"},{"dtype":"text","name":"protocol","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","name":"related_publications","doc":"Publication information. PMID, DOI, URL, etc.","quantity":"?"},{"dtype":"text","name":"session_id","doc":"Lab-specific ID for the session.","quantity":"?"},{"dtype":"text","name":"slices","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","quantity":"?"},{"dtype":"text","name":"source_script","doc":"Script file or link to public source code used to create this NWB file.","quantity":"?","attributes":[{"name":"file_name","doc":"Name of script file.","dtype":"text"}]},{"dtype":"text","name":"stimulus","doc":"Notes about stimuli, such as how and where they were presented.","quantity":"?"},{"dtype":"text","name":"surgery","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","quantity":"?"},{"dtype":"text","name":"virus","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","quantity":"?"}],"name":"general","doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them."},{"groups":[{"name":"epochs","doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"trials","doc":"Repeated experimental events that have a logical grouping.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"invalid_times","doc":"Time intervals that should be removed from analysis.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"name":"intervals","doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","quantity":"?"},{"name":"units","doc":"Data about sorted spike units.","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","name":"file_create_date","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array."},{"dtype":"text","name":"identifier","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files."},{"dtype":"text","name":"session_description","doc":"A description of the experimental session and data in the file."},{"dtype":"isodatetime","name":"session_start_time","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds."},{"dtype":"isodatetime","name":"timestamps_reference_time","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero)."}],"name":"root","doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"name":"nwb_version","doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","dtype":"text","value":"2.1.0"}]}]},1{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"Values of each feature at each time.","attributes":[{"name":"unit","doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"feature_units","doc":"Units of each feature.","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"features","doc":"Description of the features represented in TimeSeries::data."}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","name":"data","doc":"Annotations made during an experiment.","attributes":[{"name":"resolution","doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","dtype":"float","value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","name":"data","doc":"Use values >0 if interval started, <0 if interval ended.","attributes":[{"name":"resolution","doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","dtype":"float","value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"datasets":[{"dtype":"text","name":"band_name","doc":"Name of the band, e.g. theta.","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float","name":"band_limits","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_mean","doc":"The mean Gaussian filters, in Hz.","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_stdev","doc":"The standard deviation of Gaussian filters, in Hz.","neurodata_type_inc":"VectorData"}],"name":"bands","doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","name":"data","doc":"Data decomposed into frequency bands.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","required":false,"dtype":"text","default_value":"no unit"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"text","name":"metric","doc":"The metric used, e.g. phase, amplitude, power."}],"links":[{"name":"source_timeseries","doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"spike_times_index","doc":"Index into the spike_times dataset.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"double","name":"spike_times","doc":"Spike times for each unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"obs_intervals_index","doc":"Index into the obs_intervals dataset.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"double","name":"obs_intervals","doc":"Observation intervals for each unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"electrodes_index","doc":"Index into electrodes.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"name":"electrodes","doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"electrode_group","doc":"Electrode group that each spike unit came from.","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_mean","doc":"Spike waveform mean for each spike unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_sd","doc":"Spike waveform standard deviation for each spike unit.","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units","attributes":[{"name":"colnames","doc":"The names of the columns in this table. This should be used to specify an order to the columns.","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table.","dtype":"text"}]}]}{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","required":false,"dtype":"text","default_value":"meters"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"text","name":"reference_frame","doc":"Description defining what exactly 'straight-ahead' means.","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]}~ {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Applied power for optogenetic stimulus, in watts.","attributes":[{"name":"unit","doc":"Unit of measurement for data, which is fixed to 'watts'.","dtype":"text","value":"watts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]}],"links":[{"name":"site","doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Description of stimulation site."},{"dtype":"float","name":"excitation_lambda","doc":"Excitation wavelength, in nm."},{"dtype":"text","name":"location","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible."}],"links":[{"name":"device","doc":"Device that generated the stimulus.","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]}`4F'^4F'^5F'^SNOD8XxO(HHhPS(T5F'^(5F'^85F'^GCOLw4{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Recorded voltage data.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and 'channel_conversion' (if present).","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"name":"electrodes","doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","neurodata_type_inc":"DynamicTableRegion"},{"shape":[null],"dims":["num_channels"],"dtype":"float","name":"channel_conversion","doc":"Channel-specific conversion factor. Multiply the data in the 'data' dataset by these values along the channel axis (as indicated by axis attribute) AND by the global conversion factor in the 'conversion' attribute of 'data' to get the data values in Volts, i.e, data in Volts = data * data.conversion * channel_conversion. This approach allows for both global and per-channel data conversion factors needed to support the storage of electrical recordings as native values generated by data acquisition systems. If this dataset is not present, then there is no channel-specific conversion factor, i.e. it is 1 for all channels.","quantity":"?","attributes":[{"name":"axis","doc":"The zero-indexed axis of the 'data' dataset that the channel-specific conversion factor corresponds to. This value is fixed to 1.","dtype":"int","value":1}]}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Spike waveforms.","attributes":[{"name":"unit","doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","name":"timestamps","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","attributes":[{"name":"interval","doc":"Value is '1'","dtype":"int32","value":1},{"name":"unit","doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","name":"description","doc":"Description of features (eg, ''PC1'') for each of the extracted features."},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","name":"features","doc":"Multi-dimensional array of features extracted from each event."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of events that features correspond to (can be a link)."},{"name":"electrodes","doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","name":"detection_method","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values."},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"source_idx","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Timestamps of events, in seconds.","attributes":[{"name":"unit","doc":"Unit of measurement for event times, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]}],"links":[{"name":"source_electricalseries","doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries description or comments field.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"links":[{"name":"device","doc":"Link to the device that was used to record from this electrode group.","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"name":"description","doc":"Description of this electrode group.","dtype":"text"},{"name":"location","doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","dtype":"text"}]},{"datasets":[{"dtype":"text","name":"waveform_filtering","doc":"Filtering applied to data before generating mean/sd"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_mean","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_sd","doc":"Stdev of waveforms for each cluster, using the same indices as in mean"}],"links":[{"name":"clustering_interface","doc":"Link to Clustering interface that was the source of the clustered data","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","name":"description","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)"},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"num","doc":"Cluster number of each event"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","name":"peak_over_rms","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric)."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module."}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}B{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Recorded voltage or current.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"float","name":"gain","doc":"Gain of the recording, in units Volt/Amp (v-clamp) or Volt/Volt (c-clamp).","quantity":"?"}],"links":[{"name":"electrode","doc":"Link to IntracellularElectrode object that describes the electrode that was used to apply or record this data.","target_type":"IntracellularElectrode"}],"doc":"An abstract base class for patch-clamp data - stimulus or response, current or voltage.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"data","doc":"Recorded voltage.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"float32","name":"bias_current","doc":"Bias current, in amps.","quantity":"?"},{"dtype":"float32","name":"bridge_balance","doc":"Bridge balance, in ohms.","quantity":"?"},{"dtype":"float32","name":"capacitance_compensation","doc":"Capacitance compensation, in farads.","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"dtype":"float32","name":"bias_current","doc":"Bias current, in amps, fixed to 0.0."},{"dtype":"float32","name":"bridge_balance","doc":"Bridge balance, in ohms, fixed to 0.0."},{"dtype":"float32","name":"capacitance_compensation","doc":"Capacitance compensation, in farads, fixed to 0.0."}],"doc":"Voltage data from an intracellular recording when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"data","doc":"Stimulus current applied.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"amperes"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]}],"doc":"Stimulus current applied during current clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampStimulusSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"data","doc":"Recorded current.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"amperes"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"float32","name":"capacitance_fast","doc":"Fast capacitance, in farads.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","dtype":"text","value":"farads"}]},{"dtype":"float32","name":"capacitance_slow","doc":"Slow capacitance, in farads.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","dtype":"text","value":"farads"}]},{"dtype":"float32","name":"resistance_comp_bandwidth","doc":"Resistance compensation bandwidth, in hertz.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for resistance_comp_bandwidth, which is fixed to 'hertz'.","dtype":"text","value":"hertz"}]},{"dtype":"float32","name":"resistance_comp_correction","doc":"Resistance compensation correction, in percent.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for resistance_comp_correction, which is fixed to 'percent'.","dtype":"text","value":"percent"}]},{"dtype":"float32","name":"resistance_comp_prediction","doc":"Resistance compensation prediction, in percent.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for resistance_comp_prediction, which is fixed to 'percent'.","dtype":"text","value":"percent"}]},{"dtype":"float32","name":"whole_cell_capacitance_comp","doc":"Whole cell capacitance compensation, in farads.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for whole_cell_capacitance_comp, which is fixed to 'farads'.","dtype":"text","value":"farads"}]},{"dtype":"float32","name":"whole_cell_series_resistance_comp","doc":"Whole cell series resistance compensation, in ohms.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for whole_cell_series_resistance_comp, which is fixed to 'ohms'.","dtype":"text","value":"ohms"}]}],"doc":"Current data from an intracellular voltage-clamp recording. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"data","doc":"Stimulus voltage applied.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]}],"doc":"Stimulus voltage applied during a voltage clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampStimulusSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Description of electrode (e.g., whole-cell, sharp, etc.)."},{"dtype":"text","name":"filtering","doc":"Electrode specific filtering.","quantity":"?"},{"dtype":"text","name":"initial_access_resistance","doc":"Initial access resistance.","quantity":"?"},{"dtype":"text","name":"location","doc":"Location of the electrode. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","quantity":"?"},{"dtype":"text","name":"resistance","doc":"Electrode resistance, in ohms.","quantity":"?"},{"dtype":"text","name":"seal","doc":"Information about seal used for recording.","quantity":"?"},{"dtype":"text","name":"slice","doc":"Information about slice used for recording.","quantity":"?"}],"links":[{"name":"device","doc":"Device that was used to record from this electrode.","target_type":"Device"}],"doc":"An intracellular electrode and its metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"IntracellularElectrode"},{"datasets":[{"dtype":"uint64","name":"sweep_number","doc":"Sweep number of the PatchClampSeries in that row.","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"PatchClampSeries","reftype":"object"},"name":"series","doc":"The PatchClampSeries with the sweep number in that row.","neurodata_type_inc":"VectorData"},{"name":"series_index","doc":"Index for series.","neurodata_type_inc":"VectorIndex"}],"doc":"The table which groups different PatchClampSeries together.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SweepTable","attributes":[{"name":"colnames","doc":"The names of the columns in this table. This should be used to specify an order to the columns.","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table.","dtype":"text"}]}]},{"groups":[{"datasets":[{"shape":[[2],[3]],"dims":["width|height","width|height|depth"],"dtype":"float32","name":"field_of_view","doc":"Width, height and depth of image, or imaged area, in meters.","quantity":"?"}],"links":[{"name":"imaging_plane","doc":"Link to ImagingPlane object from which this TimeSeries data was generated.","target_type":"ImagingPlane"}],"doc":"Image stack recorded over time from 2-photon microscope.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"TwoPhotonSeries","attributes":[{"name":"pmt_gain","doc":"Photomultiplier gain.","required":false,"dtype":"float32"},{"name":"scan_line_rate","doc":"Lines imaged per second. This is also stored in /general/optophysiology but is kept here as it is useful information for analysis, and so good to be stored w/ the actual data.","required":false,"dtype":"float32"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_ROIs"]],"dtype":"numeric","name":"data","doc":"Signals from ROIs.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"}]},{"name":"rois","doc":"DynamicTableRegion referencing into an ROITable containing information on the ROIs stored in this timeseries.","neurodata_type_inc":"DynamicTableRegion"}],"doc":"ROI responses over an imaging plane. Each row in data should correspond to the signal from one ROI. Each element on the second dimension of data should correspond to the signal from one ROI.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"RoiResponseSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"RoiResponseSeries object(s) containing dF/F for a ROI.","quantity":"+","neurodata_type_inc":"RoiResponseSeries"}],"doc":"dF/F information about a region of interest (ROI). Storage hierarchy of dF/F should be the same as for segmentation (i.e., same names for ROIs and for image planes).","default_name":"DfOverF","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"DfOverF"},{"groups":[{"doc":"RoiResponseSeries object(s) containing fluorescence data for a ROI.","quantity":"+","neurodata_type_inc":"RoiResponseSeries"}],"doc":"Fluorescence information about a region of interest (ROI). 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When timestamps are uniformly spaced, the timestamp of the first sample can be specified and all subsequent ones calculated from the sampling rate attribute.","quantity":"?","attributes":[{"name":"rate","doc":"Sampling rate, in Hz.","dtype":"float32"},{"name":"unit","doc":"Unit of measurement for time, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","name":"timestamps","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time.","quantity":"?","attributes":[{"name":"interval","doc":"Value is '1'","dtype":"int32","value":1},{"name":"unit","doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"uint8","name":"control","doc":"Numerical labels that apply to each time point in data for the purpose of querying and slicing data by these values. If present, the length of this array should be the same size as the first dimension of data.","quantity":"?"},{"shape":[null],"dims":["num_control_values"],"dtype":"text","name":"control_description","doc":"Description of each control value. Must be present if control is present. If present, control_description[0] should describe time points where control == 0.","quantity":"?"}],"doc":"General purpose time series.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"TimeSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"Data objects stored in this collection.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tables stored in this collection.","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"A collection of processed data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ProcessingModule","attributes":[{"name":"description","doc":"Description of this collection of processed data.","dtype":"text"}]},{"datasets":[{"doc":"Images stored in this collection.","quantity":"+","neurodata_type_inc":"Image"}],"doc":"A collection of images.","default_name":"Images","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Images","attributes":[{"name":"description","doc":"Description of this collection of images.","dtype":"text"}]}]}SNOD8UcXxhN8~4H'^4H'^4H'^4H'^4H'^nwb.basenwb.epochnwb.imagenwb.filenwb.miscnwb.behaviornwb.ecephysnwb.icephysnwb.ogennwb.ophysnwb.retinotopynamespaceGCOLy({"datasets":[{"shape":[null,null],"dims":["y","x"],"doc":"A grayscale image.","neurodata_type_inc":"Image","neurodata_type_def":"GrayscaleImage","attributes":[{"name":"resolution","doc":"Pixel resolution of the image, in pixels per centimeter.","required":false,"dtype":"float"},{"name":"description","doc":"Description of the image.","required":false,"dtype":"text"}]},{"shape":[null,null,3],"dims":["y","x","R, G, B"],"doc":"A color image.","neurodata_type_inc":"Image","neurodata_type_def":"RGBImage","attributes":[{"name":"resolution","doc":"Pixel resolution of the image, in pixels per centimeter.","required":false,"dtype":"float"},{"name":"description","doc":"Description of the image.","required":false,"dtype":"text"}]},{"shape":[null,null,4],"dims":["y","x","R, G, B, A"],"doc":"A color image with transparency.","neurodata_type_inc":"Image","neurodata_type_def":"RGBAImage","attributes":[{"name":"resolution","doc":"Pixel resolution of the image, in pixels per centimeter.","required":false,"dtype":"float"},{"name":"description","doc":"Description of the image.","required":false,"dtype":"text"}]}],"groups":[{"datasets":[{"shape":[[null,null,null],[null,null,null,null]],"dims":[["frame","y","x"],["frame","z","y","x"]],"dtype":"numeric","name":"data","doc":"Binary data representing images across frames.","quantity":"?","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"}]},{"shape":[null],"dims":["rank"],"dtype":"int32","name":"dimension","doc":"Number of pixels on x, y, (and z) axes.","quantity":"?"},{"shape":[null],"dims":["num_files"],"dtype":"text","name":"external_file","doc":"Paths to one or more external file(s). The field is only present if format='external'. This is only relevant if the image series is stored in the file system as one or more image file(s). This field should NOT be used if the image is stored in another NWB file and that file is linked to this file.","quantity":"?","attributes":[{"name":"starting_frame","doc":"Each external image may contain one or more consecutive frames of the full ImageSeries. This attribute serves as an index to indicate which frames each file contains, to faciliate random access. The 'starting_frame' attribute, hence, contains a list of frame numbers within the full ImageSeries of the first frame of each file listed in the parent 'external_file' dataset. Zero-based indexing is used (hence, the first element will always be zero). For example, if the 'external_file' dataset has three paths to files and the first file has 5 frames, the second file has 10 frames, and the third file has 20 frames, then this attribute will have values [0, 5, 15]. If there is a single external file that holds all of the frames of the ImageSeries (and so there is a single element in the 'external_file' dataset), then this attribute should have value [0].","dtype":"int","shape":[null],"dims":["num_files"]}]},{"dtype":"text","name":"format","doc":"Format of image. If this is 'external', then the attribute 'external_file' contains the path information to the image files. If this is 'raw', then the raw (single-channel) binary data is stored in the 'data' dataset. If this attribute is not present, then the default format='raw' case is assumed.","quantity":"?","default_value":"raw"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the file in a raw format while other times it will be stored as a series of external image files in the host file system. The data field will either be binary data, if the data is stored in the NWB file, or empty, if the data is stored in an external image stack. [frame][y][x] or [frame][z][y][x].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"links":[{"name":"masked_imageseries","doc":"Link to ImageSeries object that this image mask is applied to.","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The 'data' array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"dtype":"float32","name":"distance","doc":"Distance from camera/monitor to target/eye.","quantity":"?"},{"shape":[[2],[3]],"dims":[["width, height"],["width, height, depth"]],"dtype":"float32","name":"field_of_view","doc":"Width, height and depth of image, or imaged area, in meters.","quantity":"?"},{"dtype":"text","name":"orientation","doc":"Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference.","quantity":"?"}],"doc":"Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int","name":"data","doc":"Index of the frame in the referenced ImageSeries.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"}]}],"links":[{"name":"indexed_timeseries","doc":"Link to ImageSeries object containing images that are indexed.","target_type":"ImageSeries"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the ImageIndexSeries is to allow a static image stack to be stored somewhere, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]}]}"<{"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tabular data that is relevent to acquisition","quantity":"*","neurodata_type_inc":"DynamicTable"}],"name":"acquisition","doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis."},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Tabular data that is relevent to data stored in analysis","quantity":"*","neurodata_type_inc":"DynamicTable"}],"name":"analysis","doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs."},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Any one-off tables","quantity":"*","neurodata_type_inc":"DynamicTable"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"name":"notes","doc":"Any notes the user has about the dataset being stored","dtype":"text"}]}],"name":"scratch","doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"name":"processing","doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis."},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"presentation","doc":"Stimuli presented during the experiment."},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"name":"templates","doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame."}],"name":"stimulus","doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file."},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"groups":[{"doc":"A data acquisition device, e.g. recording system.","quantity":"+","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Device"}],"name":"devices","doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","quantity":"?"},{"datasets":[{"dtype":"text","name":"age","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","quantity":"?"},{"dtype":"isodatetime","name":"date_of_birth","doc":"Date of birth of subject. Can be supplied instead of 'age'.","quantity":"?"},{"dtype":"text","name":"description","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","quantity":"?"},{"dtype":"text","name":"genotype","doc":"Genetic strain. If absent, assume Wild Type (WT).","quantity":"?"},{"dtype":"text","name":"sex","doc":"Gender of subject.","quantity":"?"},{"dtype":"text","name":"species","doc":"Species of subject.","quantity":"?"},{"dtype":"text","name":"subject_id","doc":"ID of animal/person used/participating in experiment (lab convention).","quantity":"?"},{"dtype":"text","name":"weight","doc":"Weight at time of experiment, at time of surgery and at other important times.","quantity":"?"}],"name":"subject","doc":"Information about the animal or person from which the data was measured.","quantity":"?","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float","name":"x","doc":"x coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"y","doc":"y coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"z","doc":"z coordinate of the channel location.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"imp","doc":"Impedance of the channel.","neurodata_type_inc":"VectorData"},{"dtype":"ascii","name":"location","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","neurodata_type_inc":"VectorData"},{"dtype":"float","name":"filtering","doc":"Description of hardware filtering.","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"group","doc":"Reference to the ElectrodeGroup this electrode is a part of.","neurodata_type_inc":"VectorData"},{"dtype":"ascii","name":"group_name","doc":"Name of the ElectrodeGroup this electrode is a part of.","neurodata_type_inc":"VectorData"}],"name":"electrodes","doc":"A table of all electrodes (i.e. channels) used for recording.","quantity":"?","neurodata_type_inc":"DynamicTable"}],"name":"extracellular_ephys","doc":"Metadata related to extracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"name":"sweep_table","doc":"The table which groups different PatchClampSeries together.","quantity":"?","neurodata_type_inc":"SweepTable"}],"datasets":[{"dtype":"text","name":"filtering","doc":"Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","quantity":"?"}],"name":"intracellular_ephys","doc":"Metadata related to intracellular electrophysiology.","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"name":"optogenetics","doc":"Metadata describing optogenetic stimuluation.","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"name":"optophysiology","doc":"Metadata related to optophysiology.","quantity":"?"}],"datasets":[{"dtype":"text","name":"data_collection","doc":"Notes about data collection and analysis.","quantity":"?"},{"dtype":"text","name":"experiment_description","doc":"General description of the experiment.","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","name":"experimenter","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","quantity":"?"},{"dtype":"text","name":"institution","doc":"Institution(s) where experiment was performed.","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","name":"keywords","doc":"Terms to search over.","quantity":"?"},{"dtype":"text","name":"lab","doc":"Laboratory where experiment was performed.","quantity":"?"},{"dtype":"text","name":"notes","doc":"Notes about the experiment.","quantity":"?"},{"dtype":"text","name":"pharmacology","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","quantity":"?"},{"dtype":"text","name":"protocol","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","name":"related_publications","doc":"Publication information. PMID, DOI, URL, etc.","quantity":"?"},{"dtype":"text","name":"session_id","doc":"Lab-specific ID for the session.","quantity":"?"},{"dtype":"text","name":"slices","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","quantity":"?"},{"dtype":"text","name":"source_script","doc":"Script file or link to public source code used to create this NWB file.","quantity":"?","attributes":[{"name":"file_name","doc":"Name of script file.","dtype":"text"}]},{"dtype":"text","name":"stimulus","doc":"Notes about stimuli, such as how and where they were presented.","quantity":"?"},{"dtype":"text","name":"surgery","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","quantity":"?"},{"dtype":"text","name":"virus","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","quantity":"?"}],"name":"general","doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them."},{"groups":[{"name":"epochs","doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"trials","doc":"Repeated experimental events that have a logical grouping.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"name":"invalid_times","doc":"Time intervals that should be removed from analysis.","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"name":"intervals","doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","quantity":"?"},{"name":"units","doc":"Data about sorted spike units.","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","name":"file_create_date","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array."},{"dtype":"text","name":"identifier","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files."},{"dtype":"text","name":"session_description","doc":"A description of the experimental session and data in the file."},{"dtype":"isodatetime","name":"session_start_time","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds."},{"dtype":"isodatetime","name":"timestamps_reference_time","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero)."}],"name":"root","doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"name":"nwb_version","doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","dtype":"text","value":"2.1.0"}]}]},1{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"Values of each feature at each time.","attributes":[{"name":"unit","doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"feature_units","doc":"Units of each feature.","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","name":"features","doc":"Description of the features represented in TimeSeries::data."}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","name":"data","doc":"Annotations made during an experiment.","attributes":[{"name":"resolution","doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","dtype":"float","value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","name":"data","doc":"Use values >0 if interval started, <0 if interval ended.","attributes":[{"name":"resolution","doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","dtype":"float","value":-1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","dtype":"text","value":"n/a"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"datasets":[{"dtype":"text","name":"band_name","doc":"Name of the band, e.g. theta.","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float","name":"band_limits","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_mean","doc":"The mean Gaussian filters, in Hz.","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float","name":"band_stdev","doc":"The standard deviation of Gaussian filters, in Hz.","neurodata_type_inc":"VectorData"}],"name":"bands","doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","name":"data","doc":"Data decomposed into frequency bands.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","required":false,"dtype":"text","default_value":"no unit"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"text","name":"metric","doc":"The metric used, e.g. phase, amplitude, power."}],"links":[{"name":"source_timeseries","doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"name":"spike_times_index","doc":"Index into the spike_times dataset.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"double","name":"spike_times","doc":"Spike times for each unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"obs_intervals_index","doc":"Index into the obs_intervals dataset.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"double","name":"obs_intervals","doc":"Observation intervals for each unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"name":"electrodes_index","doc":"Index into electrodes.","quantity":"?","neurodata_type_inc":"VectorIndex"},{"name":"electrodes","doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"name":"electrode_group","doc":"Electrode group that each spike unit came from.","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_mean","doc":"Spike waveform mean for each spike unit.","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float","name":"waveform_sd","doc":"Spike waveform standard deviation for each spike unit.","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units","attributes":[{"name":"colnames","doc":"The names of the columns in this table. This should be used to specify an order to the columns.","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table.","dtype":"text"}]}]}{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","name":"data","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","required":false,"dtype":"text","default_value":"meters"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"text","name":"reference_frame","doc":"Description defining what exactly 'straight-ahead' means.","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]}~ {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Applied power for optogenetic stimulus, in watts.","attributes":[{"name":"unit","doc":"Unit of measurement for data, which is fixed to 'watts'.","dtype":"text","value":"watts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]}],"links":[{"name":"site","doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"dtype":"text","name":"description","doc":"Description of stimulation site."},{"dtype":"float","name":"excitation_lambda","doc":"Excitation wavelength, in nm."},{"dtype":"text","name":"location","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible."}],"links":[{"name":"device","doc":"Device that generated the stimulus.","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]}`4H'^4H'^5H'^SNOD8XxO(HHhPS(T5H'^(5H'^85H'^GCOLw4{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Recorded voltage data.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and 'channel_conversion' (if present).","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"name":"electrodes","doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","neurodata_type_inc":"DynamicTableRegion"},{"shape":[null],"dims":["num_channels"],"dtype":"float","name":"channel_conversion","doc":"Channel-specific conversion factor. Multiply the data in the 'data' dataset by these values along the channel axis (as indicated by axis attribute) AND by the global conversion factor in the 'conversion' attribute of 'data' to get the data values in Volts, i.e, data in Volts = data * data.conversion * channel_conversion. This approach allows for both global and per-channel data conversion factors needed to support the storage of electrical recordings as native values generated by data acquisition systems. If this dataset is not present, then there is no channel-specific conversion factor, i.e. it is 1 for all channels.","quantity":"?","attributes":[{"name":"axis","doc":"The zero-indexed axis of the 'data' dataset that the channel-specific conversion factor corresponds to. This value is fixed to 1.","dtype":"int","value":1}]}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","name":"data","doc":"Spike waveforms.","attributes":[{"name":"unit","doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","dtype":"text","value":"volts"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","required":false,"dtype":"float32","default_value":1.0},{"name":"resolution","doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","name":"timestamps","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","attributes":[{"name":"interval","doc":"Value is '1'","dtype":"int32","value":1},{"name":"unit","doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries","attributes":[{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","name":"description","doc":"Description of features (eg, ''PC1'') for each of the extracted features."},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","name":"features","doc":"Multi-dimensional array of features extracted from each event."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of events that features correspond to (can be a link)."},{"name":"electrodes","doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","name":"detection_method","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values."},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"source_idx","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Timestamps of events, in seconds.","attributes":[{"name":"unit","doc":"Unit of measurement for event times, which is fixed to 'seconds'.","dtype":"text","value":"seconds"}]}],"links":[{"name":"source_electricalseries","doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries description or comments field.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"links":[{"name":"device","doc":"Link to the device that was used to record from this electrode group.","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"name":"description","doc":"Description of this electrode group.","dtype":"text"},{"name":"location","doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","dtype":"text"}]},{"datasets":[{"dtype":"text","name":"waveform_filtering","doc":"Filtering applied to data before generating mean/sd"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_mean","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","name":"waveform_sd","doc":"Stdev of waveforms for each cluster, using the same indices as in mean"}],"links":[{"name":"clustering_interface","doc":"Link to Clustering interface that was the source of the clustered data","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","name":"description","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)"},{"shape":[null],"dims":["num_events"],"dtype":"int32","name":"num","doc":"Cluster number of each event"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","name":"peak_over_rms","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric)."},{"shape":[null],"dims":["num_events"],"dtype":"float64","name":"times","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module."}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}B{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","name":"data","doc":"Recorded voltage or current.","attributes":[{"name":"unit","doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","dtype":"text"},{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. 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If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"float32","name":"bias_current","doc":"Bias current, in amps.","quantity":"?"},{"dtype":"float32","name":"bridge_balance","doc":"Bridge balance, in ohms.","quantity":"?"},{"dtype":"float32","name":"capacitance_compensation","doc":"Capacitance compensation, in farads.","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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If unknown, use -1.0.","required":false,"dtype":"float32","default_value":-1.0}]},{"dtype":"float32","name":"capacitance_fast","doc":"Fast capacitance, in farads.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","dtype":"text","value":"farads"}]},{"dtype":"float32","name":"capacitance_slow","doc":"Slow capacitance, in farads.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","dtype":"text","value":"farads"}]},{"dtype":"float32","name":"resistance_comp_bandwidth","doc":"Resistance compensation bandwidth, in hertz.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for resistance_comp_bandwidth, which is fixed to 'hertz'.","dtype":"text","value":"hertz"}]},{"dtype":"float32","name":"resistance_comp_correction","doc":"Resistance compensation correction, in percent.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for resistance_comp_correction, which is fixed to 'percent'.","dtype":"text","value":"percent"}]},{"dtype":"float32","name":"resistance_comp_prediction","doc":"Resistance compensation prediction, in percent.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for resistance_comp_prediction, which is fixed to 'percent'.","dtype":"text","value":"percent"}]},{"dtype":"float32","name":"whole_cell_capacitance_comp","doc":"Whole cell capacitance compensation, in farads.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for whole_cell_capacitance_comp, which is fixed to 'farads'.","dtype":"text","value":"farads"}]},{"dtype":"float32","name":"whole_cell_series_resistance_comp","doc":"Whole cell series resistance compensation, in ohms.","quantity":"?","attributes":[{"name":"unit","doc":"Unit of measurement for whole_cell_series_resistance_comp, which is fixed to 'ohms'.","dtype":"text","value":"ohms"}]}],"doc":"Current data from an intracellular voltage-clamp recording. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampSeries","attributes":[{"name":"stimulus_description","doc":"Protocol/stimulus name for this patch-clamp dataset.","dtype":"text"},{"name":"sweep_number","doc":"Sweep number, allows to group different PatchClampSeries together.","required":false,"dtype":"uint64"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. 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Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","quantity":"?"},{"dtype":"text","name":"resistance","doc":"Electrode resistance, in ohms.","quantity":"?"},{"dtype":"text","name":"seal","doc":"Information about seal used for recording.","quantity":"?"},{"dtype":"text","name":"slice","doc":"Information about slice used for recording.","quantity":"?"}],"links":[{"name":"device","doc":"Device that was used to record from this electrode.","target_type":"Device"}],"doc":"An intracellular electrode and its metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"IntracellularElectrode"},{"datasets":[{"dtype":"uint64","name":"sweep_number","doc":"Sweep number of the PatchClampSeries in that row.","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"PatchClampSeries","reftype":"object"},"name":"series","doc":"The PatchClampSeries with the sweep number in that row.","neurodata_type_inc":"VectorData"},{"name":"series_index","doc":"Index for series.","neurodata_type_inc":"VectorIndex"}],"doc":"The table which groups different PatchClampSeries together.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SweepTable","attributes":[{"name":"colnames","doc":"The names of the columns in this table. This should be used to specify an order to the columns.","dtype":"ascii","shape":[null],"dims":["num_columns"]},{"name":"description","doc":"Description of what is in this dynamic table.","dtype":"text"}]}]},{"groups":[{"datasets":[{"shape":[[2],[3]],"dims":["width|height","width|height|depth"],"dtype":"float32","name":"field_of_view","doc":"Width, height and depth of image, or imaged area, in meters.","quantity":"?"}],"links":[{"name":"imaging_plane","doc":"Link to ImagingPlane object from which this TimeSeries data was generated.","target_type":"ImagingPlane"}],"doc":"Image stack recorded over time from 2-photon microscope.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"TwoPhotonSeries","attributes":[{"name":"pmt_gain","doc":"Photomultiplier gain.","required":false,"dtype":"float32"},{"name":"scan_line_rate","doc":"Lines imaged per second. This is also stored in /general/optophysiology but is kept here as it is useful information for analysis, and so good to be stored w/ the actual data.","required":false,"dtype":"float32"},{"name":"description","doc":"Description of the time series.","required":false,"dtype":"text","default_value":"no description"},{"name":"comments","doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","required":false,"dtype":"text","default_value":"no comments"}]},{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_ROIs"]],"dtype":"numeric","name":"data","doc":"Signals from ROIs.","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. 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If segmentation is allowed to change with time, a new imaging plane (or module) is required and ROI names should remain consistent between them.","default_name":"ImageSegmentation","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ImageSegmentation"},{"groups":[{"datasets":[{"dtype":"text","name":"description","doc":"Description or other notes about the channel."},{"dtype":"float","name":"emission_lambda","doc":"Emission wavelength for channel, in nm."}],"doc":"An optical channel used to record from an imaging plane.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OpticalChannel"}],"datasets":[{"dtype":"text","name":"description","doc":"Description of the imaging plane.","quantity":"?"},{"dtype":"float","name":"excitation_lambda","doc":"Excitation wavelength, in nm."},{"dtype":"float","name":"imaging_rate","doc":"Rate that images are acquired, in Hz."},{"dtype":"text","name":"indicator","doc":"Calcium indicator."},{"dtype":"text","name":"location","doc":"Location of the imaging plane. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible."},{"shape":[[null,null,3],[null,null,null,3]],"dims":[["height","width","x|y|z"],["height","width","depth","x|y|z"]],"dtype":"float32","name":"manifold","doc":"Physical position of each pixel. 'xyz' represents the position of the pixel relative to the defined coordinate space.","quantity":"?","attributes":[{"name":"conversion","doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as pixels from x = -500 to 499, y = -500 to 499 that correspond to a 2 m x 2 m range, then the 'conversion' multiplier to get from raw data acquisition pixel units to meters is 2/1000.","required":false,"dtype":"float","default_value":1.0},{"name":"unit","doc":"Base unit of measurement for working with the data. The default value is 'meters'.","required":false,"dtype":"text","default_value":"meters"}]},{"dtype":"text","name":"reference_frame","doc":"Describes position and reference frame of manifold based on position of first element in manifold. For example, text description of anatomical location or vectors needed to rotate to common anatomical axis (eg, AP/DV/ML). This field is necessary to interpret manifold. If manifold is not present then this field is not required.","quantity":"?"}],"links":[{"name":"device","doc":"Link to the Device object that was used to record from this electrode.","target_type":"Device"}],"doc":"An imaging plane and its metadata.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ImagingPlane"},{"groups":[{"groups":[{"name":"corrected","doc":"Image stack with frames shifted to the common coordinates.","neurodata_type_inc":"ImageSeries"},{"name":"xy_translation","doc":"Stores the x,y delta necessary to align each frame to the common coordinates, for example, to align each frame to a reference image.","neurodata_type_inc":"TimeSeries"}],"links":[{"name":"original","doc":"Link to ImageSeries object that is being registered.","target_type":"ImageSeries"}],"doc":"Reuslts from motion correction of an image stack.","quantity":"+","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CorrectedImageStack"}],"doc":"An image stack where all frames are shifted (registered) to a common coordinate system, to account for movement and drift between frames. 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The first dimension of those arrays is always time.","name":"idx_start","dtype":"int32"},{"doc":"Number of data samples available in this time series, during this epoch.","name":"count","dtype":"int32"},{"doc":"the TimeSeries that this index applies to.","name":"timeseries","dtype":{"target_type":"TimeSeries","reftype":"object"}}],"doc":"An index into a TimeSeries object.","name":"timeseries","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index for timeseries.","name":"timeseries_index","quantity":"?","neurodata_type_inc":"VectorIndex"}],"doc":"A container for aggregating epoch data and the TimeSeries that each epoch applies to.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"TimeIntervals"}]}6-{"datasets":[{"shape":[null,null],"dims":["x","y"],"dtype":"numeric","doc":"A grayscale image.","neurodata_type_inc":"Image","neurodata_type_def":"GrayscaleImage"},{"shape":[null,null,3],"dims":["x","y","r, g, b"],"dtype":"numeric","doc":"A color image.","neurodata_type_inc":"Image","neurodata_type_def":"RGBImage"},{"shape":[null,null,4],"dims":["x","y","r, g, b, a"],"dtype":"numeric","doc":"A color image with transparency.","neurodata_type_inc":"Image","neurodata_type_def":"RGBAImage"}],"groups":[{"datasets":[{"shape":[[null,null,null],[null,null,null,null]],"dims":[["frame","x","y"],["frame","x","y","z"]],"dtype":"numeric","doc":"Binary data representing images across frames.","name":"data","quantity":"?","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["rank"],"dtype":"int32","doc":"Number of pixels on x, y, (and z) axes.","name":"dimension","quantity":"?"},{"shape":[null],"dims":["num_files"],"dtype":"text","doc":"Paths to one or more external file(s). The field is only present if format='external'. This is only relevant if the image series is stored in the file system as one or more image file(s). This field should NOT be used if the image is stored in another NWB file and that file is linked to this file.","name":"external_file","quantity":"?","attributes":[{"doc":"Each external image may contain one or more consecutive frames of the full ImageSeries. This attribute serves as an index to indicate which frames each file contains, to faciliate random access. The 'starting_frame' attribute, hence, contains a list of frame numbers within the full ImageSeries of the first frame of each file listed in the parent 'external_file' dataset. Zero-based indexing is used (hence, the first element will always be zero). For example, if the 'external_file' dataset has three paths to files and the first file has 5 frames, the second file has 10 frames, and the third file has 20 frames, then this attribute will have values [0, 5, 15]. If there is a single external file that holds all of the frames of the ImageSeries (and so there is a single element in the 'external_file' dataset), then this attribute should have value [0].","name":"starting_frame","dtype":"int32","shape":[null],"dims":["num_files"]}]},{"dtype":"text","doc":"Format of image. If this is 'external', then the attribute 'external_file' contains the path information to the image files. If this is 'raw', then the raw (single-channel) binary data is stored in the 'data' dataset. If this attribute is not present, then the default format='raw' case is assumed.","name":"format","quantity":"?","default_value":"raw"}],"links":[{"doc":"Link to the Device object that was used to capture these images.","name":"device","target_type":"Device","quantity":"?"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the file in a raw format while other times it will be stored as a series of external image files in the host file system. The data field will either be binary data, if the data is stored in the NWB file, or empty, if the data is stored in an external image stack. [frame][x][y] or [frame][x][y][z].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries"},{"links":[{"doc":"Link to ImageSeries object that this image mask is applied to.","name":"masked_imageseries","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The 'data' array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries"},{"datasets":[{"dtype":"float32","doc":"Distance from camera/monitor to target/eye.","name":"distance","quantity":"?"},{"shape":[[2],[3]],"dims":[["width, height"],["width, height, depth"]],"dtype":"float32","doc":"Width, height and depth of image, or imaged area, in meters.","name":"field_of_view","quantity":"?"},{"shape":[[null,null,null],[null,null,null,3]],"dims":[["frame","x","y"],["frame","x","y","r, g, b"]],"dtype":"numeric","doc":"Images presented to subject, either grayscale or RGB","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference.","name":"orientation","quantity":"?"}],"doc":"Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int32","doc":"Index of the frame in the referenced ImageSeries.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to ImageSeries object containing images that are indexed.","name":"indexed_timeseries","target_type":"ImageSeries"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the ImageIndexSeries is to allow a static image stack to be stored somewhere, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries"}]}?{"datasets":[{"doc":"Any one-off datasets","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"doc":"Any notes the user has about the dataset being stored","name":"notes","dtype":"text"}]}],"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tabular data that is relevent to acquisition","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis.","name":"acquisition"},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Tabular data that is relevent to data stored in analysis","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs.","name":"analysis"},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Any one-off tables","quantity":"*","neurodata_type_inc":"DynamicTable"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"ScratchData"}],"doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","name":"scratch","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis.","name":"processing"},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"Stimuli presented during the experiment.","name":"presentation"},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame.","name":"templates"}],"doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file.","name":"stimulus"},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"LabMetaData"},{"groups":[{"doc":"Data acquisition devices.","quantity":"*","neurodata_type_inc":"Device"}],"doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","name":"devices","quantity":"?"},{"doc":"Information about the animal or person from which the data was measured.","name":"subject","quantity":"?","neurodata_type_inc":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float32","doc":"x coordinate of the channel location in the brain (+x is posterior).","name":"x","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate of the channel location in the brain (+y is inferior).","name":"y","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate of the channel location in the brain (+z is right).","name":"z","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Impedance of the channel, in ohms.","name":"imp","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Description of hardware filtering, including the filter name and frequency cutoffs.","name":"filtering","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Reference to the ElectrodeGroup this electrode is a part of.","name":"group","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Name of the ElectrodeGroup this electrode is a part of.","name":"group_name","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"x coordinate in electrode group","name":"rel_x","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate in electrode group","name":"rel_y","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate in electrode group","name":"rel_z","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Description of the reference used for this electrode.","name":"reference","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"A table of all electrodes (i.e. channels) used for recording.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTable"}],"doc":"Metadata related to extracellular electrophysiology.","name":"extracellular_ephys","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"doc":"The table which groups different PatchClampSeries together.","name":"sweep_table","quantity":"?","neurodata_type_inc":"SweepTable"}],"datasets":[{"dtype":"text","doc":"Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","name":"filtering","quantity":"?"}],"doc":"Metadata related to intracellular electrophysiology.","name":"intracellular_ephys","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"doc":"Metadata describing optogenetic stimuluation.","name":"optogenetics","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"doc":"Metadata related to optophysiology.","name":"optophysiology","quantity":"?"}],"datasets":[{"dtype":"text","doc":"Notes about data collection and analysis.","name":"data_collection","quantity":"?"},{"dtype":"text","doc":"General description of the experiment.","name":"experiment_description","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","name":"experimenter","quantity":"?"},{"dtype":"text","doc":"Institution(s) where experiment was performed.","name":"institution","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","doc":"Terms to search over.","name":"keywords","quantity":"?"},{"dtype":"text","doc":"Laboratory where experiment was performed.","name":"lab","quantity":"?"},{"dtype":"text","doc":"Notes about the experiment.","name":"notes","quantity":"?"},{"dtype":"text","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","name":"pharmacology","quantity":"?"},{"dtype":"text","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","name":"protocol","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","doc":"Publication information. PMID, DOI, URL, etc.","name":"related_publications","quantity":"?"},{"dtype":"text","doc":"Lab-specific ID for the session.","name":"session_id","quantity":"?"},{"dtype":"text","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","name":"slices","quantity":"?"},{"dtype":"text","doc":"Script file or link to public source code used to create this NWB file.","name":"source_script","quantity":"?","attributes":[{"doc":"Name of script file.","name":"file_name","dtype":"text"}]},{"dtype":"text","doc":"Notes about stimuli, such as how and where they were presented.","name":"stimulus","quantity":"?"},{"dtype":"text","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","name":"surgery","quantity":"?"},{"dtype":"text","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","name":"virus","quantity":"?"}],"doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them.","name":"general"},{"groups":[{"doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","name":"epochs","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Repeated experimental events that have a logical grouping.","name":"trials","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Time intervals that should be removed from analysis.","name":"invalid_times","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","name":"intervals","quantity":"?"},{"doc":"Data about sorted spike units.","name":"units","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array.","name":"file_create_date"},{"dtype":"text","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files.","name":"identifier"},{"dtype":"text","doc":"A description of the experimental session and data in the file.","name":"session_description"},{"dtype":"isodatetime","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds.","name":"session_start_time"},{"dtype":"isodatetime","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero).","name":"timestamps_reference_time"}],"doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","name":"root","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","name":"nwb_version","dtype":"text","value":"2.3.0"}]},{"doc":"Lab-specific meta-data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"datasets":[{"dtype":"text","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","name":"age","quantity":"?"},{"dtype":"isodatetime","doc":"Date of birth of subject. Can be supplied instead of 'age'.","name":"date_of_birth","quantity":"?"},{"dtype":"text","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","name":"description","quantity":"?"},{"dtype":"text","doc":"Genetic strain. If absent, assume Wild Type (WT).","name":"genotype","quantity":"?"},{"dtype":"text","doc":"Gender of subject.","name":"sex","quantity":"?"},{"dtype":"text","doc":"Species of subject.","name":"species","quantity":"?"},{"dtype":"text","doc":"Strain of subject.","name":"strain","quantity":"?"},{"dtype":"text","doc":"ID of animal/person used/participating in experiment (lab convention).","name":"subject_id","quantity":"?"},{"dtype":"text","doc":"Weight at time of experiment, at time of surgery and at other important times.","name":"weight","quantity":"?"}],"doc":"Information about the animal or person from which the data was measured.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"}]}A{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","doc":"Values of each feature at each time.","name":"data","attributes":[{"doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","name":"unit","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Units of each feature.","name":"feature_units","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of the features represented in TimeSeries::data.","name":"features"}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","doc":"Annotations made during an experiment.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","doc":"Use values >0 if interval started, <0 if interval ended.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries"},{"groups":[{"datasets":[{"dtype":"text","doc":"Name of the band, e.g. theta.","name":"band_name","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float32","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","name":"band_limits","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The mean Gaussian filters, in Hz.","name":"band_mean","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The standard deviation of Gaussian filters, in Hz.","name":"band_stdev","neurodata_type_inc":"VectorData"}],"doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","name":"bands","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","doc":"Data decomposed into frequency bands.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","required":false,"dtype":"text","default_value":"no unit"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"The metric used, e.g. phase, amplitude, power.","name":"metric"},{"doc":"DynamicTableRegion pointer to the channels that this decomposition series was generated from.","name":"source_channels","quantity":"?","neurodata_type_inc":"DynamicTableRegion"}],"links":[{"doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","name":"source_timeseries","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries"},{"datasets":[{"doc":"Index into the spike_times dataset.","name":"spike_times_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"float64","doc":"Spike times for each unit.","name":"spike_times","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"The smallest possible difference between two spike times. Usually 1 divided by the acquisition sampling rate from which spike times were extracted, but could be larger if the acquisition time series was downsampled or smaller if the acquisition time series was smoothed/interpolated and it is possible for the spike time to be between samples.","name":"resolution","required":false,"dtype":"float64"}]},{"doc":"Index into the obs_intervals dataset.","name":"obs_intervals_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"float64","doc":"Observation intervals for each unit.","name":"obs_intervals","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index into electrodes.","name":"electrodes_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Electrode group that each spike unit came from.","name":"electrode_group","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform mean for each spike unit.","name":"waveform_mean","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform standard deviation for each spike unit.","name":"waveform_sd","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[null,null],"dims":["num_waveforms","num_samples"],"dtype":"numeric","doc":"Individual waveforms for each spike on each electrode. This is a doubly indexed column. The 'waveforms_index' column indexes which waveforms in this column belong to the same spike event for a given unit, where each waveform was recorded from a different electrode. The 'waveforms_index_index' column indexes the 'waveforms_index' column to indicate which spike events belong to a given unit. For example, if the 'waveforms_index_index' column has values [2, 5, 6], then the first 2 elements of the 'waveforms_index' column correspond to the 2 spike events of the first unit, the next 3 elements of the 'waveforms_index' column correspond to the 3 spike events of the second unit, and the next 1 element of the 'waveforms_index' column corresponds to the 1 spike event of the third unit. If the 'waveforms_index' column has values [3, 6, 8, 10, 12, 13], then the first 3 elements of the 'waveforms' column contain the 3 spike waveforms that were recorded from 3 different electrodes for the first spike time of the first unit. See https://nwb-schema.readthedocs.io/en/stable/format_description.html#doubly-ragged-arrays for a graphical representation of this example. When there is only one electrode for each unit (i.e., each spike time is associated with a single waveform), then the 'waveforms_index' column will have values 1, 2, ..., N, where N is the number of spike events. The number of electrodes for each spike event should be the same within a given unit. The 'electrodes' column should be used to indicate which electrodes are associated with each unit, and the order of the waveforms within a given unit x spike event should be in the same order as the electrodes referenced in the 'electrodes' column of this table. The number of samples for each waveform must be the same.","name":"waveforms","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"doc":"Index into the waveforms dataset. One value for every spike event. See 'waveforms' for more detail.","name":"waveforms_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Index into the waveforms_index dataset. One value for every unit (row in the table). See 'waveforms' for more detail.","name":"waveforms_index_index","quantity":"?","neurodata_type_inc":"VectorIndex"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units"}]}~{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","required":false,"dtype":"text","default_value":"meters"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description defining what exactly 'straight-ahead' means.","name":"reference_frame","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries"},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]}l {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Applied power for optogenetic stimulus, in watts.","name":"data","attributes":[{"doc":"Unit of measurement for data, which is fixed to 'watts'.","name":"unit","dtype":"text","value":"watts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","name":"site","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries"},{"datasets":[{"dtype":"text","doc":"Description of stimulation site.","name":"description"},{"dtype":"float32","doc":"Excitation wavelength, in nm.","name":"excitation_lambda"},{"dtype":"text","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location"}],"links":[{"doc":"Device that generated the stimulus.","name":"device","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]} &6c&6c'6cSNOD(HH8X'6c '6c0'6cGCOL`l9{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","doc":"Recorded voltage data.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and 'channel_conversion' (if present).","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"},{"shape":[null],"dims":["num_channels"],"dtype":"float32","doc":"Channel-specific conversion factor. Multiply the data in the 'data' dataset by these values along the channel axis (as indicated by axis attribute) AND by the global conversion factor in the 'conversion' attribute of 'data' to get the data values in Volts, i.e, data in Volts = data * data.conversion * channel_conversion. This approach allows for both global and per-channel data conversion factors needed to support the storage of electrical recordings as native values generated by data acquisition systems. If this dataset is not present, then there is no channel-specific conversion factor, i.e. it is 1 for all channels.","name":"channel_conversion","quantity":"?","attributes":[{"doc":"The zero-indexed axis of the 'data' dataset that the channel-specific conversion factor corresponds to. This value is fixed to 1.","name":"axis","dtype":"int32","value":1}]}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"doc":"Filtering applied to all channels of the data. For example, if this ElectricalSeries represents high-pass-filtered data (also known as AP Band), then this value could be \"High-pass 4-pole Bessel filter at 500 Hz\". If this ElectricalSeries represents low-pass-filtered LFP data and the type of filter is unknown, then this value could be \"Low-pass filter at 300 Hz\". If a non-standard filter type is used, provide as much detail about the filter properties as possible.","name":"filtering","required":false,"dtype":"text"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","doc":"Spike waveforms.","name":"data","attributes":[{"doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","name":"timestamps","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries"},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of features (eg, ''PC1'') for each of the extracted features.","name":"description"},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","doc":"Multi-dimensional array of features extracted from each event.","name":"features"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of events that features correspond to (can be a link).","name":"times"},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values.","name":"detection_method"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data.","name":"source_idx"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Timestamps of events, in seconds.","name":"times","attributes":[{"doc":"Unit of measurement for event times, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"links":[{"doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","name":"source_electricalseries","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"datasets":[{"dtype":[{"doc":"x coordinate","name":"x","dtype":"float32"},{"doc":"y coordinate","name":"y","dtype":"float32"},{"doc":"z coordinate","name":"z","dtype":"float32"}],"doc":"stereotaxic or common framework coordinates","name":"position","quantity":"?"}],"links":[{"doc":"Link to the device that was used to record from this electrode group.","name":"device","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"doc":"Description of this electrode group.","name":"description","dtype":"text"},{"doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, etc. Use standard atlas names for anatomical regions when possible.","name":"location","dtype":"text"}]},{"datasets":[{"dtype":"text","doc":"Filtering applied to data before generating mean/sd","name":"waveform_filtering"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)","name":"waveform_mean"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"Stdev of waveforms for each cluster, using the same indices as in mean","name":"waveform_sd"}],"links":[{"doc":"Link to Clustering interface that was the source of the clustered data","name":"clustering_interface","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)","name":"description"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Cluster number of each event","name":"num"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric).","name":"peak_over_rms"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module.","name":"times"}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}@{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Recorded voltage or current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Gain of the recording, in units Volt/Amp (v-clamp) or Volt/Volt (c-clamp).","name":"gain","quantity":"?"}],"links":[{"doc":"Link to IntracellularElectrode object that describes the electrode that was used to apply or record this data.","name":"electrode","target_type":"IntracellularElectrode"}],"doc":"An abstract base class for patch-clamp data - stimulus or response, current or voltage.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"doc":"Protocol/stimulus name for this patch-clamp dataset.","name":"stimulus_description","dtype":"text"},{"doc":"Sweep number, allows to group different PatchClampSeries together.","name":"sweep_number","required":false,"dtype":"uint32"}]},{"datasets":[{"doc":"Recorded voltage.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Bias current, in amps.","name":"bias_current","quantity":"?"},{"dtype":"float32","doc":"Bridge balance, in ohms.","name":"bridge_balance","quantity":"?"},{"dtype":"float32","doc":"Capacitance compensation, in farads.","name":"capacitance_compensation","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries"},{"datasets":[{"dtype":"float32","doc":"Bias current, in amps, fixed to 0.0.","name":"bias_current"},{"dtype":"float32","doc":"Bridge balance, in ohms, fixed to 0.0.","name":"bridge_balance"},{"dtype":"float32","doc":"Capacitance compensation, in farads, fixed to 0.0.","name":"capacitance_compensation"}],"doc":"Voltage data from an intracellular recording when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"doc":"An IZeroClampSeries has no stimulus, so this attribute is automatically set to \"N/A\"","name":"stimulus_description","dtype":"text","value":"N/A"}]},{"datasets":[{"doc":"Stimulus current applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stimulus current applied during current clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampStimulusSeries"},{"datasets":[{"doc":"Recorded current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Fast capacitance, in farads.","name":"capacitance_fast","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Slow capacitance, in farads.","name":"capacitance_slow","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Resistance compensation bandwidth, in hertz.","name":"resistance_comp_bandwidth","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_bandwidth, which is fixed to 'hertz'.","name":"unit","dtype":"text","value":"hertz"}]},{"dtype":"float32","doc":"Resistance compensation correction, in percent.","name":"resistance_comp_correction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_correction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Resistance compensation prediction, in percent.","name":"resistance_comp_prediction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_prediction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Whole cell capacitance compensation, in farads.","name":"whole_cell_capacitance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_capacitance_comp, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Whole cell series resistance compensation, in ohms.","name":"whole_cell_series_resistance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_series_resistance_comp, which is fixed to 'ohms'.","name":"unit","dtype":"text","value":"ohms"}]}],"doc":"Current data from an intracellular voltage-clamp recording. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampSeries"},{"datasets":[{"doc":"Stimulus voltage applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stimulus voltage applied during a voltage clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampStimulusSeries"},{"datasets":[{"dtype":"text","doc":"Description of electrode (e.g., whole-cell, sharp, etc.).","name":"description"},{"dtype":"text","doc":"Electrode specific filtering.","name":"filtering","quantity":"?"},{"dtype":"text","doc":"Initial access resistance.","name":"initial_access_resistance","quantity":"?"},{"dtype":"text","doc":"Location of the electrode. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","quantity":"?"},{"dtype":"text","doc":"Electrode resistance, in ohms.","name":"resistance","quantity":"?"},{"dtype":"text","doc":"Information about seal used for recording.","name":"seal","quantity":"?"},{"dtype":"text","doc":"Information about slice used for recording.","name":"slice","quantity":"?"}],"links":[{"doc":"Device that was used to record from this electrode.","name":"device","target_type":"Device"}],"doc":"An intracellular electrode and its metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"IntracellularElectrode"},{"datasets":[{"dtype":"uint32","doc":"Sweep number of the PatchClampSeries in that row.","name":"sweep_number","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"PatchClampSeries","reftype":"object"},"doc":"The PatchClampSeries with the sweep number in that row.","name":"series","neurodata_type_inc":"VectorData"},{"doc":"Index for series.","name":"series_index","neurodata_type_inc":"VectorIndex"}],"doc":"The table which groups different PatchClampSeries together.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SweepTable"}]}I2{"groups":[{"datasets":[{"shape":[[2],[3]],"dims":[["width|height"],["width|height|depth"]],"dtype":"float32","doc":"Width, height and depth of image, or imaged area, in meters.","name":"field_of_view","quantity":"?"}],"links":[{"doc":"Link to ImagingPlane object from which this TimeSeries data was generated.","name":"imaging_plane","target_type":"ImagingPlane"}],"doc":"Image stack recorded over time from 2-photon microscope.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"TwoPhotonSeries","attributes":[{"doc":"Photomultiplier gain.","name":"pmt_gain","required":false,"dtype":"float32"},{"doc":"Lines imaged per second. This is also stored in /general/optophysiology but is kept here as it is useful information for analysis, and so good to be stored w/ the actual data.","name":"scan_line_rate","required":false,"dtype":"float32"}]},{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_ROIs"]],"dtype":"numeric","doc":"Signals from ROIs.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"doc":"DynamicTableRegion referencing into an ROITable containing information on the ROIs stored in this timeseries.","name":"rois","neurodata_type_inc":"DynamicTableRegion"}],"doc":"ROI responses over an imaging plane. The first dimension represents time. The second dimension, if present, represents ROIs.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"RoiResponseSeries"},{"groups":[{"doc":"RoiResponseSeries object(s) containing dF/F for a ROI.","quantity":"+","neurodata_type_inc":"RoiResponseSeries"}],"doc":"dF/F information about a region of interest (ROI). Storage hierarchy of dF/F should be the same as for segmentation (i.e., same names for ROIs and for image planes).","default_name":"DfOverF","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"DfOverF"},{"groups":[{"doc":"RoiResponseSeries object(s) containing fluorescence data for a ROI.","quantity":"+","neurodata_type_inc":"RoiResponseSeries"}],"doc":"Fluorescence information about a region of interest (ROI). Storage hierarchy of fluorescence should be the same as for segmentation (ie, same names for ROIs and for image planes).","default_name":"Fluorescence","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Fluorescence"},{"groups":[{"doc":"Results from image segmentation of a specific imaging plane.","quantity":"+","neurodata_type_inc":"PlaneSegmentation"}],"doc":"Stores pixels in an image that represent different regions of interest (ROIs) or masks. All segmentation for a given imaging plane is stored together, with storage for multiple imaging planes (masks) supported. Each ROI is stored in its own subgroup, with the ROI group containing both a 2D mask and a list of pixels that make up this mask. Segments can also be used for masking neuropil. If segmentation is allowed to change with time, a new imaging plane (or module) is required and ROI names should remain consistent between them.","default_name":"ImageSegmentation","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ImageSegmentation"},{"groups":[{"groups":[{"doc":"One or more image stacks that the masks apply to (can be one-element stack).","quantity":"*","neurodata_type_inc":"ImageSeries"}],"doc":"Image stacks that the segmentation masks apply to.","name":"reference_images"}],"datasets":[{"shape":[[null,null,null],[null,null,null,null]],"dims":[["num_roi","num_x","num_y"],["num_roi","num_x","num_y","num_z"]],"doc":"ROI masks for each ROI. Each image mask is the size of the original imaging plane (or volume) and members of the ROI are finite non-zero.","name":"image_mask","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index into pixel_mask.","name":"pixel_mask_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":[{"doc":"Pixel x-coordinate.","name":"x","dtype":"uint32"},{"doc":"Pixel y-coordinate.","name":"y","dtype":"uint32"},{"doc":"Weight of the pixel.","name":"weight","dtype":"float32"}],"doc":"Pixel masks for each ROI: a list of indices and weights for the ROI. Pixel masks are concatenated and parsing of this dataset is maintained by the PlaneSegmentation","name":"pixel_mask","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index into voxel_mask.","name":"voxel_mask_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":[{"doc":"Voxel x-coordinate.","name":"x","dtype":"uint32"},{"doc":"Voxel y-coordinate.","name":"y","dtype":"uint32"},{"doc":"Voxel z-coordinate.","name":"z","dtype":"uint32"},{"doc":"Weight of the voxel.","name":"weight","dtype":"float32"}],"doc":"Voxel masks for each ROI: a list of indices and weights for the ROI. Voxel masks are concatenated and parsing of this dataset is maintained by the PlaneSegmentation","name":"voxel_mask","quantity":"?","neurodata_type_inc":"VectorData"}],"links":[{"doc":"Link to ImagingPlane object from which this data was generated.","name":"imaging_plane","target_type":"ImagingPlane"}],"doc":"Results from image segmentation of a specific imaging plane.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"PlaneSegmentation"},{"groups":[{"doc":"An optical channel used to record from an imaging plane.","quantity":"+","neurodata_type_inc":"OpticalChannel"}],"datasets":[{"dtype":"text","doc":"Description of the imaging plane.","name":"description","quantity":"?"},{"dtype":"float32","doc":"Excitation wavelength, in nm.","name":"excitation_lambda"},{"dtype":"float32","doc":"Rate that images are acquired, in Hz. 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Once timestamp data is calculated, the contents of 'sync' are mostly for archival purposes.","name":"sync","quantity":"?"}],"datasets":[{"shape":[[null],[null,null],[null,null,null],[null,null,null,null]],"dims":[["num_times"],["num_times","num_DIM2"],["num_times","num_DIM2","num_DIM3"],["num_times","num_DIM2","num_DIM3","num_DIM4"]],"doc":"Data values. Data can be in 1-D, 2-D, 3-D, or 4-D. The first dimension should always represent time. This can also be used to store binary data (e.g., image frames). This can also be a link to data stored in an external file.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float64","doc":"Timestamp of the first sample in seconds. When timestamps are uniformly spaced, the timestamp of the first sample can be specified and all subsequent ones calculated from the sampling rate attribute.","name":"starting_time","quantity":"?","attributes":[{"doc":"Sampling rate, in Hz.","name":"rate","dtype":"float32"},{"doc":"Unit of measurement for time, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time.","name":"timestamps","quantity":"?","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"uint8","doc":"Numerical labels that apply to each time point in data for the purpose of querying and slicing data by these values. If present, the length of this array should be the same size as the first dimension of data.","name":"control","quantity":"?"},{"shape":[null],"dims":["num_control_values"],"dtype":"text","doc":"Description of each control value. Must be present if control is present. If present, control_description[0] should describe time points where control == 0.","name":"control_description","quantity":"?"}],"doc":"General purpose time series.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"TimeSeries","attributes":[{"doc":"Description of the time series.","name":"description","required":false,"dtype":"text","default_value":"no description"},{"doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","name":"comments","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"Data objects stored in this collection.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tables stored in this collection.","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"A collection of processed data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ProcessingModule","attributes":[{"doc":"Description of this collection of processed data.","name":"description","dtype":"text"}]},{"datasets":[{"doc":"Images stored in this collection.","quantity":"+","neurodata_type_inc":"Image"}],"doc":"A collection of images.","default_name":"Images","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Images","attributes":[{"doc":"Description of this collection of images.","name":"description","dtype":"text"}]}]}SNODXhPx`H6cX6ch6cx6c6cnwb.basenwb.devicenwb.epochnwb.imagenwb.filenwb.miscnwb.behaviornwb.ecephysnwb.icephysnwb.ogennwb.ophysnwb.retinotopynamespaceGCOL.{"groups":[{"datasets":[{"dtype":"float32","doc":"Start time of epoch, in seconds.","name":"start_time","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Stop time of epoch, in seconds.","name":"stop_time","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"User-defined tags that identify or categorize events.","name":"tags","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index for tags.","name":"tags_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":[{"doc":"Start index into the TimeSeries 'data' and 'timestamp' datasets of the referenced TimeSeries. The first dimension of those arrays is always time.","name":"idx_start","dtype":"int32"},{"doc":"Number of data samples available in this time series, during this epoch.","name":"count","dtype":"int32"},{"doc":"the TimeSeries that this index applies to.","name":"timeseries","dtype":{"target_type":"TimeSeries","reftype":"object"}}],"doc":"An index into a TimeSeries object.","name":"timeseries","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index for timeseries.","name":"timeseries_index","quantity":"?","neurodata_type_inc":"VectorIndex"}],"doc":"A container for aggregating epoch data and the TimeSeries that each epoch applies to.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"TimeIntervals"}]}6-{"datasets":[{"shape":[null,null],"dims":["x","y"],"dtype":"numeric","doc":"A grayscale image.","neurodata_type_inc":"Image","neurodata_type_def":"GrayscaleImage"},{"shape":[null,null,3],"dims":["x","y","r, g, b"],"dtype":"numeric","doc":"A color image.","neurodata_type_inc":"Image","neurodata_type_def":"RGBImage"},{"shape":[null,null,4],"dims":["x","y","r, g, b, a"],"dtype":"numeric","doc":"A color image with transparency.","neurodata_type_inc":"Image","neurodata_type_def":"RGBAImage"}],"groups":[{"datasets":[{"shape":[[null,null,null],[null,null,null,null]],"dims":[["frame","x","y"],["frame","x","y","z"]],"dtype":"numeric","doc":"Binary data representing images across frames.","name":"data","quantity":"?","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["rank"],"dtype":"int32","doc":"Number of pixels on x, y, (and z) axes.","name":"dimension","quantity":"?"},{"shape":[null],"dims":["num_files"],"dtype":"text","doc":"Paths to one or more external file(s). The field is only present if format='external'. This is only relevant if the image series is stored in the file system as one or more image file(s). This field should NOT be used if the image is stored in another NWB file and that file is linked to this file.","name":"external_file","quantity":"?","attributes":[{"doc":"Each external image may contain one or more consecutive frames of the full ImageSeries. This attribute serves as an index to indicate which frames each file contains, to faciliate random access. The 'starting_frame' attribute, hence, contains a list of frame numbers within the full ImageSeries of the first frame of each file listed in the parent 'external_file' dataset. Zero-based indexing is used (hence, the first element will always be zero). For example, if the 'external_file' dataset has three paths to files and the first file has 5 frames, the second file has 10 frames, and the third file has 20 frames, then this attribute will have values [0, 5, 15]. If there is a single external file that holds all of the frames of the ImageSeries (and so there is a single element in the 'external_file' dataset), then this attribute should have value [0].","name":"starting_frame","dtype":"int32","shape":[null],"dims":["num_files"]}]},{"dtype":"text","doc":"Format of image. If this is 'external', then the attribute 'external_file' contains the path information to the image files. If this is 'raw', then the raw (single-channel) binary data is stored in the 'data' dataset. If this attribute is not present, then the default format='raw' case is assumed.","name":"format","quantity":"?","default_value":"raw"}],"links":[{"doc":"Link to the Device object that was used to capture these images.","name":"device","target_type":"Device","quantity":"?"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the file in a raw format while other times it will be stored as a series of external image files in the host file system. The data field will either be binary data, if the data is stored in the NWB file, or empty, if the data is stored in an external image stack. [frame][x][y] or [frame][x][y][z].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries"},{"links":[{"doc":"Link to ImageSeries object that this image mask is applied to.","name":"masked_imageseries","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The 'data' array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries"},{"datasets":[{"dtype":"float32","doc":"Distance from camera/monitor to target/eye.","name":"distance","quantity":"?"},{"shape":[[2],[3]],"dims":[["width, height"],["width, height, depth"]],"dtype":"float32","doc":"Width, height and depth of image, or imaged area, in meters.","name":"field_of_view","quantity":"?"},{"shape":[[null,null,null],[null,null,null,3]],"dims":[["frame","x","y"],["frame","x","y","r, g, b"]],"dtype":"numeric","doc":"Images presented to subject, either grayscale or RGB","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference.","name":"orientation","quantity":"?"}],"doc":"Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int32","doc":"Index of the frame in the referenced ImageSeries.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to ImageSeries object containing images that are indexed.","name":"indexed_timeseries","target_type":"ImageSeries"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the ImageIndexSeries is to allow a static image stack to be stored somewhere, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries"}]}?{"datasets":[{"doc":"Any one-off datasets","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"doc":"Any notes the user has about the dataset being stored","name":"notes","dtype":"text"}]}],"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tabular data that is relevent to acquisition","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis.","name":"acquisition"},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Tabular data that is relevent to data stored in analysis","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs.","name":"analysis"},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Any one-off tables","quantity":"*","neurodata_type_inc":"DynamicTable"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"ScratchData"}],"doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","name":"scratch","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis.","name":"processing"},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"Stimuli presented during the experiment.","name":"presentation"},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame.","name":"templates"}],"doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file.","name":"stimulus"},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"LabMetaData"},{"groups":[{"doc":"Data acquisition devices.","quantity":"*","neurodata_type_inc":"Device"}],"doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","name":"devices","quantity":"?"},{"doc":"Information about the animal or person from which the data was measured.","name":"subject","quantity":"?","neurodata_type_inc":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float32","doc":"x coordinate of the channel location in the brain (+x is posterior).","name":"x","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate of the channel location in the brain (+y is inferior).","name":"y","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate of the channel location in the brain (+z is right).","name":"z","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Impedance of the channel, in ohms.","name":"imp","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Description of hardware filtering, including the filter name and frequency cutoffs.","name":"filtering","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Reference to the ElectrodeGroup this electrode is a part of.","name":"group","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Name of the ElectrodeGroup this electrode is a part of.","name":"group_name","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"x coordinate in electrode group","name":"rel_x","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate in electrode group","name":"rel_y","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate in electrode group","name":"rel_z","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Description of the reference used for this electrode.","name":"reference","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"A table of all electrodes (i.e. channels) used for recording.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTable"}],"doc":"Metadata related to extracellular electrophysiology.","name":"extracellular_ephys","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"doc":"The table which groups different PatchClampSeries together.","name":"sweep_table","quantity":"?","neurodata_type_inc":"SweepTable"}],"datasets":[{"dtype":"text","doc":"Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","name":"filtering","quantity":"?"}],"doc":"Metadata related to intracellular electrophysiology.","name":"intracellular_ephys","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"doc":"Metadata describing optogenetic stimuluation.","name":"optogenetics","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"doc":"Metadata related to optophysiology.","name":"optophysiology","quantity":"?"}],"datasets":[{"dtype":"text","doc":"Notes about data collection and analysis.","name":"data_collection","quantity":"?"},{"dtype":"text","doc":"General description of the experiment.","name":"experiment_description","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","name":"experimenter","quantity":"?"},{"dtype":"text","doc":"Institution(s) where experiment was performed.","name":"institution","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","doc":"Terms to search over.","name":"keywords","quantity":"?"},{"dtype":"text","doc":"Laboratory where experiment was performed.","name":"lab","quantity":"?"},{"dtype":"text","doc":"Notes about the experiment.","name":"notes","quantity":"?"},{"dtype":"text","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","name":"pharmacology","quantity":"?"},{"dtype":"text","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","name":"protocol","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","doc":"Publication information. PMID, DOI, URL, etc.","name":"related_publications","quantity":"?"},{"dtype":"text","doc":"Lab-specific ID for the session.","name":"session_id","quantity":"?"},{"dtype":"text","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","name":"slices","quantity":"?"},{"dtype":"text","doc":"Script file or link to public source code used to create this NWB file.","name":"source_script","quantity":"?","attributes":[{"doc":"Name of script file.","name":"file_name","dtype":"text"}]},{"dtype":"text","doc":"Notes about stimuli, such as how and where they were presented.","name":"stimulus","quantity":"?"},{"dtype":"text","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","name":"surgery","quantity":"?"},{"dtype":"text","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","name":"virus","quantity":"?"}],"doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them.","name":"general"},{"groups":[{"doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","name":"epochs","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Repeated experimental events that have a logical grouping.","name":"trials","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Time intervals that should be removed from analysis.","name":"invalid_times","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","name":"intervals","quantity":"?"},{"doc":"Data about sorted spike units.","name":"units","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array.","name":"file_create_date"},{"dtype":"text","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files.","name":"identifier"},{"dtype":"text","doc":"A description of the experimental session and data in the file.","name":"session_description"},{"dtype":"isodatetime","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds.","name":"session_start_time"},{"dtype":"isodatetime","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero).","name":"timestamps_reference_time"}],"doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","name":"root","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","name":"nwb_version","dtype":"text","value":"2.3.0"}]},{"doc":"Lab-specific meta-data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"datasets":[{"dtype":"text","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","name":"age","quantity":"?"},{"dtype":"isodatetime","doc":"Date of birth of subject. Can be supplied instead of 'age'.","name":"date_of_birth","quantity":"?"},{"dtype":"text","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","name":"description","quantity":"?"},{"dtype":"text","doc":"Genetic strain. If absent, assume Wild Type (WT).","name":"genotype","quantity":"?"},{"dtype":"text","doc":"Gender of subject.","name":"sex","quantity":"?"},{"dtype":"text","doc":"Species of subject.","name":"species","quantity":"?"},{"dtype":"text","doc":"Strain of subject.","name":"strain","quantity":"?"},{"dtype":"text","doc":"ID of animal/person used/participating in experiment (lab convention).","name":"subject_id","quantity":"?"},{"dtype":"text","doc":"Weight at time of experiment, at time of surgery and at other important times.","name":"weight","quantity":"?"}],"doc":"Information about the animal or person from which the data was measured.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"}]}A{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","doc":"Values of each feature at each time.","name":"data","attributes":[{"doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","name":"unit","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Units of each feature.","name":"feature_units","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of the features represented in TimeSeries::data.","name":"features"}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","doc":"Annotations made during an experiment.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","doc":"Use values >0 if interval started, <0 if interval ended.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries"},{"groups":[{"datasets":[{"dtype":"text","doc":"Name of the band, e.g. theta.","name":"band_name","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float32","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","name":"band_limits","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The mean Gaussian filters, in Hz.","name":"band_mean","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The standard deviation of Gaussian filters, in Hz.","name":"band_stdev","neurodata_type_inc":"VectorData"}],"doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","name":"bands","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","doc":"Data decomposed into frequency bands.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","required":false,"dtype":"text","default_value":"no unit"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"The metric used, e.g. phase, amplitude, power.","name":"metric"},{"doc":"DynamicTableRegion pointer to the channels that this decomposition series was generated from.","name":"source_channels","quantity":"?","neurodata_type_inc":"DynamicTableRegion"}],"links":[{"doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","name":"source_timeseries","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries"},{"datasets":[{"doc":"Index into the spike_times dataset.","name":"spike_times_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"float64","doc":"Spike times for each unit.","name":"spike_times","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"The smallest possible difference between two spike times. Usually 1 divided by the acquisition sampling rate from which spike times were extracted, but could be larger if the acquisition time series was downsampled or smaller if the acquisition time series was smoothed/interpolated and it is possible for the spike time to be between samples.","name":"resolution","required":false,"dtype":"float64"}]},{"doc":"Index into the obs_intervals dataset.","name":"obs_intervals_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"float64","doc":"Observation intervals for each unit.","name":"obs_intervals","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index into electrodes.","name":"electrodes_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Electrode group that each spike unit came from.","name":"electrode_group","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform mean for each spike unit.","name":"waveform_mean","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform standard deviation for each spike unit.","name":"waveform_sd","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[null,null],"dims":["num_waveforms","num_samples"],"dtype":"numeric","doc":"Individual waveforms for each spike on each electrode. This is a doubly indexed column. The 'waveforms_index' column indexes which waveforms in this column belong to the same spike event for a given unit, where each waveform was recorded from a different electrode. The 'waveforms_index_index' column indexes the 'waveforms_index' column to indicate which spike events belong to a given unit. For example, if the 'waveforms_index_index' column has values [2, 5, 6], then the first 2 elements of the 'waveforms_index' column correspond to the 2 spike events of the first unit, the next 3 elements of the 'waveforms_index' column correspond to the 3 spike events of the second unit, and the next 1 element of the 'waveforms_index' column corresponds to the 1 spike event of the third unit. If the 'waveforms_index' column has values [3, 6, 8, 10, 12, 13], then the first 3 elements of the 'waveforms' column contain the 3 spike waveforms that were recorded from 3 different electrodes for the first spike time of the first unit. See https://nwb-schema.readthedocs.io/en/stable/format_description.html#doubly-ragged-arrays for a graphical representation of this example. When there is only one electrode for each unit (i.e., each spike time is associated with a single waveform), then the 'waveforms_index' column will have values 1, 2, ..., N, where N is the number of spike events. The number of electrodes for each spike event should be the same within a given unit. The 'electrodes' column should be used to indicate which electrodes are associated with each unit, and the order of the waveforms within a given unit x spike event should be in the same order as the electrodes referenced in the 'electrodes' column of this table. The number of samples for each waveform must be the same.","name":"waveforms","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"doc":"Index into the waveforms dataset. One value for every spike event. See 'waveforms' for more detail.","name":"waveforms_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Index into the waveforms_index dataset. One value for every unit (row in the table). See 'waveforms' for more detail.","name":"waveforms_index_index","quantity":"?","neurodata_type_inc":"VectorIndex"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units"}]}~{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","required":false,"dtype":"text","default_value":"meters"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description defining what exactly 'straight-ahead' means.","name":"reference_frame","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries"},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]}l {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Applied power for optogenetic stimulus, in watts.","name":"data","attributes":[{"doc":"Unit of measurement for data, which is fixed to 'watts'.","name":"unit","dtype":"text","value":"watts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","name":"site","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries"},{"datasets":[{"dtype":"text","doc":"Description of stimulation site.","name":"description"},{"dtype":"float32","doc":"Excitation wavelength, in nm.","name":"excitation_lambda"},{"dtype":"text","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location"}],"links":[{"doc":"Device that generated the stimulus.","name":"device","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]} 6c6c6cSNOD(Hȯp8XذȜ؝6c6c6cGCOL`l9{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","doc":"Recorded voltage data.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and 'channel_conversion' (if present).","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"},{"shape":[null],"dims":["num_channels"],"dtype":"float32","doc":"Channel-specific conversion factor. Multiply the data in the 'data' dataset by these values along the channel axis (as indicated by axis attribute) AND by the global conversion factor in the 'conversion' attribute of 'data' to get the data values in Volts, i.e, data in Volts = data * data.conversion * channel_conversion. This approach allows for both global and per-channel data conversion factors needed to support the storage of electrical recordings as native values generated by data acquisition systems. If this dataset is not present, then there is no channel-specific conversion factor, i.e. it is 1 for all channels.","name":"channel_conversion","quantity":"?","attributes":[{"doc":"The zero-indexed axis of the 'data' dataset that the channel-specific conversion factor corresponds to. This value is fixed to 1.","name":"axis","dtype":"int32","value":1}]}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"doc":"Filtering applied to all channels of the data. For example, if this ElectricalSeries represents high-pass-filtered data (also known as AP Band), then this value could be \"High-pass 4-pole Bessel filter at 500 Hz\". If this ElectricalSeries represents low-pass-filtered LFP data and the type of filter is unknown, then this value could be \"Low-pass filter at 300 Hz\". If a non-standard filter type is used, provide as much detail about the filter properties as possible.","name":"filtering","required":false,"dtype":"text"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","doc":"Spike waveforms.","name":"data","attributes":[{"doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","name":"timestamps","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries"},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of features (eg, ''PC1'') for each of the extracted features.","name":"description"},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","doc":"Multi-dimensional array of features extracted from each event.","name":"features"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of events that features correspond to (can be a link).","name":"times"},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values.","name":"detection_method"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data.","name":"source_idx"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Timestamps of events, in seconds.","name":"times","attributes":[{"doc":"Unit of measurement for event times, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"links":[{"doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","name":"source_electricalseries","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"datasets":[{"dtype":[{"doc":"x coordinate","name":"x","dtype":"float32"},{"doc":"y coordinate","name":"y","dtype":"float32"},{"doc":"z coordinate","name":"z","dtype":"float32"}],"doc":"stereotaxic or common framework coordinates","name":"position","quantity":"?"}],"links":[{"doc":"Link to the device that was used to record from this electrode group.","name":"device","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"doc":"Description of this electrode group.","name":"description","dtype":"text"},{"doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, etc. Use standard atlas names for anatomical regions when possible.","name":"location","dtype":"text"}]},{"datasets":[{"dtype":"text","doc":"Filtering applied to data before generating mean/sd","name":"waveform_filtering"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)","name":"waveform_mean"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"Stdev of waveforms for each cluster, using the same indices as in mean","name":"waveform_sd"}],"links":[{"doc":"Link to Clustering interface that was the source of the clustered data","name":"clustering_interface","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)","name":"description"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Cluster number of each event","name":"num"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric).","name":"peak_over_rms"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module.","name":"times"}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}@{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Recorded voltage or current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Gain of the recording, in units Volt/Amp (v-clamp) or Volt/Volt (c-clamp).","name":"gain","quantity":"?"}],"links":[{"doc":"Link to IntracellularElectrode object that describes the electrode that was used to apply or record this data.","name":"electrode","target_type":"IntracellularElectrode"}],"doc":"An abstract base class for patch-clamp data - stimulus or response, current or voltage.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"doc":"Protocol/stimulus name for this patch-clamp dataset.","name":"stimulus_description","dtype":"text"},{"doc":"Sweep number, allows to group different PatchClampSeries together.","name":"sweep_number","required":false,"dtype":"uint32"}]},{"datasets":[{"doc":"Recorded voltage.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Bias current, in amps.","name":"bias_current","quantity":"?"},{"dtype":"float32","doc":"Bridge balance, in ohms.","name":"bridge_balance","quantity":"?"},{"dtype":"float32","doc":"Capacitance compensation, in farads.","name":"capacitance_compensation","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries"},{"datasets":[{"dtype":"float32","doc":"Bias current, in amps, fixed to 0.0.","name":"bias_current"},{"dtype":"float32","doc":"Bridge balance, in ohms, fixed to 0.0.","name":"bridge_balance"},{"dtype":"float32","doc":"Capacitance compensation, in farads, fixed to 0.0.","name":"capacitance_compensation"}],"doc":"Voltage data from an intracellular recording when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"doc":"An IZeroClampSeries has no stimulus, so this attribute is automatically set to \"N/A\"","name":"stimulus_description","dtype":"text","value":"N/A"}]},{"datasets":[{"doc":"Stimulus current applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stimulus current applied during current clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampStimulusSeries"},{"datasets":[{"doc":"Recorded current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Fast capacitance, in farads.","name":"capacitance_fast","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Slow capacitance, in farads.","name":"capacitance_slow","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Resistance compensation bandwidth, in hertz.","name":"resistance_comp_bandwidth","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_bandwidth, which is fixed to 'hertz'.","name":"unit","dtype":"text","value":"hertz"}]},{"dtype":"float32","doc":"Resistance compensation correction, in percent.","name":"resistance_comp_correction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_correction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Resistance compensation prediction, in percent.","name":"resistance_comp_prediction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_prediction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Whole cell capacitance compensation, in farads.","name":"whole_cell_capacitance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_capacitance_comp, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Whole cell series resistance compensation, in ohms.","name":"whole_cell_series_resistance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_series_resistance_comp, which is fixed to 'ohms'.","name":"unit","dtype":"text","value":"ohms"}]}],"doc":"Current data from an intracellular voltage-clamp recording. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampSeries"},{"datasets":[{"doc":"Stimulus voltage applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stimulus voltage applied during a voltage clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampStimulusSeries"},{"datasets":[{"dtype":"text","doc":"Description of electrode (e.g., whole-cell, sharp, etc.).","name":"description"},{"dtype":"text","doc":"Electrode specific filtering.","name":"filtering","quantity":"?"},{"dtype":"text","doc":"Initial access resistance.","name":"initial_access_resistance","quantity":"?"},{"dtype":"text","doc":"Location of the electrode. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","quantity":"?"},{"dtype":"text","doc":"Electrode resistance, in ohms.","name":"resistance","quantity":"?"},{"dtype":"text","doc":"Information about seal used for recording.","name":"seal","quantity":"?"},{"dtype":"text","doc":"Information about slice used for recording.","name":"slice","quantity":"?"}],"links":[{"doc":"Device that was used to record from this electrode.","name":"device","target_type":"Device"}],"doc":"An intracellular electrode and its metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"IntracellularElectrode"},{"datasets":[{"dtype":"uint32","doc":"Sweep number of the PatchClampSeries in that row.","name":"sweep_number","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"PatchClampSeries","reftype":"object"},"doc":"The PatchClampSeries with the sweep number in that row.","name":"series","neurodata_type_inc":"VectorData"},{"doc":"Index for series.","name":"series_index","neurodata_type_inc":"VectorIndex"}],"doc":"The table which groups different PatchClampSeries together.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SweepTable"}]}I2{"groups":[{"datasets":[{"shape":[[2],[3]],"dims":[["width|height"],["width|height|depth"]],"dtype":"float32","doc":"Width, height and depth of image, or imaged area, in meters.","name":"field_of_view","quantity":"?"}],"links":[{"doc":"Link to ImagingPlane object from which this TimeSeries data was generated.","name":"imaging_plane","target_type":"ImagingPlane"}],"doc":"Image stack recorded over time from 2-photon microscope.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"TwoPhotonSeries","attributes":[{"doc":"Photomultiplier gain.","name":"pmt_gain","required":false,"dtype":"float32"},{"doc":"Lines imaged per second. This is also stored in /general/optophysiology but is kept here as it is useful information for analysis, and so good to be stored w/ the actual data.","name":"scan_line_rate","required":false,"dtype":"float32"}]},{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_ROIs"]],"dtype":"numeric","doc":"Signals from ROIs.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. 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This attribute should be used to specify an order of categories and the category names must match the names of the corresponding DynamicTable in the group.","name":"categories","dtype":"text","shape":[null],"dims":["num_categories"]}]}]} a*c a*cXlxnTREEqHEAPXn0.1.0Ho8qTREEtHEAPX8Xqexperimentalresourcesnamespace SNODno8q a*cSNODr(`Pu a*cGCOLx{"groups":[{"datasets":[{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The user term that maps to one or more resources in the 'resources' table.","name":"key","dtype":"text"}],"doc":"A table for storing user terms that are used to refer to external resources.","name":"keys","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The index to the key in the 'keys' table.","name":"keys_idx","dtype":"uint"},{"doc":"The index into the 'resources' table","name":"resources_idx","dtype":"uint"},{"doc":"The unique identifier entity.","name":"entity_id","dtype":"text"},{"doc":"The URI for the entity this reference applies to. This can be an empty string.","name":"entity_uri","dtype":"text"}],"doc":"A table for mapping user terms (i.e., keys) to resource entities.","name":"entities","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The name of the resource.","name":"resource","dtype":"text"},{"doc":"The URI for the resource. This can be an empty string.","name":"resource_uri","dtype":"text"}],"doc":"A table for mapping user terms (i.e., keys) to resource entities.","name":"resources","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The UUID for the object.","name":"object_id","dtype":"text"},{"doc":"The field of the object. This can be an empty string if the object is a dataset and the field is the dataset values.","name":"field","dtype":"text"}],"doc":"A table for identifying which objects in a file contain references to external resources.","name":"objects","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The index to the 'objects' table for the object that holds the key.","name":"objects_idx","dtype":"uint"},{"doc":"The index to the 'keys' table for the key.","name":"keys_idx","dtype":"uint"}],"doc":"A table for identifying which objects use which keys.","name":"object_keys","data_type_inc":"Data"}],"doc":"A set of four tables for tracking external resource references in a file. NOTE: this data type is in beta testing and is subject to change in a later version.","data_type_inc":"Container","data_type_def":"ExternalResources"}]}{"namespaces":[{"doc":"Experimental data structures provided by HDMF. These are not guaranteed to be available in the future","schema":[{"namespace":"hdmf-common"},{"source":"experimental"},{"source":"resources"}],"name":"hdmf-experimental","full_name":"HDMF Experimental","version":"0.1.0","author":["Andrew Tritt","Oliver Ruebel","Ryan Ly","Ben Dichter"],"contact":["ajtritt@lbl.gov","oruebel@lbl.gov","rly@lbl.gov","bdichter@lbl.gov"]}]}{"groups":[{"doc":"Metadata about a data acquisition device, e.g., recording system, electrode, microscope.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Device","attributes":[{"doc":"Description of the device (e.g., model, firmware version, processing software version, etc.) as free-form text.","name":"description","required":false,"dtype":"text"},{"doc":"The name of the manufacturer of the device.","name":"manufacturer","required":false,"dtype":"text"}]}]} a*cTREEHEAPX؉2.3.0HXxTREE0x`HEAP`ȰSNOD0Xx a*cGCOL{"datasets":[{"doc":"An abstract data type for a dataset.","neurodata_type_inc":"Data","neurodata_type_def":"NWBData"},{"shape":[[null,null],[null,null,3],[null,null,4]],"dims":[["x","y"],["x","y","r, g, b"],["x","y","r, g, b, a"]],"dtype":"numeric","doc":"An abstract data type for an image. Shape can be 2-D (x, y), or 3-D where the third dimension can have three or four elements, e.g. (x, y, (r, g, b)) or (x, y, (r, g, b, a)).","neurodata_type_inc":"NWBData","neurodata_type_def":"Image","attributes":[{"doc":"Pixel resolution of the image, in pixels per centimeter.","name":"resolution","required":false,"dtype":"float32"},{"doc":"Description of the image.","name":"description","required":false,"dtype":"text"}]}],"groups":[{"doc":"An abstract data type for a generic container storing collections of data and metadata. Base type for all data and metadata containers.","neurodata_type_inc":"Container","neurodata_type_def":"NWBContainer"},{"doc":"An abstract data type for a generic container storing collections of data, as opposed to metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBDataInterface"},{"groups":[{"doc":"Lab-specific time and sync information as provided directly from hardware devices and that is necessary for aligning all acquired time information to a common timebase. The timestamp array stores time in the common timebase. This group will usually only be populated in TimeSeries that are stored external to the NWB file, in files storing raw data. Once timestamp data is calculated, the contents of 'sync' are mostly for archival purposes.","name":"sync","quantity":"?"}],"datasets":[{"shape":[[null],[null,null],[null,null,null],[null,null,null,null]],"dims":[["num_times"],["num_times","num_DIM2"],["num_times","num_DIM2","num_DIM3"],["num_times","num_DIM2","num_DIM3","num_DIM4"]],"doc":"Data values. Data can be in 1-D, 2-D, 3-D, or 4-D. The first dimension should always represent time. This can also be used to store binary data (e.g., image frames). This can also be a link to data stored in an external file.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float64","doc":"Timestamp of the first sample in seconds. When timestamps are uniformly spaced, the timestamp of the first sample can be specified and all subsequent ones calculated from the sampling rate attribute.","name":"starting_time","quantity":"?","attributes":[{"doc":"Sampling rate, in Hz.","name":"rate","dtype":"float32"},{"doc":"Unit of measurement for time, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time.","name":"timestamps","quantity":"?","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"uint8","doc":"Numerical labels that apply to each time point in data for the purpose of querying and slicing data by these values. If present, the length of this array should be the same size as the first dimension of data.","name":"control","quantity":"?"},{"shape":[null],"dims":["num_control_values"],"dtype":"text","doc":"Description of each control value. Must be present if control is present. If present, control_description[0] should describe time points where control == 0.","name":"control_description","quantity":"?"}],"doc":"General purpose time series.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"TimeSeries","attributes":[{"doc":"Description of the time series.","name":"description","required":false,"dtype":"text","default_value":"no description"},{"doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","name":"comments","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"Data objects stored in this collection.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tables stored in this collection.","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"A collection of processed data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ProcessingModule","attributes":[{"doc":"Description of this collection of processed data.","name":"description","dtype":"text"}]},{"datasets":[{"doc":"Images stored in this collection.","quantity":"+","neurodata_type_inc":"Image"}],"doc":"A collection of images.","default_name":"Images","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Images","attributes":[{"doc":"Description of this collection of images.","name":"description","dtype":"text"}]}]}SNOD8h0xx@ a*c( a*c8 a*cH a*cX a*cnwb.basenwb.devicenwb.epochnwb.imagenwb.filenwb.miscnwb.behaviornwb.ecephysnwb.icephysnwb.ogennwb.ophysnwb.retinotopynamespaceGCOL.{"groups":[{"datasets":[{"dtype":"float32","doc":"Start time of epoch, in seconds.","name":"start_time","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Stop time of epoch, in seconds.","name":"stop_time","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"User-defined tags that identify or categorize events.","name":"tags","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index for tags.","name":"tags_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":[{"doc":"Start index into the TimeSeries 'data' and 'timestamp' datasets of the referenced TimeSeries. The first dimension of those arrays is always time.","name":"idx_start","dtype":"int32"},{"doc":"Number of data samples available in this time series, during this epoch.","name":"count","dtype":"int32"},{"doc":"the TimeSeries that this index applies to.","name":"timeseries","dtype":{"target_type":"TimeSeries","reftype":"object"}}],"doc":"An index into a TimeSeries object.","name":"timeseries","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index for timeseries.","name":"timeseries_index","quantity":"?","neurodata_type_inc":"VectorIndex"}],"doc":"A container for aggregating epoch data and the TimeSeries that each epoch applies to.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"TimeIntervals"}]}6-{"datasets":[{"shape":[null,null],"dims":["x","y"],"dtype":"numeric","doc":"A grayscale image.","neurodata_type_inc":"Image","neurodata_type_def":"GrayscaleImage"},{"shape":[null,null,3],"dims":["x","y","r, g, b"],"dtype":"numeric","doc":"A color image.","neurodata_type_inc":"Image","neurodata_type_def":"RGBImage"},{"shape":[null,null,4],"dims":["x","y","r, g, b, a"],"dtype":"numeric","doc":"A color image with transparency.","neurodata_type_inc":"Image","neurodata_type_def":"RGBAImage"}],"groups":[{"datasets":[{"shape":[[null,null,null],[null,null,null,null]],"dims":[["frame","x","y"],["frame","x","y","z"]],"dtype":"numeric","doc":"Binary data representing images across frames.","name":"data","quantity":"?","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["rank"],"dtype":"int32","doc":"Number of pixels on x, y, (and z) axes.","name":"dimension","quantity":"?"},{"shape":[null],"dims":["num_files"],"dtype":"text","doc":"Paths to one or more external file(s). The field is only present if format='external'. This is only relevant if the image series is stored in the file system as one or more image file(s). This field should NOT be used if the image is stored in another NWB file and that file is linked to this file.","name":"external_file","quantity":"?","attributes":[{"doc":"Each external image may contain one or more consecutive frames of the full ImageSeries. This attribute serves as an index to indicate which frames each file contains, to faciliate random access. The 'starting_frame' attribute, hence, contains a list of frame numbers within the full ImageSeries of the first frame of each file listed in the parent 'external_file' dataset. Zero-based indexing is used (hence, the first element will always be zero). For example, if the 'external_file' dataset has three paths to files and the first file has 5 frames, the second file has 10 frames, and the third file has 20 frames, then this attribute will have values [0, 5, 15]. If there is a single external file that holds all of the frames of the ImageSeries (and so there is a single element in the 'external_file' dataset), then this attribute should have value [0].","name":"starting_frame","dtype":"int32","shape":[null],"dims":["num_files"]}]},{"dtype":"text","doc":"Format of image. If this is 'external', then the attribute 'external_file' contains the path information to the image files. If this is 'raw', then the raw (single-channel) binary data is stored in the 'data' dataset. If this attribute is not present, then the default format='raw' case is assumed.","name":"format","quantity":"?","default_value":"raw"}],"links":[{"doc":"Link to the Device object that was used to capture these images.","name":"device","target_type":"Device","quantity":"?"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the file in a raw format while other times it will be stored as a series of external image files in the host file system. The data field will either be binary data, if the data is stored in the NWB file, or empty, if the data is stored in an external image stack. [frame][x][y] or [frame][x][y][z].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries"},{"links":[{"doc":"Link to ImageSeries object that this image mask is applied to.","name":"masked_imageseries","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The 'data' array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries"},{"datasets":[{"dtype":"float32","doc":"Distance from camera/monitor to target/eye.","name":"distance","quantity":"?"},{"shape":[[2],[3]],"dims":[["width, height"],["width, height, depth"]],"dtype":"float32","doc":"Width, height and depth of image, or imaged area, in meters.","name":"field_of_view","quantity":"?"},{"shape":[[null,null,null],[null,null,null,3]],"dims":[["frame","x","y"],["frame","x","y","r, g, b"]],"dtype":"numeric","doc":"Images presented to subject, either grayscale or RGB","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference.","name":"orientation","quantity":"?"}],"doc":"Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int32","doc":"Index of the frame in the referenced ImageSeries.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to ImageSeries object containing images that are indexed.","name":"indexed_timeseries","target_type":"ImageSeries"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the ImageIndexSeries is to allow a static image stack to be stored somewhere, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries"}]}?{"datasets":[{"doc":"Any one-off datasets","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"doc":"Any notes the user has about the dataset being stored","name":"notes","dtype":"text"}]}],"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tabular data that is relevent to acquisition","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis.","name":"acquisition"},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Tabular data that is relevent to data stored in analysis","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs.","name":"analysis"},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Any one-off tables","quantity":"*","neurodata_type_inc":"DynamicTable"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"ScratchData"}],"doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","name":"scratch","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis.","name":"processing"},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"Stimuli presented during the experiment.","name":"presentation"},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame.","name":"templates"}],"doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file.","name":"stimulus"},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"LabMetaData"},{"groups":[{"doc":"Data acquisition devices.","quantity":"*","neurodata_type_inc":"Device"}],"doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","name":"devices","quantity":"?"},{"doc":"Information about the animal or person from which the data was measured.","name":"subject","quantity":"?","neurodata_type_inc":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float32","doc":"x coordinate of the channel location in the brain (+x is posterior).","name":"x","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate of the channel location in the brain (+y is inferior).","name":"y","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate of the channel location in the brain (+z is right).","name":"z","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Impedance of the channel, in ohms.","name":"imp","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Description of hardware filtering, including the filter name and frequency cutoffs.","name":"filtering","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Reference to the ElectrodeGroup this electrode is a part of.","name":"group","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Name of the ElectrodeGroup this electrode is a part of.","name":"group_name","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"x coordinate in electrode group","name":"rel_x","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate in electrode group","name":"rel_y","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate in electrode group","name":"rel_z","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Description of the reference used for this electrode.","name":"reference","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"A table of all electrodes (i.e. channels) used for recording.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTable"}],"doc":"Metadata related to extracellular electrophysiology.","name":"extracellular_ephys","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"doc":"The table which groups different PatchClampSeries together.","name":"sweep_table","quantity":"?","neurodata_type_inc":"SweepTable"}],"datasets":[{"dtype":"text","doc":"Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","name":"filtering","quantity":"?"}],"doc":"Metadata related to intracellular electrophysiology.","name":"intracellular_ephys","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"doc":"Metadata describing optogenetic stimuluation.","name":"optogenetics","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"doc":"Metadata related to optophysiology.","name":"optophysiology","quantity":"?"}],"datasets":[{"dtype":"text","doc":"Notes about data collection and analysis.","name":"data_collection","quantity":"?"},{"dtype":"text","doc":"General description of the experiment.","name":"experiment_description","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","name":"experimenter","quantity":"?"},{"dtype":"text","doc":"Institution(s) where experiment was performed.","name":"institution","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","doc":"Terms to search over.","name":"keywords","quantity":"?"},{"dtype":"text","doc":"Laboratory where experiment was performed.","name":"lab","quantity":"?"},{"dtype":"text","doc":"Notes about the experiment.","name":"notes","quantity":"?"},{"dtype":"text","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","name":"pharmacology","quantity":"?"},{"dtype":"text","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","name":"protocol","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","doc":"Publication information. PMID, DOI, URL, etc.","name":"related_publications","quantity":"?"},{"dtype":"text","doc":"Lab-specific ID for the session.","name":"session_id","quantity":"?"},{"dtype":"text","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","name":"slices","quantity":"?"},{"dtype":"text","doc":"Script file or link to public source code used to create this NWB file.","name":"source_script","quantity":"?","attributes":[{"doc":"Name of script file.","name":"file_name","dtype":"text"}]},{"dtype":"text","doc":"Notes about stimuli, such as how and where they were presented.","name":"stimulus","quantity":"?"},{"dtype":"text","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","name":"surgery","quantity":"?"},{"dtype":"text","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","name":"virus","quantity":"?"}],"doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them.","name":"general"},{"groups":[{"doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","name":"epochs","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Repeated experimental events that have a logical grouping.","name":"trials","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Time intervals that should be removed from analysis.","name":"invalid_times","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","name":"intervals","quantity":"?"},{"doc":"Data about sorted spike units.","name":"units","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array.","name":"file_create_date"},{"dtype":"text","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files.","name":"identifier"},{"dtype":"text","doc":"A description of the experimental session and data in the file.","name":"session_description"},{"dtype":"isodatetime","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds.","name":"session_start_time"},{"dtype":"isodatetime","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero).","name":"timestamps_reference_time"}],"doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","name":"root","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","name":"nwb_version","dtype":"text","value":"2.3.0"}]},{"doc":"Lab-specific meta-data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"datasets":[{"dtype":"text","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","name":"age","quantity":"?"},{"dtype":"isodatetime","doc":"Date of birth of subject. Can be supplied instead of 'age'.","name":"date_of_birth","quantity":"?"},{"dtype":"text","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","name":"description","quantity":"?"},{"dtype":"text","doc":"Genetic strain. If absent, assume Wild Type (WT).","name":"genotype","quantity":"?"},{"dtype":"text","doc":"Gender of subject.","name":"sex","quantity":"?"},{"dtype":"text","doc":"Species of subject.","name":"species","quantity":"?"},{"dtype":"text","doc":"Strain of subject.","name":"strain","quantity":"?"},{"dtype":"text","doc":"ID of animal/person used/participating in experiment (lab convention).","name":"subject_id","quantity":"?"},{"dtype":"text","doc":"Weight at time of experiment, at time of surgery and at other important times.","name":"weight","quantity":"?"}],"doc":"Information about the animal or person from which the data was measured.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"}]}A{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","doc":"Values of each feature at each time.","name":"data","attributes":[{"doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","name":"unit","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Units of each feature.","name":"feature_units","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of the features represented in TimeSeries::data.","name":"features"}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","doc":"Annotations made during an experiment.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","doc":"Use values >0 if interval started, <0 if interval ended.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries"},{"groups":[{"datasets":[{"dtype":"text","doc":"Name of the band, e.g. theta.","name":"band_name","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float32","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","name":"band_limits","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The mean Gaussian filters, in Hz.","name":"band_mean","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The standard deviation of Gaussian filters, in Hz.","name":"band_stdev","neurodata_type_inc":"VectorData"}],"doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","name":"bands","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","doc":"Data decomposed into frequency bands.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","required":false,"dtype":"text","default_value":"no unit"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"The metric used, e.g. phase, amplitude, power.","name":"metric"},{"doc":"DynamicTableRegion pointer to the channels that this decomposition series was generated from.","name":"source_channels","quantity":"?","neurodata_type_inc":"DynamicTableRegion"}],"links":[{"doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","name":"source_timeseries","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries"},{"datasets":[{"doc":"Index into the spike_times dataset.","name":"spike_times_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"float64","doc":"Spike times for each unit.","name":"spike_times","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"The smallest possible difference between two spike times. Usually 1 divided by the acquisition sampling rate from which spike times were extracted, but could be larger if the acquisition time series was downsampled or smaller if the acquisition time series was smoothed/interpolated and it is possible for the spike time to be between samples.","name":"resolution","required":false,"dtype":"float64"}]},{"doc":"Index into the obs_intervals dataset.","name":"obs_intervals_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"float64","doc":"Observation intervals for each unit.","name":"obs_intervals","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index into electrodes.","name":"electrodes_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Electrode group that each spike unit came from.","name":"electrode_group","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform mean for each spike unit.","name":"waveform_mean","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform standard deviation for each spike unit.","name":"waveform_sd","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[null,null],"dims":["num_waveforms","num_samples"],"dtype":"numeric","doc":"Individual waveforms for each spike on each electrode. This is a doubly indexed column. The 'waveforms_index' column indexes which waveforms in this column belong to the same spike event for a given unit, where each waveform was recorded from a different electrode. The 'waveforms_index_index' column indexes the 'waveforms_index' column to indicate which spike events belong to a given unit. For example, if the 'waveforms_index_index' column has values [2, 5, 6], then the first 2 elements of the 'waveforms_index' column correspond to the 2 spike events of the first unit, the next 3 elements of the 'waveforms_index' column correspond to the 3 spike events of the second unit, and the next 1 element of the 'waveforms_index' column corresponds to the 1 spike event of the third unit. If the 'waveforms_index' column has values [3, 6, 8, 10, 12, 13], then the first 3 elements of the 'waveforms' column contain the 3 spike waveforms that were recorded from 3 different electrodes for the first spike time of the first unit. See https://nwb-schema.readthedocs.io/en/stable/format_description.html#doubly-ragged-arrays for a graphical representation of this example. When there is only one electrode for each unit (i.e., each spike time is associated with a single waveform), then the 'waveforms_index' column will have values 1, 2, ..., N, where N is the number of spike events. The number of electrodes for each spike event should be the same within a given unit. The 'electrodes' column should be used to indicate which electrodes are associated with each unit, and the order of the waveforms within a given unit x spike event should be in the same order as the electrodes referenced in the 'electrodes' column of this table. The number of samples for each waveform must be the same.","name":"waveforms","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"doc":"Index into the waveforms dataset. One value for every spike event. See 'waveforms' for more detail.","name":"waveforms_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Index into the waveforms_index dataset. One value for every unit (row in the table). See 'waveforms' for more detail.","name":"waveforms_index_index","quantity":"?","neurodata_type_inc":"VectorIndex"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units"}]}~{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","required":false,"dtype":"text","default_value":"meters"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description defining what exactly 'straight-ahead' means.","name":"reference_frame","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries"},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]}l {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Applied power for optogenetic stimulus, in watts.","name":"data","attributes":[{"doc":"Unit of measurement for data, which is fixed to 'watts'.","name":"unit","dtype":"text","value":"watts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","name":"site","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries"},{"datasets":[{"dtype":"text","doc":"Description of stimulation site.","name":"description"},{"dtype":"float32","doc":"Excitation wavelength, in nm.","name":"excitation_lambda"},{"dtype":"text","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location"}],"links":[{"doc":"Device that generated the stimulus.","name":"device","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]} h a*cx a*c a*cSNOD(HP8Xȝ a*c a*c a*cGCOL`l9{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","doc":"Recorded voltage data.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and 'channel_conversion' (if present).","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"},{"shape":[null],"dims":["num_channels"],"dtype":"float32","doc":"Channel-specific conversion factor. Multiply the data in the 'data' dataset by these values along the channel axis (as indicated by axis attribute) AND by the global conversion factor in the 'conversion' attribute of 'data' to get the data values in Volts, i.e, data in Volts = data * data.conversion * channel_conversion. This approach allows for both global and per-channel data conversion factors needed to support the storage of electrical recordings as native values generated by data acquisition systems. If this dataset is not present, then there is no channel-specific conversion factor, i.e. it is 1 for all channels.","name":"channel_conversion","quantity":"?","attributes":[{"doc":"The zero-indexed axis of the 'data' dataset that the channel-specific conversion factor corresponds to. This value is fixed to 1.","name":"axis","dtype":"int32","value":1}]}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"doc":"Filtering applied to all channels of the data. For example, if this ElectricalSeries represents high-pass-filtered data (also known as AP Band), then this value could be \"High-pass 4-pole Bessel filter at 500 Hz\". If this ElectricalSeries represents low-pass-filtered LFP data and the type of filter is unknown, then this value could be \"Low-pass filter at 300 Hz\". If a non-standard filter type is used, provide as much detail about the filter properties as possible.","name":"filtering","required":false,"dtype":"text"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","doc":"Spike waveforms.","name":"data","attributes":[{"doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","name":"timestamps","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries"},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of features (eg, ''PC1'') for each of the extracted features.","name":"description"},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","doc":"Multi-dimensional array of features extracted from each event.","name":"features"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of events that features correspond to (can be a link).","name":"times"},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values.","name":"detection_method"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data.","name":"source_idx"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Timestamps of events, in seconds.","name":"times","attributes":[{"doc":"Unit of measurement for event times, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"links":[{"doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","name":"source_electricalseries","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"datasets":[{"dtype":[{"doc":"x coordinate","name":"x","dtype":"float32"},{"doc":"y coordinate","name":"y","dtype":"float32"},{"doc":"z coordinate","name":"z","dtype":"float32"}],"doc":"stereotaxic or common framework coordinates","name":"position","quantity":"?"}],"links":[{"doc":"Link to the device that was used to record from this electrode group.","name":"device","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"doc":"Description of this electrode group.","name":"description","dtype":"text"},{"doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, etc. Use standard atlas names for anatomical regions when possible.","name":"location","dtype":"text"}]},{"datasets":[{"dtype":"text","doc":"Filtering applied to data before generating mean/sd","name":"waveform_filtering"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)","name":"waveform_mean"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"Stdev of waveforms for each cluster, using the same indices as in mean","name":"waveform_sd"}],"links":[{"doc":"Link to Clustering interface that was the source of the clustered data","name":"clustering_interface","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)","name":"description"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Cluster number of each event","name":"num"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric).","name":"peak_over_rms"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module.","name":"times"}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}@{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Recorded voltage or current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Gain of the recording, in units Volt/Amp (v-clamp) or Volt/Volt (c-clamp).","name":"gain","quantity":"?"}],"links":[{"doc":"Link to IntracellularElectrode object that describes the electrode that was used to apply or record this data.","name":"electrode","target_type":"IntracellularElectrode"}],"doc":"An abstract base class for patch-clamp data - stimulus or response, current or voltage.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"doc":"Protocol/stimulus name for this patch-clamp dataset.","name":"stimulus_description","dtype":"text"},{"doc":"Sweep number, allows to group different PatchClampSeries together.","name":"sweep_number","required":false,"dtype":"uint32"}]},{"datasets":[{"doc":"Recorded voltage.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Bias current, in amps.","name":"bias_current","quantity":"?"},{"dtype":"float32","doc":"Bridge balance, in ohms.","name":"bridge_balance","quantity":"?"},{"dtype":"float32","doc":"Capacitance compensation, in farads.","name":"capacitance_compensation","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries"},{"datasets":[{"dtype":"float32","doc":"Bias current, in amps, fixed to 0.0.","name":"bias_current"},{"dtype":"float32","doc":"Bridge balance, in ohms, fixed to 0.0.","name":"bridge_balance"},{"dtype":"float32","doc":"Capacitance compensation, in farads, fixed to 0.0.","name":"capacitance_compensation"}],"doc":"Voltage data from an intracellular recording when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"doc":"An IZeroClampSeries has no stimulus, so this attribute is automatically set to \"N/A\"","name":"stimulus_description","dtype":"text","value":"N/A"}]},{"datasets":[{"doc":"Stimulus current applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stimulus current applied during current clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampStimulusSeries"},{"datasets":[{"doc":"Recorded current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. 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If used without an accompanying VectorIndex, first dimension is along the rows of the DynamicTable and each step along the first dimension is a cell of the larger table. VectorData can also be used to represent a ragged array if paired with a VectorIndex. This allows for storing arrays of varying length in a single cell of the DynamicTable by indexing into this VectorData. The first vector is at VectorData[0:VectorIndex[0]]. The second vector is at VectorData[VectorIndex[0]:VectorIndex[1]], and so on.","data_type_inc":"Data","data_type_def":"VectorData","attributes":[{"doc":"Description of what these vectors represent.","name":"description","dtype":"text"}]},{"shape":[null],"dims":["num_rows"],"dtype":"uint8","doc":"Used with VectorData to encode a ragged array. An array of indices into the first dimension of the target VectorData, and forming a map between the rows of a DynamicTable and the indices of the VectorData. The name of the VectorIndex is expected to be the name of the target VectorData object followed by \"_index\".","data_type_inc":"VectorData","data_type_def":"VectorIndex","attributes":[{"doc":"Reference to the target dataset that this index applies to.","name":"target","dtype":{"target_type":"VectorData","reftype":"object"}}]},{"shape":[null],"dims":["num_elements"],"dtype":"int","doc":"A list of unique identifiers for values within a dataset, e.g. rows of a DynamicTable.","default_name":"element_id","data_type_inc":"Data","data_type_def":"ElementIdentifiers"},{"shape":[null],"dims":["num_rows"],"dtype":"int","doc":"DynamicTableRegion provides a link from one table to an index or region of another. The `table` attribute is a link to another `DynamicTable`, indicating which table is referenced, and the data is int(s) indicating the row(s) (0-indexed) of the target array. `DynamicTableRegion`s can be used to associate rows with repeated meta-data without data duplication. They can also be used to create hierarchical relationships between multiple `DynamicTable`s. `DynamicTableRegion` objects may be paired with a `VectorIndex` object to create ragged references, so a single cell of a `DynamicTable` can reference many rows of another `DynamicTable`.","data_type_inc":"VectorData","data_type_def":"DynamicTableRegion","attributes":[{"doc":"Reference to the DynamicTable object that this region applies to.","name":"table","dtype":{"target_type":"DynamicTable","reftype":"object"}},{"doc":"Description of what this table region points to.","name":"description","dtype":"text"}]}],"groups":[{"datasets":[{"shape":[null],"dims":["num_rows"],"dtype":"int","doc":"Array of unique identifiers for the rows of this dynamic table.","name":"id","data_type_inc":"ElementIdentifiers"},{"doc":"Vector columns, including index columns, of this dynamic table.","quantity":"*","data_type_inc":"VectorData"}],"doc":"A group containing multiple datasets that are aligned on the first dimension (Currently, this requirement if left up to APIs to check and enforce). These datasets represent different columns in the table. Apart from a column that contains unique identifiers for each row, there are no other required datasets. Users are free to add any number of custom VectorData objects (columns) here. DynamicTable also supports ragged array columns, where each element can be of a different size. To add a ragged array column, use a VectorIndex type to index the corresponding VectorData type. See documentation for VectorData and VectorIndex for more details. Unlike a compound data type, which is analogous to storing an array-of-structs, a DynamicTable can be thought of as a struct-of-arrays. This provides an alternative structure to choose from when optimizing storage for anticipated access patterns. Additionally, this type provides a way of creating a table without having to define a compound type up front. Although this convenience may be attractive, users should think carefully about how data will be accessed. DynamicTable is more appropriate for column-centric access, whereas a dataset with a compound type would be more appropriate for row-centric access. Finally, data size should also be taken into account. For small tables, performance loss may be an acceptable trade-off for the flexibility of a DynamicTable.","data_type_inc":"Container","data_type_def":"DynamicTable","attributes":[{"doc":"The names of the columns in this table. This should be used to specify an order to the columns.","name":"colnames","dtype":"text","shape":[null],"dims":["num_columns"]},{"doc":"Description of what is in this dynamic table.","name":"description","dtype":"text"}]},{"groups":[{"doc":"A DynamicTable representing a particular category for columns in the AlignedDynamicTable parent container. The table MUST be aligned with (i.e., have the same number of rows) as all other DynamicTables stored in the AlignedDynamicTable parent container. The name of the category is given by the name of the DynamicTable and its description by the description attribute of the DynamicTable.","quantity":"*","data_type_inc":"DynamicTable"}],"doc":"DynamicTable container that supports storing a collection of sub-tables. Each sub-table is a DynamicTable itself that is aligned with the main table by row index. I.e., all DynamicTables stored in this group MUST have the same number of rows. This type effectively defines a 2-level table in which the main data is stored in the main table implemented by this type and additional columns of the table are grouped into categories, with each category being represented by a separate DynamicTable stored within the group.","data_type_inc":"DynamicTable","data_type_def":"AlignedDynamicTable","attributes":[{"doc":"The names of the categories in this AlignedDynamicTable. Each category is represented by one DynamicTable stored in the parent group. This attribute should be used to specify an order of categories and the category names must match the names of the corresponding DynamicTable in the group.","name":"categories","dtype":"text","shape":[null],"dims":["num_categories"]}]}]}a*ca*cxmoTREErHEAPXo0.1.0H8pXrTREE(uHEAPX8xrexperimentalresourcesnamespace SNODp8pXr(b*cSNODt(pv8b*cGCOLx{"groups":[{"datasets":[{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The user term that maps to one or more resources in the 'resources' table.","name":"key","dtype":"text"}],"doc":"A table for storing user terms that are used to refer to external resources.","name":"keys","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The index to the key in the 'keys' table.","name":"keys_idx","dtype":"uint"},{"doc":"The index into the 'resources' table","name":"resources_idx","dtype":"uint"},{"doc":"The unique identifier entity.","name":"entity_id","dtype":"text"},{"doc":"The URI for the entity this reference applies to. This can be an empty string.","name":"entity_uri","dtype":"text"}],"doc":"A table for mapping user terms (i.e., keys) to resource entities.","name":"entities","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The name of the resource.","name":"resource","dtype":"text"},{"doc":"The URI for the resource. This can be an empty string.","name":"resource_uri","dtype":"text"}],"doc":"A table for mapping user terms (i.e., keys) to resource entities.","name":"resources","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The UUID for the object.","name":"object_id","dtype":"text"},{"doc":"The field of the object. This can be an empty string if the object is a dataset and the field is the dataset values.","name":"field","dtype":"text"}],"doc":"A table for identifying which objects in a file contain references to external resources.","name":"objects","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The index to the 'objects' table for the object that holds the key.","name":"objects_idx","dtype":"uint"},{"doc":"The index to the 'keys' table for the key.","name":"keys_idx","dtype":"uint"}],"doc":"A table for identifying which objects use which keys.","name":"object_keys","data_type_inc":"Data"}],"doc":"A set of four tables for tracking external resource references in a file. NOTE: this data type is in beta testing and is subject to change in a later version.","data_type_inc":"Container","data_type_def":"ExternalResources"}]}{"namespaces":[{"doc":"Experimental data structures provided by HDMF. These are not guaranteed to be available in the future","schema":[{"namespace":"hdmf-common"},{"source":"experimental"},{"source":"resources"}],"name":"hdmf-experimental","full_name":"HDMF Experimental","version":"0.1.0","author":["Andrew Tritt","Oliver Ruebel","Ryan Ly","Ben Dichter"],"contact":["ajtritt@lbl.gov","oruebel@lbl.gov","rly@lbl.gov","bdichter@lbl.gov"]}]}{"groups":[{"doc":"Metadata about a data acquisition device, e.g., recording system, electrode, microscope.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Device","attributes":[{"doc":"Description of the device (e.g., model, firmware version, processing software version, etc.) as free-form text.","name":"description","required":false,"dtype":"text"},{"doc":"The name of the manufacturer of the device.","name":"manufacturer","required":false,"dtype":"text"}]}]}Hb*c؊TREEHEAPX2.3.0HxTREEPxHEAP`SNODPxXb*cGCOL{"datasets":[{"doc":"An abstract data type for a dataset.","neurodata_type_inc":"Data","neurodata_type_def":"NWBData"},{"shape":[[null,null],[null,null,3],[null,null,4]],"dims":[["x","y"],["x","y","r, g, b"],["x","y","r, g, b, a"]],"dtype":"numeric","doc":"An abstract data type for an image. Shape can be 2-D (x, y), or 3-D where the third dimension can have three or four elements, e.g. (x, y, (r, g, b)) or (x, y, (r, g, b, a)).","neurodata_type_inc":"NWBData","neurodata_type_def":"Image","attributes":[{"doc":"Pixel resolution of the image, in pixels per centimeter.","name":"resolution","required":false,"dtype":"float32"},{"doc":"Description of the image.","name":"description","required":false,"dtype":"text"}]}],"groups":[{"doc":"An abstract data type for a generic container storing collections of data and metadata. Base type for all data and metadata containers.","neurodata_type_inc":"Container","neurodata_type_def":"NWBContainer"},{"doc":"An abstract data type for a generic container storing collections of data, as opposed to metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBDataInterface"},{"groups":[{"doc":"Lab-specific time and sync information as provided directly from hardware devices and that is necessary for aligning all acquired time information to a common timebase. The timestamp array stores time in the common timebase. This group will usually only be populated in TimeSeries that are stored external to the NWB file, in files storing raw data. Once timestamp data is calculated, the contents of 'sync' are mostly for archival purposes.","name":"sync","quantity":"?"}],"datasets":[{"shape":[[null],[null,null],[null,null,null],[null,null,null,null]],"dims":[["num_times"],["num_times","num_DIM2"],["num_times","num_DIM2","num_DIM3"],["num_times","num_DIM2","num_DIM3","num_DIM4"]],"doc":"Data values. Data can be in 1-D, 2-D, 3-D, or 4-D. The first dimension should always represent time. This can also be used to store binary data (e.g., image frames). This can also be a link to data stored in an external file.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. 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When timestamps are uniformly spaced, the timestamp of the first sample can be specified and all subsequent ones calculated from the sampling rate attribute.","name":"starting_time","quantity":"?","attributes":[{"doc":"Sampling rate, in Hz.","name":"rate","dtype":"float32"},{"doc":"Unit of measurement for time, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time.","name":"timestamps","quantity":"?","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"uint8","doc":"Numerical labels that apply to each time point in data for the purpose of querying and slicing data by these values. If present, the length of this array should be the same size as the first dimension of data.","name":"control","quantity":"?"},{"shape":[null],"dims":["num_control_values"],"dtype":"text","doc":"Description of each control value. Must be present if control is present. If present, control_description[0] should describe time points where control == 0.","name":"control_description","quantity":"?"}],"doc":"General purpose time series.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"TimeSeries","attributes":[{"doc":"Description of the time series.","name":"description","required":false,"dtype":"text","default_value":"no description"},{"doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","name":"comments","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"Data objects stored in this collection.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tables stored in this collection.","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"A collection of processed data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ProcessingModule","attributes":[{"doc":"Description of this collection of processed data.","name":"description","dtype":"text"}]},{"datasets":[{"doc":"Images stored in this collection.","quantity":"+","neurodata_type_inc":"Image"}],"doc":"A collection of images.","default_name":"Images","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Images","attributes":[{"doc":"Description of this collection of images.","name":"description","dtype":"text"}]}]}SNODXhPx`hb*cxb*cb*cb*cb*cnwb.basenwb.devicenwb.epochnwb.imagenwb.filenwb.miscnwb.behaviornwb.ecephysnwb.icephysnwb.ogennwb.ophysnwb.retinotopynamespaceGCOL.{"groups":[{"datasets":[{"dtype":"float32","doc":"Start time of epoch, in seconds.","name":"start_time","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Stop time of epoch, in seconds.","name":"stop_time","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"User-defined tags that identify or categorize events.","name":"tags","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index for tags.","name":"tags_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":[{"doc":"Start index into the TimeSeries 'data' and 'timestamp' datasets of the referenced TimeSeries. 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If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["rank"],"dtype":"int32","doc":"Number of pixels on x, y, (and z) axes.","name":"dimension","quantity":"?"},{"shape":[null],"dims":["num_files"],"dtype":"text","doc":"Paths to one or more external file(s). The field is only present if format='external'. This is only relevant if the image series is stored in the file system as one or more image file(s). This field should NOT be used if the image is stored in another NWB file and that file is linked to this file.","name":"external_file","quantity":"?","attributes":[{"doc":"Each external image may contain one or more consecutive frames of the full ImageSeries. This attribute serves as an index to indicate which frames each file contains, to faciliate random access. The 'starting_frame' attribute, hence, contains a list of frame numbers within the full ImageSeries of the first frame of each file listed in the parent 'external_file' dataset. Zero-based indexing is used (hence, the first element will always be zero). For example, if the 'external_file' dataset has three paths to files and the first file has 5 frames, the second file has 10 frames, and the third file has 20 frames, then this attribute will have values [0, 5, 15]. If there is a single external file that holds all of the frames of the ImageSeries (and so there is a single element in the 'external_file' dataset), then this attribute should have value [0].","name":"starting_frame","dtype":"int32","shape":[null],"dims":["num_files"]}]},{"dtype":"text","doc":"Format of image. If this is 'external', then the attribute 'external_file' contains the path information to the image files. If this is 'raw', then the raw (single-channel) binary data is stored in the 'data' dataset. If this attribute is not present, then the default format='raw' case is assumed.","name":"format","quantity":"?","default_value":"raw"}],"links":[{"doc":"Link to the Device object that was used to capture these images.","name":"device","target_type":"Device","quantity":"?"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the file in a raw format while other times it will be stored as a series of external image files in the host file system. The data field will either be binary data, if the data is stored in the NWB file, or empty, if the data is stored in an external image stack. [frame][x][y] or [frame][x][y][z].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries"},{"links":[{"doc":"Link to ImageSeries object that this image mask is applied to.","name":"masked_imageseries","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The 'data' array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries"},{"datasets":[{"dtype":"float32","doc":"Distance from camera/monitor to target/eye.","name":"distance","quantity":"?"},{"shape":[[2],[3]],"dims":[["width, height"],["width, height, depth"]],"dtype":"float32","doc":"Width, height and depth of image, or imaged area, in meters.","name":"field_of_view","quantity":"?"},{"shape":[[null,null,null],[null,null,null,3]],"dims":[["frame","x","y"],["frame","x","y","r, g, b"]],"dtype":"numeric","doc":"Images presented to subject, either grayscale or RGB","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference.","name":"orientation","quantity":"?"}],"doc":"Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int32","doc":"Index of the frame in the referenced ImageSeries.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to ImageSeries object containing images that are indexed.","name":"indexed_timeseries","target_type":"ImageSeries"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the ImageIndexSeries is to allow a static image stack to be stored somewhere, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries"}]}?{"datasets":[{"doc":"Any one-off datasets","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"doc":"Any notes the user has about the dataset being stored","name":"notes","dtype":"text"}]}],"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tabular data that is relevent to acquisition","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis.","name":"acquisition"},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Tabular data that is relevent to data stored in analysis","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs.","name":"analysis"},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Any one-off tables","quantity":"*","neurodata_type_inc":"DynamicTable"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"ScratchData"}],"doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","name":"scratch","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis.","name":"processing"},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"Stimuli presented during the experiment.","name":"presentation"},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame.","name":"templates"}],"doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file.","name":"stimulus"},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"LabMetaData"},{"groups":[{"doc":"Data acquisition devices.","quantity":"*","neurodata_type_inc":"Device"}],"doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","name":"devices","quantity":"?"},{"doc":"Information about the animal or person from which the data was measured.","name":"subject","quantity":"?","neurodata_type_inc":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float32","doc":"x coordinate of the channel location in the brain (+x is posterior).","name":"x","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate of the channel location in the brain (+y is inferior).","name":"y","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate of the channel location in the brain (+z is right).","name":"z","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Impedance of the channel, in ohms.","name":"imp","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Description of hardware filtering, including the filter name and frequency cutoffs.","name":"filtering","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Reference to the ElectrodeGroup this electrode is a part of.","name":"group","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Name of the ElectrodeGroup this electrode is a part of.","name":"group_name","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"x coordinate in electrode group","name":"rel_x","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate in electrode group","name":"rel_y","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate in electrode group","name":"rel_z","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Description of the reference used for this electrode.","name":"reference","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"A table of all electrodes (i.e. channels) used for recording.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTable"}],"doc":"Metadata related to extracellular electrophysiology.","name":"extracellular_ephys","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"doc":"The table which groups different PatchClampSeries together.","name":"sweep_table","quantity":"?","neurodata_type_inc":"SweepTable"}],"datasets":[{"dtype":"text","doc":"Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","name":"filtering","quantity":"?"}],"doc":"Metadata related to intracellular electrophysiology.","name":"intracellular_ephys","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"doc":"Metadata describing optogenetic stimuluation.","name":"optogenetics","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"doc":"Metadata related to optophysiology.","name":"optophysiology","quantity":"?"}],"datasets":[{"dtype":"text","doc":"Notes about data collection and analysis.","name":"data_collection","quantity":"?"},{"dtype":"text","doc":"General description of the experiment.","name":"experiment_description","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","name":"experimenter","quantity":"?"},{"dtype":"text","doc":"Institution(s) where experiment was performed.","name":"institution","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","doc":"Terms to search over.","name":"keywords","quantity":"?"},{"dtype":"text","doc":"Laboratory where experiment was performed.","name":"lab","quantity":"?"},{"dtype":"text","doc":"Notes about the experiment.","name":"notes","quantity":"?"},{"dtype":"text","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","name":"pharmacology","quantity":"?"},{"dtype":"text","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","name":"protocol","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","doc":"Publication information. PMID, DOI, URL, etc.","name":"related_publications","quantity":"?"},{"dtype":"text","doc":"Lab-specific ID for the session.","name":"session_id","quantity":"?"},{"dtype":"text","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","name":"slices","quantity":"?"},{"dtype":"text","doc":"Script file or link to public source code used to create this NWB file.","name":"source_script","quantity":"?","attributes":[{"doc":"Name of script file.","name":"file_name","dtype":"text"}]},{"dtype":"text","doc":"Notes about stimuli, such as how and where they were presented.","name":"stimulus","quantity":"?"},{"dtype":"text","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","name":"surgery","quantity":"?"},{"dtype":"text","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","name":"virus","quantity":"?"}],"doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them.","name":"general"},{"groups":[{"doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","name":"epochs","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Repeated experimental events that have a logical grouping.","name":"trials","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Time intervals that should be removed from analysis.","name":"invalid_times","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","name":"intervals","quantity":"?"},{"doc":"Data about sorted spike units.","name":"units","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array.","name":"file_create_date"},{"dtype":"text","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files.","name":"identifier"},{"dtype":"text","doc":"A description of the experimental session and data in the file.","name":"session_description"},{"dtype":"isodatetime","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds.","name":"session_start_time"},{"dtype":"isodatetime","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero).","name":"timestamps_reference_time"}],"doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","name":"root","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","name":"nwb_version","dtype":"text","value":"2.3.0"}]},{"doc":"Lab-specific meta-data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"datasets":[{"dtype":"text","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","name":"age","quantity":"?"},{"dtype":"isodatetime","doc":"Date of birth of subject. Can be supplied instead of 'age'.","name":"date_of_birth","quantity":"?"},{"dtype":"text","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","name":"description","quantity":"?"},{"dtype":"text","doc":"Genetic strain. If absent, assume Wild Type (WT).","name":"genotype","quantity":"?"},{"dtype":"text","doc":"Gender of subject.","name":"sex","quantity":"?"},{"dtype":"text","doc":"Species of subject.","name":"species","quantity":"?"},{"dtype":"text","doc":"Strain of subject.","name":"strain","quantity":"?"},{"dtype":"text","doc":"ID of animal/person used/participating in experiment (lab convention).","name":"subject_id","quantity":"?"},{"dtype":"text","doc":"Weight at time of experiment, at time of surgery and at other important times.","name":"weight","quantity":"?"}],"doc":"Information about the animal or person from which the data was measured.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"}]}A{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","doc":"Values of each feature at each time.","name":"data","attributes":[{"doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","name":"unit","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Units of each feature.","name":"feature_units","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of the features represented in TimeSeries::data.","name":"features"}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","doc":"Annotations made during an experiment.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","doc":"Use values >0 if interval started, <0 if interval ended.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries"},{"groups":[{"datasets":[{"dtype":"text","doc":"Name of the band, e.g. theta.","name":"band_name","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float32","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","name":"band_limits","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The mean Gaussian filters, in Hz.","name":"band_mean","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The standard deviation of Gaussian filters, in Hz.","name":"band_stdev","neurodata_type_inc":"VectorData"}],"doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","name":"bands","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","doc":"Data decomposed into frequency bands.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","required":false,"dtype":"text","default_value":"no unit"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"The metric used, e.g. phase, amplitude, power.","name":"metric"},{"doc":"DynamicTableRegion pointer to the channels that this decomposition series was generated from.","name":"source_channels","quantity":"?","neurodata_type_inc":"DynamicTableRegion"}],"links":[{"doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","name":"source_timeseries","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries"},{"datasets":[{"doc":"Index into the spike_times dataset.","name":"spike_times_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"float64","doc":"Spike times for each unit.","name":"spike_times","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"The smallest possible difference between two spike times. Usually 1 divided by the acquisition sampling rate from which spike times were extracted, but could be larger if the acquisition time series was downsampled or smaller if the acquisition time series was smoothed/interpolated and it is possible for the spike time to be between samples.","name":"resolution","required":false,"dtype":"float64"}]},{"doc":"Index into the obs_intervals dataset.","name":"obs_intervals_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"float64","doc":"Observation intervals for each unit.","name":"obs_intervals","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index into electrodes.","name":"electrodes_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Electrode group that each spike unit came from.","name":"electrode_group","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform mean for each spike unit.","name":"waveform_mean","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform standard deviation for each spike unit.","name":"waveform_sd","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[null,null],"dims":["num_waveforms","num_samples"],"dtype":"numeric","doc":"Individual waveforms for each spike on each electrode. This is a doubly indexed column. The 'waveforms_index' column indexes which waveforms in this column belong to the same spike event for a given unit, where each waveform was recorded from a different electrode. The 'waveforms_index_index' column indexes the 'waveforms_index' column to indicate which spike events belong to a given unit. For example, if the 'waveforms_index_index' column has values [2, 5, 6], then the first 2 elements of the 'waveforms_index' column correspond to the 2 spike events of the first unit, the next 3 elements of the 'waveforms_index' column correspond to the 3 spike events of the second unit, and the next 1 element of the 'waveforms_index' column corresponds to the 1 spike event of the third unit. If the 'waveforms_index' column has values [3, 6, 8, 10, 12, 13], then the first 3 elements of the 'waveforms' column contain the 3 spike waveforms that were recorded from 3 different electrodes for the first spike time of the first unit. See https://nwb-schema.readthedocs.io/en/stable/format_description.html#doubly-ragged-arrays for a graphical representation of this example. When there is only one electrode for each unit (i.e., each spike time is associated with a single waveform), then the 'waveforms_index' column will have values 1, 2, ..., N, where N is the number of spike events. The number of electrodes for each spike event should be the same within a given unit. The 'electrodes' column should be used to indicate which electrodes are associated with each unit, and the order of the waveforms within a given unit x spike event should be in the same order as the electrodes referenced in the 'electrodes' column of this table. The number of samples for each waveform must be the same.","name":"waveforms","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"doc":"Index into the waveforms dataset. One value for every spike event. See 'waveforms' for more detail.","name":"waveforms_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Index into the waveforms_index dataset. One value for every unit (row in the table). See 'waveforms' for more detail.","name":"waveforms_index_index","quantity":"?","neurodata_type_inc":"VectorIndex"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units"}]}~{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","required":false,"dtype":"text","default_value":"meters"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description defining what exactly 'straight-ahead' means.","name":"reference_frame","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries"},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]}l {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Applied power for optogenetic stimulus, in watts.","name":"data","attributes":[{"doc":"Unit of measurement for data, which is fixed to 'watts'.","name":"unit","dtype":"text","value":"watts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","name":"site","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries"},{"datasets":[{"dtype":"text","doc":"Description of stimulation site.","name":"description"},{"dtype":"float32","doc":"Excitation wavelength, in nm.","name":"excitation_lambda"},{"dtype":"text","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location"}],"links":[{"doc":"Device that generated the stimulus.","name":"device","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]} b*cb*cb*cSNOD(Hȯp8XذȜ؝b*cb*cb*cGCOL`l9{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","doc":"Recorded voltage data.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and 'channel_conversion' (if present).","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"},{"shape":[null],"dims":["num_channels"],"dtype":"float32","doc":"Channel-specific conversion factor. Multiply the data in the 'data' dataset by these values along the channel axis (as indicated by axis attribute) AND by the global conversion factor in the 'conversion' attribute of 'data' to get the data values in Volts, i.e, data in Volts = data * data.conversion * channel_conversion. This approach allows for both global and per-channel data conversion factors needed to support the storage of electrical recordings as native values generated by data acquisition systems. If this dataset is not present, then there is no channel-specific conversion factor, i.e. it is 1 for all channels.","name":"channel_conversion","quantity":"?","attributes":[{"doc":"The zero-indexed axis of the 'data' dataset that the channel-specific conversion factor corresponds to. This value is fixed to 1.","name":"axis","dtype":"int32","value":1}]}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"doc":"Filtering applied to all channels of the data. For example, if this ElectricalSeries represents high-pass-filtered data (also known as AP Band), then this value could be \"High-pass 4-pole Bessel filter at 500 Hz\". If this ElectricalSeries represents low-pass-filtered LFP data and the type of filter is unknown, then this value could be \"Low-pass filter at 300 Hz\". If a non-standard filter type is used, provide as much detail about the filter properties as possible.","name":"filtering","required":false,"dtype":"text"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","doc":"Spike waveforms.","name":"data","attributes":[{"doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","name":"timestamps","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries"},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of features (eg, ''PC1'') for each of the extracted features.","name":"description"},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","doc":"Multi-dimensional array of features extracted from each event.","name":"features"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of events that features correspond to (can be a link).","name":"times"},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values.","name":"detection_method"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data.","name":"source_idx"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Timestamps of events, in seconds.","name":"times","attributes":[{"doc":"Unit of measurement for event times, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"links":[{"doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","name":"source_electricalseries","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"datasets":[{"dtype":[{"doc":"x coordinate","name":"x","dtype":"float32"},{"doc":"y coordinate","name":"y","dtype":"float32"},{"doc":"z coordinate","name":"z","dtype":"float32"}],"doc":"stereotaxic or common framework coordinates","name":"position","quantity":"?"}],"links":[{"doc":"Link to the device that was used to record from this electrode group.","name":"device","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"doc":"Description of this electrode group.","name":"description","dtype":"text"},{"doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, etc. Use standard atlas names for anatomical regions when possible.","name":"location","dtype":"text"}]},{"datasets":[{"dtype":"text","doc":"Filtering applied to data before generating mean/sd","name":"waveform_filtering"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)","name":"waveform_mean"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"Stdev of waveforms for each cluster, using the same indices as in mean","name":"waveform_sd"}],"links":[{"doc":"Link to Clustering interface that was the source of the clustered data","name":"clustering_interface","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)","name":"description"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Cluster number of each event","name":"num"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric).","name":"peak_over_rms"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module.","name":"times"}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}@{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Recorded voltage or current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Gain of the recording, in units Volt/Amp (v-clamp) or Volt/Volt (c-clamp).","name":"gain","quantity":"?"}],"links":[{"doc":"Link to IntracellularElectrode object that describes the electrode that was used to apply or record this data.","name":"electrode","target_type":"IntracellularElectrode"}],"doc":"An abstract base class for patch-clamp data - stimulus or response, current or voltage.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"doc":"Protocol/stimulus name for this patch-clamp dataset.","name":"stimulus_description","dtype":"text"},{"doc":"Sweep number, allows to group different PatchClampSeries together.","name":"sweep_number","required":false,"dtype":"uint32"}]},{"datasets":[{"doc":"Recorded voltage.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Bias current, in amps.","name":"bias_current","quantity":"?"},{"dtype":"float32","doc":"Bridge balance, in ohms.","name":"bridge_balance","quantity":"?"},{"dtype":"float32","doc":"Capacitance compensation, in farads.","name":"capacitance_compensation","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries"},{"datasets":[{"dtype":"float32","doc":"Bias current, in amps, fixed to 0.0.","name":"bias_current"},{"dtype":"float32","doc":"Bridge balance, in ohms, fixed to 0.0.","name":"bridge_balance"},{"dtype":"float32","doc":"Capacitance compensation, in farads, fixed to 0.0.","name":"capacitance_compensation"}],"doc":"Voltage data from an intracellular recording when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"doc":"An IZeroClampSeries has no stimulus, so this attribute is automatically set to \"N/A\"","name":"stimulus_description","dtype":"text","value":"N/A"}]},{"datasets":[{"doc":"Stimulus current applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. 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Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Fast capacitance, in farads.","name":"capacitance_fast","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Slow capacitance, in farads.","name":"capacitance_slow","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Resistance compensation bandwidth, in hertz.","name":"resistance_comp_bandwidth","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_bandwidth, which is fixed to 'hertz'.","name":"unit","dtype":"text","value":"hertz"}]},{"dtype":"float32","doc":"Resistance compensation correction, in percent.","name":"resistance_comp_correction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_correction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Resistance compensation prediction, in percent.","name":"resistance_comp_prediction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_prediction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Whole cell capacitance compensation, in farads.","name":"whole_cell_capacitance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_capacitance_comp, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Whole cell series resistance compensation, in ohms.","name":"whole_cell_series_resistance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_series_resistance_comp, which is fixed to 'ohms'.","name":"unit","dtype":"text","value":"ohms"}]}],"doc":"Current data from an intracellular voltage-clamp recording. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampSeries"},{"datasets":[{"doc":"Stimulus voltage applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stimulus voltage applied during a voltage clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampStimulusSeries"},{"datasets":[{"dtype":"text","doc":"Description of electrode (e.g., whole-cell, sharp, etc.).","name":"description"},{"dtype":"text","doc":"Electrode specific filtering.","name":"filtering","quantity":"?"},{"dtype":"text","doc":"Initial access resistance.","name":"initial_access_resistance","quantity":"?"},{"dtype":"text","doc":"Location of the electrode. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","quantity":"?"},{"dtype":"text","doc":"Electrode resistance, in ohms.","name":"resistance","quantity":"?"},{"dtype":"text","doc":"Information about seal used for recording.","name":"seal","quantity":"?"},{"dtype":"text","doc":"Information about slice used for recording.","name":"slice","quantity":"?"}],"links":[{"doc":"Device that was used to record from this electrode.","name":"device","target_type":"Device"}],"doc":"An intracellular electrode and its metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"IntracellularElectrode"},{"datasets":[{"dtype":"uint32","doc":"Sweep number of the PatchClampSeries in that row.","name":"sweep_number","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"PatchClampSeries","reftype":"object"},"doc":"The PatchClampSeries with the sweep number in that row.","name":"series","neurodata_type_inc":"VectorData"},{"doc":"Index for series.","name":"series_index","neurodata_type_inc":"VectorIndex"}],"doc":"The table which groups different PatchClampSeries together.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SweepTable"}]}I2{"groups":[{"datasets":[{"shape":[[2],[3]],"dims":[["width|height"],["width|height|depth"]],"dtype":"float32","doc":"Width, height and depth of image, or imaged area, in meters.","name":"field_of_view","quantity":"?"}],"links":[{"doc":"Link to ImagingPlane object from which this TimeSeries data was generated.","name":"imaging_plane","target_type":"ImagingPlane"}],"doc":"Image stack recorded over time from 2-photon microscope.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"TwoPhotonSeries","attributes":[{"doc":"Photomultiplier gain.","name":"pmt_gain","required":false,"dtype":"float32"},{"doc":"Lines imaged per second. This is also stored in /general/optophysiology but is kept here as it is useful information for analysis, and so good to be stored w/ the actual data.","name":"scan_line_rate","required":false,"dtype":"float32"}]},{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_ROIs"]],"dtype":"numeric","doc":"Signals from ROIs.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"doc":"DynamicTableRegion referencing into an ROITable containing information on the ROIs stored in this timeseries.","name":"rois","neurodata_type_inc":"DynamicTableRegion"}],"doc":"ROI responses over an imaging plane. The first dimension represents time. The second dimension, if present, represents ROIs.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"RoiResponseSeries"},{"groups":[{"doc":"RoiResponseSeries object(s) containing dF/F for a ROI.","quantity":"+","neurodata_type_inc":"RoiResponseSeries"}],"doc":"dF/F information about a region of interest (ROI). Storage hierarchy of dF/F should be the same as for segmentation (i.e., same names for ROIs and for image planes).","default_name":"DfOverF","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"DfOverF"},{"groups":[{"doc":"RoiResponseSeries object(s) containing fluorescence data for a ROI.","quantity":"+","neurodata_type_inc":"RoiResponseSeries"}],"doc":"Fluorescence information about a region of interest (ROI). Storage hierarchy of fluorescence should be the same as for segmentation (ie, same names for ROIs and for image planes).","default_name":"Fluorescence","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Fluorescence"},{"groups":[{"doc":"Results from image segmentation of a specific imaging plane.","quantity":"+","neurodata_type_inc":"PlaneSegmentation"}],"doc":"Stores pixels in an image that represent different regions of interest (ROIs) or masks. All segmentation for a given imaging plane is stored together, with storage for multiple imaging planes (masks) supported. Each ROI is stored in its own subgroup, with the ROI group containing both a 2D mask and a list of pixels that make up this mask. Segments can also be used for masking neuropil. If segmentation is allowed to change with time, a new imaging plane (or module) is required and ROI names should remain consistent between them.","default_name":"ImageSegmentation","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ImageSegmentation"},{"groups":[{"groups":[{"doc":"One or more image stacks that the masks apply to (can be one-element stack).","quantity":"*","neurodata_type_inc":"ImageSeries"}],"doc":"Image stacks that the segmentation masks apply to.","name":"reference_images"}],"datasets":[{"shape":[[null,null,null],[null,null,null,null]],"dims":[["num_roi","num_x","num_y"],["num_roi","num_x","num_y","num_z"]],"doc":"ROI masks for each ROI. Each image mask is the size of the original imaging plane (or volume) and members of the ROI are finite non-zero.","name":"image_mask","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index into pixel_mask.","name":"pixel_mask_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":[{"doc":"Pixel x-coordinate.","name":"x","dtype":"uint32"},{"doc":"Pixel y-coordinate.","name":"y","dtype":"uint32"},{"doc":"Weight of the pixel.","name":"weight","dtype":"float32"}],"doc":"Pixel masks for each ROI: a list of indices and weights for the ROI. 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Voxel masks are concatenated and parsing of this dataset is maintained by the PlaneSegmentation","name":"voxel_mask","quantity":"?","neurodata_type_inc":"VectorData"}],"links":[{"doc":"Link to ImagingPlane object from which this data was generated.","name":"imaging_plane","target_type":"ImagingPlane"}],"doc":"Results from image segmentation of a specific imaging plane.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"PlaneSegmentation"},{"groups":[{"doc":"An optical channel used to record from an imaging plane.","quantity":"+","neurodata_type_inc":"OpticalChannel"}],"datasets":[{"dtype":"text","doc":"Description of the imaging plane.","name":"description","quantity":"?"},{"dtype":"float32","doc":"Excitation wavelength, in nm.","name":"excitation_lambda"},{"dtype":"float32","doc":"Rate that images are acquired, in Hz. If the corresponding TimeSeries is present, the rate should be stored there instead.","name":"imaging_rate","quantity":"?"},{"dtype":"text","doc":"Calcium indicator.","name":"indicator"},{"dtype":"text","doc":"Location of the imaging plane. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location"},{"shape":[[null,null,3],[null,null,null,3]],"dims":[["height","width","x, y, z"],["height","width","depth","x, y, z"]],"dtype":"float32","doc":"DEPRECATED Physical position of each pixel. 'xyz' represents the position of the pixel relative to the defined coordinate space. Deprecated in favor of origin_coords and grid_spacing.","name":"manifold","quantity":"?","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as pixels from x = -500 to 499, y = -500 to 499 that correspond to a 2 m x 2 m range, then the 'conversion' multiplier to get from raw data acquisition pixel units to meters is 2/1000.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Base unit of measurement for working with the data. The default value is 'meters'.","name":"unit","required":false,"dtype":"text","default_value":"meters"}]},{"shape":[[2],[3]],"dims":[["x, y"],["x, y, z"]],"dtype":"float32","doc":"Physical location of the first element of the imaging plane (0, 0) for 2-D data or (0, 0, 0) for 3-D data. See also reference_frame for what the physical location is relative to (e.g., bregma).","name":"origin_coords","quantity":"?","attributes":[{"doc":"Measurement units for origin_coords. The default value is 'meters'.","name":"unit","required":false,"dtype":"text","default_value":"meters"}]},{"shape":[[2],[3]],"dims":[["x, y"],["x, y, z"]],"dtype":"float32","doc":"Space between pixels in (x, y) or voxels in (x, y, z) directions, in the specified unit. Assumes imaging plane is a regular grid. See also reference_frame to interpret the grid.","name":"grid_spacing","quantity":"?","attributes":[{"doc":"Measurement units for grid_spacing. The default value is 'meters'.","name":"unit","required":false,"dtype":"text","default_value":"meters"}]},{"dtype":"text","doc":"Describes reference frame of origin_coords and grid_spacing. For example, this can be a text description of the anatomical location and orientation of the grid defined by origin_coords and grid_spacing or the vectors needed to transform or rotate the grid to a common anatomical axis (e.g., AP/DV/ML). This field is necessary to interpret origin_coords and grid_spacing. If origin_coords and grid_spacing are not present, then this field is not required. For example, if the microscope takes 10 x 10 x 2 images, where the first value of the data matrix (index (0, 0, 0)) corresponds to (-1.2, -0.6, -2) mm relative to bregma, the spacing between pixels is 0.2 mm in x, 0.2 mm in y and 0.5 mm in z, and larger numbers in x means more anterior, larger numbers in y means more rightward, and larger numbers in z means more ventral, then enter the following -- origin_coords = (-1.2, -0.6, -2) grid_spacing = (0.2, 0.2, 0.5) reference_frame = \"Origin coordinates are relative to bregma. First dimension corresponds to anterior-posterior axis (larger index = more anterior). Second dimension corresponds to medial-lateral axis (larger index = more rightward). Third dimension corresponds to dorsal-ventral axis (larger index = more ventral).\"","name":"reference_frame","quantity":"?"}],"links":[{"doc":"Link to the Device object that was used to record from this electrode.","name":"device","target_type":"Device"}],"doc":"An imaging plane and its metadata.","quantity":"*","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ImagingPlane"},{"datasets":[{"dtype":"text","doc":"Description or other notes about the channel.","name":"description"},{"dtype":"float32","doc":"Emission wavelength for channel, in nm.","name":"emission_lambda"}],"doc":"An optical channel used to record from an imaging plane.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OpticalChannel"},{"groups":[{"doc":"Reuslts from motion correction of an image stack.","quantity":"+","neurodata_type_inc":"CorrectedImageStack"}],"doc":"An image stack where all frames are shifted (registered) to a common coordinate system, to account for movement and drift between frames. Note: each frame at each point in time is assumed to be 2-D (has only x & y dimensions).","default_name":"MotionCorrection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"MotionCorrection"},{"groups":[{"doc":"Image stack with frames shifted to the common coordinates.","name":"corrected","neurodata_type_inc":"ImageSeries"},{"doc":"Stores the x,y delta necessary to align each frame to the common coordinates, for example, to align each frame to a reference image.","name":"xy_translation","neurodata_type_inc":"TimeSeries"}],"links":[{"doc":"Link to ImageSeries object that is being registered.","name":"original","target_type":"ImageSeries"}],"doc":"Reuslts from motion correction of an image stack.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CorrectedImageStack"}]}x{"groups":[{"datasets":[{"shape":[null,null],"dims":["num_rows","num_cols"],"dtype":"float32","doc":"Phase response to stimulus on the first measured axis.","name":"axis_1_phase_map","attributes":[{"doc":"Number of rows and columns in the image. NOTE: row, column representation is equivalent to height, width.","name":"dimension","dtype":"int32","shape":[2],"dims":["num_rows, num_cols"]},{"doc":"Size of viewing area, in meters.","name":"field_of_view","dtype":"float32","shape":[2],"dims":["height, width"]},{"doc":"Unit that axis data is stored in (e.g., degrees).","name":"unit","dtype":"text"}]},{"shape":[null,null],"dims":["num_rows","num_cols"],"dtype":"float32","doc":"Power response on the first measured axis. Response is scaled so 0.0 is no power in the response and 1.0 is maximum relative power.","name":"axis_1_power_map","quantity":"?","attributes":[{"doc":"Number of rows and columns in the image. NOTE: row, column representation is equivalent to height, width.","name":"dimension","dtype":"int32","shape":[2],"dims":["num_rows, num_cols"]},{"doc":"Size of viewing area, in meters.","name":"field_of_view","dtype":"float32","shape":[2],"dims":["height, width"]},{"doc":"Unit that axis data is stored in (e.g., degrees).","name":"unit","dtype":"text"}]},{"shape":[null,null],"dims":["num_rows","num_cols"],"dtype":"float32","doc":"Phase response to stimulus on the second measured axis.","name":"axis_2_phase_map","attributes":[{"doc":"Number of rows and columns in the image. 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An order must be specified if the images are referenced by index, e.g., from an IndexSeries.","default_name":"Images","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Images","attributes":[{"doc":"Description of this collection of images.","name":"description","dtype":"text"}]}]}`'p'''''GCOL>/{"datasets":[{"shape":[null,null],"dims":["x","y"],"dtype":"numeric","doc":"A grayscale image.","neurodata_type_inc":"Image","neurodata_type_def":"GrayscaleImage"},{"shape":[null,null,3],"dims":["x","y","r, g, b"],"dtype":"numeric","doc":"A color image.","neurodata_type_inc":"Image","neurodata_type_def":"RGBImage"},{"shape":[null,null,4],"dims":["x","y","r, g, b, a"],"dtype":"numeric","doc":"A color image with transparency.","neurodata_type_inc":"Image","neurodata_type_def":"RGBAImage"}],"groups":[{"datasets":[{"shape":[[null,null,null],[null,null,null,null]],"dims":[["frame","x","y"],["frame","x","y","z"]],"dtype":"numeric","doc":"Binary data representing images across frames. If data are stored in an external file, this should be an empty 3D array.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["rank"],"dtype":"int32","doc":"Number of pixels on x, y, (and z) axes.","name":"dimension","quantity":"?"},{"shape":[null],"dims":["num_files"],"dtype":"text","doc":"Paths to one or more external file(s). The field is only present if format='external'. This is only relevant if the image series is stored in the file system as one or more image file(s). This field should NOT be used if the image is stored in another NWB file and that file is linked to this file.","name":"external_file","quantity":"?","attributes":[{"doc":"Each external image may contain one or more consecutive frames of the full ImageSeries. This attribute serves as an index to indicate which frames each file contains, to faciliate random access. The 'starting_frame' attribute, hence, contains a list of frame numbers within the full ImageSeries of the first frame of each file listed in the parent 'external_file' dataset. Zero-based indexing is used (hence, the first element will always be zero). For example, if the 'external_file' dataset has three paths to files and the first file has 5 frames, the second file has 10 frames, and the third file has 20 frames, then this attribute will have values [0, 5, 15]. If there is a single external file that holds all of the frames of the ImageSeries (and so there is a single element in the 'external_file' dataset), then this attribute should have value [0].","name":"starting_frame","dtype":"int32","shape":[null],"dims":["num_files"]}]},{"dtype":"text","doc":"Format of image. If this is 'external', then the attribute 'external_file' contains the path information to the image files. If this is 'raw', then the raw (single-channel) binary data is stored in the 'data' dataset. If this attribute is not present, then the default format='raw' case is assumed.","name":"format","quantity":"?","default_value":"raw"}],"links":[{"doc":"Link to the Device object that was used to capture these images.","name":"device","target_type":"Device","quantity":"?"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the file in a raw format while other times it will be stored as a series of external image files in the host file system. The data field will either be binary data, if the data is stored in the NWB file, or empty, if the data is stored in an external image stack. [frame][x][y] or [frame][x][y][z].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries"},{"links":[{"doc":"Link to ImageSeries object that this image mask is applied to.","name":"masked_imageseries","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The 'data' array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries"},{"datasets":[{"dtype":"float32","doc":"Distance from camera/monitor to target/eye.","name":"distance","quantity":"?"},{"shape":[[2],[3]],"dims":[["width, height"],["width, height, depth"]],"dtype":"float32","doc":"Width, height and depth of image, or imaged area, in meters.","name":"field_of_view","quantity":"?"},{"shape":[[null,null,null],[null,null,null,3]],"dims":[["frame","x","y"],["frame","x","y","r, g, b"]],"dtype":"numeric","doc":"Images presented to subject, either grayscale or RGB","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference.","name":"orientation","quantity":"?"}],"doc":"Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"uint32","doc":"Index of the image (using zero-indexing) in the linked Images object.","name":"data","attributes":[{"doc":"This field is unused by IndexSeries.","name":"conversion","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries.","name":"resolution","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries.","name":"offset","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries and has the value N/A.","name":"unit","dtype":"text","value":"N/A"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to ImageSeries object containing images that are indexed. Use of this link is discouraged and will be deprecated. Link to an Images type instead.","name":"indexed_timeseries","target_type":"ImageSeries","quantity":"?"},{"doc":"Link to Images object containing an ordered set of images that are indexed. The Images object must contain a 'ordered_images' dataset specifying the order of the images in the Images type.","name":"indexed_images","target_type":"Images","quantity":"?"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the IndexSeries is to allow a static image stack to be stored in an Images object, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced Images object, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries"}]}J{"datasets":[{"doc":"Any one-off datasets","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"doc":"Any notes the user has about the dataset being stored","name":"notes","dtype":"text"}]}],"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tabular data that is relevent to acquisition","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis.","name":"acquisition"},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Tabular data that is relevent to data stored in analysis","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs.","name":"analysis"},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Any one-off tables","quantity":"*","neurodata_type_inc":"DynamicTable"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"ScratchData"}],"doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","name":"scratch","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis.","name":"processing"},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"Stimuli presented during the experiment.","name":"presentation"},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"},{"doc":"Images objects containing images of presented stimuli.","quantity":"*","neurodata_type_inc":"Images"}],"doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame.","name":"templates"}],"doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file.","name":"stimulus"},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"LabMetaData"},{"groups":[{"doc":"Data acquisition devices.","quantity":"*","neurodata_type_inc":"Device"}],"doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","name":"devices","quantity":"?"},{"doc":"Information about the animal or person from which the data was measured.","name":"subject","quantity":"?","neurodata_type_inc":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float32","doc":"x coordinate of the channel location in the brain (+x is posterior).","name":"x","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate of the channel location in the brain (+y is inferior).","name":"y","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate of the channel location in the brain (+z is right).","name":"z","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Impedance of the channel, in ohms.","name":"imp","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Description of hardware filtering, including the filter name and frequency cutoffs.","name":"filtering","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Reference to the ElectrodeGroup this electrode is a part of.","name":"group","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Name of the ElectrodeGroup this electrode is a part of.","name":"group_name","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"x coordinate in electrode group","name":"rel_x","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate in electrode group","name":"rel_y","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate in electrode group","name":"rel_z","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Description of the reference electrode and/or reference scheme used for this electrode, e.g., \"stainless steel skull screw\" or \"online common average referencing\".","name":"reference","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"A table of all electrodes (i.e. channels) used for recording.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTable"}],"doc":"Metadata related to extracellular electrophysiology.","name":"extracellular_ephys","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"doc":"[DEPRECATED] Table used to group different PatchClampSeries. SweepTable is being replaced by IntracellularRecordingsTable and SimultaneousRecordingsTable tabels. Additional SequentialRecordingsTable, RepetitionsTable and ExperimentalConditions tables provide enhanced support for experiment metadata.","name":"sweep_table","quantity":"?","neurodata_type_inc":"SweepTable"},{"doc":"A table to group together a stimulus and response from a single electrode and a single simultaneous recording. Each row in the table represents a single recording consisting typically of a stimulus and a corresponding response. In some cases, however, only a stimulus or a response are recorded as as part of an experiment. In this case both, the stimulus and response will point to the same TimeSeries while the idx_start and count of the invalid column will be set to -1, thus, indicating that no values have been recorded for the stimulus or response, respectively. Note, a recording MUST contain at least a stimulus or a response. Typically the stimulus and response are PatchClampSeries. However, the use of AD/DA channels that are not associated to an electrode is also common in intracellular electrophysiology, in which case other TimeSeries may be used.","name":"intracellular_recordings","quantity":"?","neurodata_type_inc":"IntracellularRecordingsTable"},{"doc":"A table for grouping different intracellular recordings from the IntracellularRecordingsTable table together that were recorded simultaneously from different electrodes","name":"simultaneous_recordings","quantity":"?","neurodata_type_inc":"SimultaneousRecordingsTable"},{"doc":"A table for grouping different sequential recordings from the SimultaneousRecordingsTable table together. This is typically used to group together sequential recordings where the a sequence of stimuli of the same type with varying parameters have been presented in a sequence.","name":"sequential_recordings","quantity":"?","neurodata_type_inc":"SequentialRecordingsTable"},{"doc":"A table for grouping different sequential intracellular recordings together. With each SequentialRecording typically representing a particular type of stimulus, the RepetitionsTable table is typically used to group sets of stimuli applied in sequence.","name":"repetitions","quantity":"?","neurodata_type_inc":"RepetitionsTable"},{"doc":"A table for grouping different intracellular recording repetitions together that belong to the same experimental experimental_conditions.","name":"experimental_conditions","quantity":"?","neurodata_type_inc":"ExperimentalConditionsTable"}],"datasets":[{"dtype":"text","doc":"[DEPRECATED] Use IntracellularElectrode.filtering instead. Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","name":"filtering","quantity":"?"}],"doc":"Metadata related to intracellular electrophysiology.","name":"intracellular_ephys","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"doc":"Metadata describing optogenetic stimuluation.","name":"optogenetics","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"doc":"Metadata related to optophysiology.","name":"optophysiology","quantity":"?"}],"datasets":[{"dtype":"text","doc":"Notes about data collection and analysis.","name":"data_collection","quantity":"?"},{"dtype":"text","doc":"General description of the experiment.","name":"experiment_description","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","name":"experimenter","quantity":"?"},{"dtype":"text","doc":"Institution(s) where experiment was performed.","name":"institution","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","doc":"Terms to search over.","name":"keywords","quantity":"?"},{"dtype":"text","doc":"Laboratory where experiment was performed.","name":"lab","quantity":"?"},{"dtype":"text","doc":"Notes about the experiment.","name":"notes","quantity":"?"},{"dtype":"text","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","name":"pharmacology","quantity":"?"},{"dtype":"text","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","name":"protocol","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","doc":"Publication information. PMID, DOI, URL, etc.","name":"related_publications","quantity":"?"},{"dtype":"text","doc":"Lab-specific ID for the session.","name":"session_id","quantity":"?"},{"dtype":"text","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","name":"slices","quantity":"?"},{"dtype":"text","doc":"Script file or link to public source code used to create this NWB file.","name":"source_script","quantity":"?","attributes":[{"doc":"Name of script file.","name":"file_name","dtype":"text"}]},{"dtype":"text","doc":"Notes about stimuli, such as how and where they were presented.","name":"stimulus","quantity":"?"},{"dtype":"text","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","name":"surgery","quantity":"?"},{"dtype":"text","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","name":"virus","quantity":"?"}],"doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them.","name":"general"},{"groups":[{"doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","name":"epochs","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Repeated experimental events that have a logical grouping.","name":"trials","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Time intervals that should be removed from analysis.","name":"invalid_times","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","name":"intervals","quantity":"?"},{"doc":"Data about sorted spike units.","name":"units","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array.","name":"file_create_date"},{"dtype":"text","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files.","name":"identifier"},{"dtype":"text","doc":"A description of the experimental session and data in the file.","name":"session_description"},{"dtype":"isodatetime","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds.","name":"session_start_time"},{"dtype":"isodatetime","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero).","name":"timestamps_reference_time"}],"doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","name":"root","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","name":"nwb_version","dtype":"text","value":"2.5.0"}]},{"doc":"Lab-specific meta-data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"datasets":[{"dtype":"text","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","name":"age","quantity":"?"},{"dtype":"isodatetime","doc":"Date of birth of subject. Can be supplied instead of 'age'.","name":"date_of_birth","quantity":"?"},{"dtype":"text","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","name":"description","quantity":"?"},{"dtype":"text","doc":"Genetic strain. If absent, assume Wild Type (WT).","name":"genotype","quantity":"?"},{"dtype":"text","doc":"Gender of subject.","name":"sex","quantity":"?"},{"dtype":"text","doc":"Species of subject.","name":"species","quantity":"?"},{"dtype":"text","doc":"Strain of subject.","name":"strain","quantity":"?"},{"dtype":"text","doc":"ID of animal/person used/participating in experiment (lab convention).","name":"subject_id","quantity":"?"},{"dtype":"text","doc":"Weight at time of experiment, at time of surgery and at other important times.","name":"weight","quantity":"?"}],"doc":"Information about the animal or person from which the data was measured.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"}]}~H{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","doc":"Values of each feature at each time.","name":"data","attributes":[{"doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","name":"unit","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Units of each feature.","name":"feature_units","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of the features represented in TimeSeries::data.","name":"features"}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","doc":"Annotations made during an experiment.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","doc":"Use values >0 if interval started, <0 if interval ended.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries"},{"groups":[{"datasets":[{"dtype":"text","doc":"Name of the band, e.g. theta.","name":"band_name","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float32","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","name":"band_limits","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The mean Gaussian filters, in Hz.","name":"band_mean","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The standard deviation of Gaussian filters, in Hz.","name":"band_stdev","neurodata_type_inc":"VectorData"}],"doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","name":"bands","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","doc":"Data decomposed into frequency bands.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","required":false,"dtype":"text","default_value":"no unit"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"The metric used, e.g. phase, amplitude, power.","name":"metric"},{"doc":"DynamicTableRegion pointer to the channels that this decomposition series was generated from.","name":"source_channels","quantity":"?","neurodata_type_inc":"DynamicTableRegion"}],"links":[{"doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","name":"source_timeseries","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries"},{"datasets":[{"doc":"Index into the spike_times dataset.","name":"spike_times_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"float64","doc":"Spike times for each unit.","name":"spike_times","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"The smallest possible difference between two spike times. Usually 1 divided by the acquisition sampling rate from which spike times were extracted, but could be larger if the acquisition time series was downsampled or smaller if the acquisition time series was smoothed/interpolated and it is possible for the spike time to be between samples.","name":"resolution","required":false,"dtype":"float64"}]},{"doc":"Index into the obs_intervals dataset.","name":"obs_intervals_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"float64","doc":"Observation intervals for each unit.","name":"obs_intervals","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index into electrodes.","name":"electrodes_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Electrode group that each spike unit came from.","name":"electrode_group","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform mean for each spike unit.","name":"waveform_mean","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform standard deviation for each spike unit.","name":"waveform_sd","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[null,null],"dims":["num_waveforms","num_samples"],"dtype":"numeric","doc":"Individual waveforms for each spike on each electrode. This is a doubly indexed column. The 'waveforms_index' column indexes which waveforms in this column belong to the same spike event for a given unit, where each waveform was recorded from a different electrode. The 'waveforms_index_index' column indexes the 'waveforms_index' column to indicate which spike events belong to a given unit. For example, if the 'waveforms_index_index' column has values [2, 5, 6], then the first 2 elements of the 'waveforms_index' column correspond to the 2 spike events of the first unit, the next 3 elements of the 'waveforms_index' column correspond to the 3 spike events of the second unit, and the next 1 element of the 'waveforms_index' column corresponds to the 1 spike event of the third unit. If the 'waveforms_index' column has values [3, 6, 8, 10, 12, 13], then the first 3 elements of the 'waveforms' column contain the 3 spike waveforms that were recorded from 3 different electrodes for the first spike time of the first unit. See https://nwb-schema.readthedocs.io/en/stable/format_description.html#doubly-ragged-arrays for a graphical representation of this example. When there is only one electrode for each unit (i.e., each spike time is associated with a single waveform), then the 'waveforms_index' column will have values 1, 2, ..., N, where N is the number of spike events. The number of electrodes for each spike event should be the same within a given unit. The 'electrodes' column should be used to indicate which electrodes are associated with each unit, and the order of the waveforms within a given unit x spike event should be in the same order as the electrodes referenced in the 'electrodes' column of this table. The number of samples for each waveform must be the same.","name":"waveforms","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"doc":"Index into the waveforms dataset. One value for every spike event. See 'waveforms' for more detail.","name":"waveforms_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Index into the waveforms_index dataset. One value for every unit (row in the table). See 'waveforms' for more detail.","name":"waveforms_index_index","quantity":"?","neurodata_type_inc":"VectorIndex"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units"}]}f{"groups":[{"datasets":[{"shape":[[null],[null,1],[null,2],[null,3]],"dims":[["num_times"],["num_times","x"],["num_times","x,y"],["num_times","x,y,z"]],"dtype":"numeric","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","required":false,"dtype":"text","default_value":"meters"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description defining what exactly 'straight-ahead' means.","name":"reference_frame","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries"},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]} {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Applied power for optogenetic stimulus, in watts.","name":"data","attributes":[{"doc":"Unit of measurement for data, which is fixed to 'watts'.","name":"unit","dtype":"text","value":"watts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","name":"site","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries"},{"datasets":[{"dtype":"text","doc":"Description of stimulation site.","name":"description"},{"dtype":"float32","doc":"Excitation wavelength, in nm.","name":"excitation_lambda"},{"dtype":"text","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location"}],"links":[{"doc":"Device that generated the stimulus.","name":"device","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]}( ''SNOD(H08Xк'nwb.basenwb.devicenwb.epochnwb.imagenwb.filenwb.miscnwb.behaviornwb.ecephysnwb.icephysnwb.ogennwb.ophysnwb.retinotopynamespace'(GCOL<{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","doc":"Recorded voltage data.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion', followed by 'channel_conversion' (if present), and then add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"},{"shape":[null],"dims":["num_channels"],"dtype":"float32","doc":"Channel-specific conversion factor. Multiply the data in the 'data' dataset by these values along the channel axis (as indicated by axis attribute) AND by the global conversion factor in the 'conversion' attribute of 'data' to get the data values in Volts, i.e, data in Volts = data * data.conversion * channel_conversion. This approach allows for both global and per-channel data conversion factors needed to support the storage of electrical recordings as native values generated by data acquisition systems. If this dataset is not present, then there is no channel-specific conversion factor, i.e. it is 1 for all channels.","name":"channel_conversion","quantity":"?","attributes":[{"doc":"The zero-indexed axis of the 'data' dataset that the channel-specific conversion factor corresponds to. This value is fixed to 1.","name":"axis","dtype":"int32","value":1}]}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"doc":"Filtering applied to all channels of the data. For example, if this ElectricalSeries represents high-pass-filtered data (also known as AP Band), then this value could be \"High-pass 4-pole Bessel filter at 500 Hz\". If this ElectricalSeries represents low-pass-filtered LFP data and the type of filter is unknown, then this value could be \"Low-pass filter at 300 Hz\". If a non-standard filter type is used, provide as much detail about the filter properties as possible.","name":"filtering","required":false,"dtype":"text"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","doc":"Spike waveforms.","name":"data","attributes":[{"doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","name":"timestamps","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries"},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of features (eg, ''PC1'') for each of the extracted features.","name":"description"},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","doc":"Multi-dimensional array of features extracted from each event.","name":"features"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of events that features correspond to (can be a link).","name":"times"},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values.","name":"detection_method"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data.","name":"source_idx"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Timestamps of events, in seconds.","name":"times","attributes":[{"doc":"Unit of measurement for event times, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"links":[{"doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","name":"source_electricalseries","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"datasets":[{"dtype":[{"doc":"x coordinate","name":"x","dtype":"float32"},{"doc":"y coordinate","name":"y","dtype":"float32"},{"doc":"z coordinate","name":"z","dtype":"float32"}],"doc":"stereotaxic or common framework coordinates","name":"position","quantity":"?"}],"links":[{"doc":"Link to the device that was used to record from this electrode group.","name":"device","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"doc":"Description of this electrode group.","name":"description","dtype":"text"},{"doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, etc. Use standard atlas names for anatomical regions when possible.","name":"location","dtype":"text"}]},{"datasets":[{"dtype":"text","doc":"Filtering applied to data before generating mean/sd","name":"waveform_filtering"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)","name":"waveform_mean"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"Stdev of waveforms for each cluster, using the same indices as in mean","name":"waveform_sd"}],"links":[{"doc":"Link to Clustering interface that was the source of the clustered data","name":"clustering_interface","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)","name":"description"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Cluster number of each event","name":"num"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric).","name":"peak_over_rms"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module.","name":"times"}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}f{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Recorded voltage or current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Gain of the recording, in units Volt/Amp (v-clamp) or Volt/Volt (c-clamp).","name":"gain","quantity":"?"}],"links":[{"doc":"Link to IntracellularElectrode object that describes the electrode that was used to apply or record this data.","name":"electrode","target_type":"IntracellularElectrode"}],"doc":"An abstract base class for patch-clamp data - stimulus or response, current or voltage.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"doc":"Protocol/stimulus name for this patch-clamp dataset.","name":"stimulus_description","dtype":"text"},{"doc":"Sweep number, allows to group different PatchClampSeries together.","name":"sweep_number","required":false,"dtype":"uint32"}]},{"datasets":[{"doc":"Recorded voltage.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Bias current, in amps.","name":"bias_current","quantity":"?"},{"dtype":"float32","doc":"Bridge balance, in ohms.","name":"bridge_balance","quantity":"?"},{"dtype":"float32","doc":"Capacitance compensation, in farads.","name":"capacitance_compensation","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries"},{"datasets":[{"dtype":"float32","doc":"Bias current, in amps, fixed to 0.0.","name":"bias_current"},{"dtype":"float32","doc":"Bridge balance, in ohms, fixed to 0.0.","name":"bridge_balance"},{"dtype":"float32","doc":"Capacitance compensation, in farads, fixed to 0.0.","name":"capacitance_compensation"}],"doc":"Voltage data from an intracellular recording when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"doc":"An IZeroClampSeries has no stimulus, so this attribute is automatically set to \"N/A\"","name":"stimulus_description","dtype":"text","value":"N/A"}]},{"datasets":[{"doc":"Stimulus current applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stimulus current applied during current clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampStimulusSeries"},{"datasets":[{"doc":"Recorded current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Fast capacitance, in farads.","name":"capacitance_fast","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Slow capacitance, in farads.","name":"capacitance_slow","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Resistance compensation bandwidth, in hertz.","name":"resistance_comp_bandwidth","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_bandwidth, which is fixed to 'hertz'.","name":"unit","dtype":"text","value":"hertz"}]},{"dtype":"float32","doc":"Resistance compensation correction, in percent.","name":"resistance_comp_correction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_correction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Resistance compensation prediction, in percent.","name":"resistance_comp_prediction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_prediction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Whole cell capacitance compensation, in farads.","name":"whole_cell_capacitance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_capacitance_comp, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Whole cell series resistance compensation, in ohms.","name":"whole_cell_series_resistance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_series_resistance_comp, which is fixed to 'ohms'.","name":"unit","dtype":"text","value":"ohms"}]}],"doc":"Current data from an intracellular voltage-clamp recording. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampSeries"},{"datasets":[{"doc":"Stimulus voltage applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stimulus voltage applied during a voltage clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampStimulusSeries"},{"datasets":[{"dtype":"text","doc":"unique ID of the cell","name":"cell_id","quantity":"?"},{"dtype":"text","doc":"Description of electrode (e.g., whole-cell, sharp, etc.).","name":"description"},{"dtype":"text","doc":"Electrode specific filtering.","name":"filtering","quantity":"?"},{"dtype":"text","doc":"Initial access resistance.","name":"initial_access_resistance","quantity":"?"},{"dtype":"text","doc":"Location of the electrode. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","quantity":"?"},{"dtype":"text","doc":"Electrode resistance, in ohms.","name":"resistance","quantity":"?"},{"dtype":"text","doc":"Information about seal used for recording.","name":"seal","quantity":"?"},{"dtype":"text","doc":"Information about slice used for recording.","name":"slice","quantity":"?"}],"links":[{"doc":"Device that was used to record from this electrode.","name":"device","target_type":"Device"}],"doc":"An intracellular electrode and its metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"IntracellularElectrode"},{"datasets":[{"dtype":"uint32","doc":"Sweep number of the PatchClampSeries in that row.","name":"sweep_number","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"PatchClampSeries","reftype":"object"},"doc":"The PatchClampSeries with the sweep number in that row.","name":"series","neurodata_type_inc":"VectorData"},{"doc":"Index for series.","name":"series_index","neurodata_type_inc":"VectorIndex"}],"doc":"[DEPRECATED] Table used to group different PatchClampSeries. SweepTable is being replaced by IntracellularRecordingsTable and SimultaneousRecordingsTable tables. 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Data are stored in the standard CSR format, where column indices for row i are stored in indices[indptr[i]:indptr[i+1]] and their corresponding values are stored in data[indptr[i]:indptr[i+1]].","data_type_inc":"Container","data_type_def":"CSRMatrix","attributes":[{"doc":"The shape (number of rows, number of columns) of this sparse matrix.","name":"shape","dtype":"uint","shape":[2],"dims":["number of rows, number of columns"]}]}]}Z{"namespaces":[{"doc":"Common data structures provided by HDMF","schema":[{"source":"base"},{"source":"table"},{"source":"sparse"}],"name":"hdmf-common","full_name":"HDMF Common","version":"1.5.1","author":["Andrew Tritt","Oliver Ruebel","Ryan Ly","Ben Dichter"],"contact":["ajtritt@lbl.gov","oruebel@lbl.gov","rly@lbl.gov","bdichter@lbl.gov"]}]}{"datasets":[{"dtype":"uint8","doc":"Data that come from a fixed set of values. 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The name of the VectorIndex is expected to be the name of the target VectorData object followed by \"_index\".","data_type_inc":"VectorData","data_type_def":"VectorIndex","attributes":[{"doc":"Reference to the target dataset that this index applies to.","name":"target","dtype":{"target_type":"VectorData","reftype":"object"}}]},{"shape":[null],"dims":["num_elements"],"dtype":"int","doc":"A list of unique identifiers for values within a dataset, e.g. rows of a DynamicTable.","default_name":"element_id","data_type_inc":"Data","data_type_def":"ElementIdentifiers"},{"shape":[null],"dims":["num_rows"],"dtype":"int","doc":"DynamicTableRegion provides a link from one table to an index or region of another. The `table` attribute is a link to another `DynamicTable`, indicating which table is referenced, and the data is int(s) indicating the row(s) (0-indexed) of the target array. `DynamicTableRegion`s can be used to associate rows with repeated meta-data without data duplication. They can also be used to create hierarchical relationships between multiple `DynamicTable`s. `DynamicTableRegion` objects may be paired with a `VectorIndex` object to create ragged references, so a single cell of a `DynamicTable` can reference many rows of another `DynamicTable`.","data_type_inc":"VectorData","data_type_def":"DynamicTableRegion","attributes":[{"doc":"Reference to the DynamicTable object that this region applies to.","name":"table","dtype":{"target_type":"DynamicTable","reftype":"object"}},{"doc":"Description of what this table region points to.","name":"description","dtype":"text"}]}],"groups":[{"datasets":[{"shape":[null],"dims":["num_rows"],"dtype":"int","doc":"Array of unique identifiers for the rows of this dynamic table.","name":"id","data_type_inc":"ElementIdentifiers"},{"doc":"Vector columns, including index columns, of this dynamic table.","quantity":"*","data_type_inc":"VectorData"}],"doc":"A group containing multiple datasets that are aligned on the first dimension (Currently, this requirement if left up to APIs to check and enforce). These datasets represent different columns in the table. Apart from a column that contains unique identifiers for each row, there are no other required datasets. Users are free to add any number of custom VectorData objects (columns) here. DynamicTable also supports ragged array columns, where each element can be of a different size. To add a ragged array column, use a VectorIndex type to index the corresponding VectorData type. See documentation for VectorData and VectorIndex for more details. Unlike a compound data type, which is analogous to storing an array-of-structs, a DynamicTable can be thought of as a struct-of-arrays. This provides an alternative structure to choose from when optimizing storage for anticipated access patterns. Additionally, this type provides a way of creating a table without having to define a compound type up front. Although this convenience may be attractive, users should think carefully about how data will be accessed. DynamicTable is more appropriate for column-centric access, whereas a dataset with a compound type would be more appropriate for row-centric access. Finally, data size should also be taken into account. For small tables, performance loss may be an acceptable trade-off for the flexibility of a DynamicTable.","data_type_inc":"Container","data_type_def":"DynamicTable","attributes":[{"doc":"The names of the columns in this table. This should be used to specify an order to the columns.","name":"colnames","dtype":"text","shape":[null],"dims":["num_columns"]},{"doc":"Description of what is in this dynamic table.","name":"description","dtype":"text"}]},{"groups":[{"doc":"A DynamicTable representing a particular category for columns in the AlignedDynamicTable parent container. The table MUST be aligned with (i.e., have the same number of rows) as all other DynamicTables stored in the AlignedDynamicTable parent container. The name of the category is given by the name of the DynamicTable and its description by the description attribute of the DynamicTable.","quantity":"*","data_type_inc":"DynamicTable"}],"doc":"DynamicTable container that supports storing a collection of sub-tables. Each sub-table is a DynamicTable itself that is aligned with the main table by row index. I.e., all DynamicTables stored in this group MUST have the same number of rows. This type effectively defines a 2-level table in which the main data is stored in the main table implemented by this type and additional columns of the table are grouped into categories, with each category being represented by a separate DynamicTable stored within the group.","data_type_inc":"DynamicTable","data_type_def":"AlignedDynamicTable","attributes":[{"doc":"The names of the categories in this AlignedDynamicTable. Each category is represented by one DynamicTable stored in the parent group. This attribute should be used to specify an order of categories and the category names must match the names of the corresponding DynamicTable in the group.","name":"categories","dtype":"text","shape":[null],"dims":["num_categories"]}]}]}''oqTREE0uHEAPXr0.2.0HrtTREEwHEAPX8texperimentalresourcesnamespace SNODprrt 'SNODxv(x0'GCOL {"groups":[{"datasets":[{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The user term that maps to one or more resources in the 'resources' table.","name":"key","dtype":"text"}],"doc":"A table for storing user terms that are used to refer to external resources.","name":"keys","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The index to the key in the 'keys' table.","name":"keys_idx","dtype":"uint"},{"doc":"The index into the 'resources' table","name":"resources_idx","dtype":"uint"},{"doc":"The unique identifier entity.","name":"entity_id","dtype":"text"},{"doc":"The URI for the entity this reference applies to. This can be an empty string.","name":"entity_uri","dtype":"text"}],"doc":"A table for mapping user terms (i.e., keys) to resource entities.","name":"entities","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The name of the resource.","name":"resource","dtype":"text"},{"doc":"The URI for the resource. This can be an empty string.","name":"resource_uri","dtype":"text"}],"doc":"A table for mapping user terms (i.e., keys) to resource entities.","name":"resources","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The UUID for the object.","name":"object_id","dtype":"text"},{"doc":"The relative path from the container with the object_id to the dataset or attribute with the value(s) that is associated with an external resource. This can be an empty string if the container is a dataset which contains the value(s) that is associated with an external resource.","name":"relative_path","dtype":"text"},{"doc":"The field of the compound data type using an external resource. This is used only if the dataset or attribute is a compound data type; otherwise this should be an empty string.","name":"field","dtype":"text"}],"doc":"A table for identifying which objects in a file contain references to external resources.","name":"objects","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The index to the 'objects' table for the object that holds the key.","name":"objects_idx","dtype":"uint"},{"doc":"The index to the 'keys' table for the key.","name":"keys_idx","dtype":"uint"}],"doc":"A table for identifying which objects use which keys.","name":"object_keys","data_type_inc":"Data"}],"doc":"A set of four tables for tracking external resource references in a file. NOTE: this data type is in beta testing and is subject to change in a later version.","data_type_inc":"Container","data_type_def":"ExternalResources"}]}{"namespaces":[{"doc":"Experimental data structures provided by HDMF. These are not guaranteed to be available in the future.","schema":[{"namespace":"hdmf-common"},{"source":"experimental"},{"source":"resources"}],"name":"hdmf-experimental","full_name":"HDMF Experimental","version":"0.2.0","author":["Andrew Tritt","Oliver Ruebel","Ryan Ly","Ben Dichter","Matthew Avaylon"],"contact":["ajtritt@lbl.gov","oruebel@lbl.gov","rly@lbl.gov","bdichter@lbl.gov","mavaylon@lbl.gov"]}]}{"groups":[{"doc":"Metadata about a data acquisition device, e.g., recording system, electrode, microscope.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Device","attributes":[{"doc":"Description of the device (e.g., model, firmware version, processing software version, etc.) as free-form text.","name":"description","required":false,"dtype":"text"},{"doc":"The name of the manufacturer of the device.","name":"manufacturer","required":false,"dtype":"text"}]}]}@'8TREEpHEAPXX2.5.0H؍TREEȒx@HEAP`SNOD؍P'SNODhx GCOL"Y"{"datasets":[{"doc":"An abstract data type for a dataset.","neurodata_type_inc":"Data","neurodata_type_def":"NWBData"},{"dtype":[{"doc":"Start index into the TimeSeries 'data' and 'timestamp' datasets of the referenced TimeSeries. 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Shape can be 2-D (x, y), or 3-D where the third dimension can have three or four elements, e.g. (x, y, (r, g, b)) or (x, y, (r, g, b, a)).","neurodata_type_inc":"NWBData","neurodata_type_def":"Image","attributes":[{"doc":"Pixel resolution of the image, in pixels per centimeter.","name":"resolution","required":false,"dtype":"float32"},{"doc":"Description of the image.","name":"description","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_images"],"dtype":{"target_type":"Image","reftype":"object"},"doc":"Ordered dataset of references to Image objects.","neurodata_type_inc":"NWBData","neurodata_type_def":"ImageReferences"}],"groups":[{"doc":"An abstract data type for a generic container storing collections of data and metadata. Base type for all data and metadata containers.","neurodata_type_inc":"Container","neurodata_type_def":"NWBContainer"},{"doc":"An abstract data type for a generic container storing collections of data, as opposed to metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBDataInterface"},{"groups":[{"doc":"Lab-specific time and sync information as provided directly from hardware devices and that is necessary for aligning all acquired time information to a common timebase. The timestamp array stores time in the common timebase. This group will usually only be populated in TimeSeries that are stored external to the NWB file, in files storing raw data. Once timestamp data is calculated, the contents of 'sync' are mostly for archival purposes.","name":"sync","quantity":"?"}],"datasets":[{"shape":[[null],[null,null],[null,null,null],[null,null,null,null]],"dims":[["num_times"],["num_times","num_DIM2"],["num_times","num_DIM2","num_DIM3"],["num_times","num_DIM2","num_DIM3","num_DIM4"]],"doc":"Data values. Data can be in 1-D, 2-D, 3-D, or 4-D. The first dimension should always represent time. This can also be used to store binary data (e.g., image frames). This can also be a link to data stored in an external file.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float64","doc":"Timestamp of the first sample in seconds. When timestamps are uniformly spaced, the timestamp of the first sample can be specified and all subsequent ones calculated from the sampling rate attribute.","name":"starting_time","quantity":"?","attributes":[{"doc":"Sampling rate, in Hz.","name":"rate","dtype":"float32"},{"doc":"Unit of measurement for time, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time.","name":"timestamps","quantity":"?","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"uint8","doc":"Numerical labels that apply to each time point in data for the purpose of querying and slicing data by these values. If present, the length of this array should be the same size as the first dimension of data.","name":"control","quantity":"?"},{"shape":[null],"dims":["num_control_values"],"dtype":"text","doc":"Description of each control value. Must be present if control is present. If present, control_description[0] should describe time points where control == 0.","name":"control_description","quantity":"?"}],"doc":"General purpose time series.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"TimeSeries","attributes":[{"doc":"Description of the time series.","name":"description","required":false,"dtype":"text","default_value":"no description"},{"doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","name":"comments","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"Data objects stored in this collection.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tables stored in this collection.","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"A collection of processed data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ProcessingModule","attributes":[{"doc":"Description of this collection of processed data.","name":"description","dtype":"text"}]},{"datasets":[{"doc":"Images stored in this collection.","quantity":"+","neurodata_type_inc":"Image"},{"doc":"Ordered dataset of references to Image objects stored in the parent group. Each Image object in the Images group should be stored once and only once, so the dataset should have the same length as the number of images.","name":"order_of_images","quantity":"?","neurodata_type_inc":"ImageReferences"}],"doc":"A collection of images with an optional way to specify the order of the images using the \"order_of_images\" dataset. An order must be specified if the images are referenced by index, e.g., from an IndexSeries.","default_name":"Images","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Images","attributes":[{"doc":"Description of this collection of images.","name":"description","dtype":"text"}]}]}`'p'''''GCOL>/{"datasets":[{"shape":[null,null],"dims":["x","y"],"dtype":"numeric","doc":"A grayscale image.","neurodata_type_inc":"Image","neurodata_type_def":"GrayscaleImage"},{"shape":[null,null,3],"dims":["x","y","r, g, b"],"dtype":"numeric","doc":"A color image.","neurodata_type_inc":"Image","neurodata_type_def":"RGBImage"},{"shape":[null,null,4],"dims":["x","y","r, g, b, a"],"dtype":"numeric","doc":"A color image with transparency.","neurodata_type_inc":"Image","neurodata_type_def":"RGBAImage"}],"groups":[{"datasets":[{"shape":[[null,null,null],[null,null,null,null]],"dims":[["frame","x","y"],["frame","x","y","z"]],"dtype":"numeric","doc":"Binary data representing images across frames. If data are stored in an external file, this should be an empty 3D array.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["rank"],"dtype":"int32","doc":"Number of pixels on x, y, (and z) axes.","name":"dimension","quantity":"?"},{"shape":[null],"dims":["num_files"],"dtype":"text","doc":"Paths to one or more external file(s). The field is only present if format='external'. This is only relevant if the image series is stored in the file system as one or more image file(s). This field should NOT be used if the image is stored in another NWB file and that file is linked to this file.","name":"external_file","quantity":"?","attributes":[{"doc":"Each external image may contain one or more consecutive frames of the full ImageSeries. This attribute serves as an index to indicate which frames each file contains, to faciliate random access. The 'starting_frame' attribute, hence, contains a list of frame numbers within the full ImageSeries of the first frame of each file listed in the parent 'external_file' dataset. Zero-based indexing is used (hence, the first element will always be zero). For example, if the 'external_file' dataset has three paths to files and the first file has 5 frames, the second file has 10 frames, and the third file has 20 frames, then this attribute will have values [0, 5, 15]. If there is a single external file that holds all of the frames of the ImageSeries (and so there is a single element in the 'external_file' dataset), then this attribute should have value [0].","name":"starting_frame","dtype":"int32","shape":[null],"dims":["num_files"]}]},{"dtype":"text","doc":"Format of image. If this is 'external', then the attribute 'external_file' contains the path information to the image files. If this is 'raw', then the raw (single-channel) binary data is stored in the 'data' dataset. If this attribute is not present, then the default format='raw' case is assumed.","name":"format","quantity":"?","default_value":"raw"}],"links":[{"doc":"Link to the Device object that was used to capture these images.","name":"device","target_type":"Device","quantity":"?"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the file in a raw format while other times it will be stored as a series of external image files in the host file system. The data field will either be binary data, if the data is stored in the NWB file, or empty, if the data is stored in an external image stack. [frame][x][y] or [frame][x][y][z].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries"},{"links":[{"doc":"Link to ImageSeries object that this image mask is applied to.","name":"masked_imageseries","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The 'data' array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries"},{"datasets":[{"dtype":"float32","doc":"Distance from camera/monitor to target/eye.","name":"distance","quantity":"?"},{"shape":[[2],[3]],"dims":[["width, height"],["width, height, depth"]],"dtype":"float32","doc":"Width, height and depth of image, or imaged area, in meters.","name":"field_of_view","quantity":"?"},{"shape":[[null,null,null],[null,null,null,3]],"dims":[["frame","x","y"],["frame","x","y","r, g, b"]],"dtype":"numeric","doc":"Images presented to subject, either grayscale or RGB","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference.","name":"orientation","quantity":"?"}],"doc":"Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"uint32","doc":"Index of the image (using zero-indexing) in the linked Images object.","name":"data","attributes":[{"doc":"This field is unused by IndexSeries.","name":"conversion","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries.","name":"resolution","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries.","name":"offset","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries and has the value N/A.","name":"unit","dtype":"text","value":"N/A"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to ImageSeries object containing images that are indexed. Use of this link is discouraged and will be deprecated. Link to an Images type instead.","name":"indexed_timeseries","target_type":"ImageSeries","quantity":"?"},{"doc":"Link to Images object containing an ordered set of images that are indexed. The Images object must contain a 'ordered_images' dataset specifying the order of the images in the Images type.","name":"indexed_images","target_type":"Images","quantity":"?"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the IndexSeries is to allow a static image stack to be stored in an Images object, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced Images object, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries"}]}J{"datasets":[{"doc":"Any one-off datasets","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"doc":"Any notes the user has about the dataset being stored","name":"notes","dtype":"text"}]}],"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tabular data that is relevent to acquisition","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis.","name":"acquisition"},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Tabular data that is relevent to data stored in analysis","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs.","name":"analysis"},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Any one-off tables","quantity":"*","neurodata_type_inc":"DynamicTable"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"ScratchData"}],"doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","name":"scratch","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis.","name":"processing"},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"Stimuli presented during the experiment.","name":"presentation"},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"},{"doc":"Images objects containing images of presented stimuli.","quantity":"*","neurodata_type_inc":"Images"}],"doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame.","name":"templates"}],"doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file.","name":"stimulus"},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"LabMetaData"},{"groups":[{"doc":"Data acquisition devices.","quantity":"*","neurodata_type_inc":"Device"}],"doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","name":"devices","quantity":"?"},{"doc":"Information about the animal or person from which the data was measured.","name":"subject","quantity":"?","neurodata_type_inc":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float32","doc":"x coordinate of the channel location in the brain (+x is posterior).","name":"x","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate of the channel location in the brain (+y is inferior).","name":"y","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate of the channel location in the brain (+z is right).","name":"z","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Impedance of the channel, in ohms.","name":"imp","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Description of hardware filtering, including the filter name and frequency cutoffs.","name":"filtering","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Reference to the ElectrodeGroup this electrode is a part of.","name":"group","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Name of the ElectrodeGroup this electrode is a part of.","name":"group_name","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"x coordinate in electrode group","name":"rel_x","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate in electrode group","name":"rel_y","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate in electrode group","name":"rel_z","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Description of the reference electrode and/or reference scheme used for this electrode, e.g., \"stainless steel skull screw\" or \"online common average referencing\".","name":"reference","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"A table of all electrodes (i.e. channels) used for recording.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTable"}],"doc":"Metadata related to extracellular electrophysiology.","name":"extracellular_ephys","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"doc":"[DEPRECATED] Table used to group different PatchClampSeries. SweepTable is being replaced by IntracellularRecordingsTable and SimultaneousRecordingsTable tabels. Additional SequentialRecordingsTable, RepetitionsTable and ExperimentalConditions tables provide enhanced support for experiment metadata.","name":"sweep_table","quantity":"?","neurodata_type_inc":"SweepTable"},{"doc":"A table to group together a stimulus and response from a single electrode and a single simultaneous recording. Each row in the table represents a single recording consisting typically of a stimulus and a corresponding response. In some cases, however, only a stimulus or a response are recorded as as part of an experiment. In this case both, the stimulus and response will point to the same TimeSeries while the idx_start and count of the invalid column will be set to -1, thus, indicating that no values have been recorded for the stimulus or response, respectively. Note, a recording MUST contain at least a stimulus or a response. Typically the stimulus and response are PatchClampSeries. However, the use of AD/DA channels that are not associated to an electrode is also common in intracellular electrophysiology, in which case other TimeSeries may be used.","name":"intracellular_recordings","quantity":"?","neurodata_type_inc":"IntracellularRecordingsTable"},{"doc":"A table for grouping different intracellular recordings from the IntracellularRecordingsTable table together that were recorded simultaneously from different electrodes","name":"simultaneous_recordings","quantity":"?","neurodata_type_inc":"SimultaneousRecordingsTable"},{"doc":"A table for grouping different sequential recordings from the SimultaneousRecordingsTable table together. This is typically used to group together sequential recordings where the a sequence of stimuli of the same type with varying parameters have been presented in a sequence.","name":"sequential_recordings","quantity":"?","neurodata_type_inc":"SequentialRecordingsTable"},{"doc":"A table for grouping different sequential intracellular recordings together. With each SequentialRecording typically representing a particular type of stimulus, the RepetitionsTable table is typically used to group sets of stimuli applied in sequence.","name":"repetitions","quantity":"?","neurodata_type_inc":"RepetitionsTable"},{"doc":"A table for grouping different intracellular recording repetitions together that belong to the same experimental experimental_conditions.","name":"experimental_conditions","quantity":"?","neurodata_type_inc":"ExperimentalConditionsTable"}],"datasets":[{"dtype":"text","doc":"[DEPRECATED] Use IntracellularElectrode.filtering instead. Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","name":"filtering","quantity":"?"}],"doc":"Metadata related to intracellular electrophysiology.","name":"intracellular_ephys","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"doc":"Metadata describing optogenetic stimuluation.","name":"optogenetics","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"doc":"Metadata related to optophysiology.","name":"optophysiology","quantity":"?"}],"datasets":[{"dtype":"text","doc":"Notes about data collection and analysis.","name":"data_collection","quantity":"?"},{"dtype":"text","doc":"General description of the experiment.","name":"experiment_description","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","name":"experimenter","quantity":"?"},{"dtype":"text","doc":"Institution(s) where experiment was performed.","name":"institution","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","doc":"Terms to search over.","name":"keywords","quantity":"?"},{"dtype":"text","doc":"Laboratory where experiment was performed.","name":"lab","quantity":"?"},{"dtype":"text","doc":"Notes about the experiment.","name":"notes","quantity":"?"},{"dtype":"text","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","name":"pharmacology","quantity":"?"},{"dtype":"text","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","name":"protocol","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","doc":"Publication information. PMID, DOI, URL, etc.","name":"related_publications","quantity":"?"},{"dtype":"text","doc":"Lab-specific ID for the session.","name":"session_id","quantity":"?"},{"dtype":"text","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","name":"slices","quantity":"?"},{"dtype":"text","doc":"Script file or link to public source code used to create this NWB file.","name":"source_script","quantity":"?","attributes":[{"doc":"Name of script file.","name":"file_name","dtype":"text"}]},{"dtype":"text","doc":"Notes about stimuli, such as how and where they were presented.","name":"stimulus","quantity":"?"},{"dtype":"text","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","name":"surgery","quantity":"?"},{"dtype":"text","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","name":"virus","quantity":"?"}],"doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them.","name":"general"},{"groups":[{"doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","name":"epochs","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Repeated experimental events that have a logical grouping.","name":"trials","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Time intervals that should be removed from analysis.","name":"invalid_times","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","name":"intervals","quantity":"?"},{"doc":"Data about sorted spike units.","name":"units","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array.","name":"file_create_date"},{"dtype":"text","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files.","name":"identifier"},{"dtype":"text","doc":"A description of the experimental session and data in the file.","name":"session_description"},{"dtype":"isodatetime","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds.","name":"session_start_time"},{"dtype":"isodatetime","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero).","name":"timestamps_reference_time"}],"doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","name":"root","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","name":"nwb_version","dtype":"text","value":"2.5.0"}]},{"doc":"Lab-specific meta-data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"datasets":[{"dtype":"text","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","name":"age","quantity":"?"},{"dtype":"isodatetime","doc":"Date of birth of subject. Can be supplied instead of 'age'.","name":"date_of_birth","quantity":"?"},{"dtype":"text","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","name":"description","quantity":"?"},{"dtype":"text","doc":"Genetic strain. If absent, assume Wild Type (WT).","name":"genotype","quantity":"?"},{"dtype":"text","doc":"Gender of subject.","name":"sex","quantity":"?"},{"dtype":"text","doc":"Species of subject.","name":"species","quantity":"?"},{"dtype":"text","doc":"Strain of subject.","name":"strain","quantity":"?"},{"dtype":"text","doc":"ID of animal/person used/participating in experiment (lab convention).","name":"subject_id","quantity":"?"},{"dtype":"text","doc":"Weight at time of experiment, at time of surgery and at other important times.","name":"weight","quantity":"?"}],"doc":"Information about the animal or person from which the data was measured.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"}]}~H{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","doc":"Values of each feature at each time.","name":"data","attributes":[{"doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","name":"unit","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Units of each feature.","name":"feature_units","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of the features represented in TimeSeries::data.","name":"features"}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","doc":"Annotations made during an experiment.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","doc":"Use values >0 if interval started, <0 if interval ended.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries"},{"groups":[{"datasets":[{"dtype":"text","doc":"Name of the band, e.g. theta.","name":"band_name","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float32","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","name":"band_limits","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The mean Gaussian filters, in Hz.","name":"band_mean","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The standard deviation of Gaussian filters, in Hz.","name":"band_stdev","neurodata_type_inc":"VectorData"}],"doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","name":"bands","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","doc":"Data decomposed into frequency bands.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","required":false,"dtype":"text","default_value":"no unit"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"The metric used, e.g. phase, amplitude, power.","name":"metric"},{"doc":"DynamicTableRegion pointer to the channels that this decomposition series was generated from.","name":"source_channels","quantity":"?","neurodata_type_inc":"DynamicTableRegion"}],"links":[{"doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","name":"source_timeseries","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries"},{"datasets":[{"doc":"Index into the spike_times dataset.","name":"spike_times_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"float64","doc":"Spike times for each unit.","name":"spike_times","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"The smallest possible difference between two spike times. Usually 1 divided by the acquisition sampling rate from which spike times were extracted, but could be larger if the acquisition time series was downsampled or smaller if the acquisition time series was smoothed/interpolated and it is possible for the spike time to be between samples.","name":"resolution","required":false,"dtype":"float64"}]},{"doc":"Index into the obs_intervals dataset.","name":"obs_intervals_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"float64","doc":"Observation intervals for each unit.","name":"obs_intervals","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index into electrodes.","name":"electrodes_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Electrode group that each spike unit came from.","name":"electrode_group","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform mean for each spike unit.","name":"waveform_mean","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform standard deviation for each spike unit.","name":"waveform_sd","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[null,null],"dims":["num_waveforms","num_samples"],"dtype":"numeric","doc":"Individual waveforms for each spike on each electrode. This is a doubly indexed column. The 'waveforms_index' column indexes which waveforms in this column belong to the same spike event for a given unit, where each waveform was recorded from a different electrode. The 'waveforms_index_index' column indexes the 'waveforms_index' column to indicate which spike events belong to a given unit. For example, if the 'waveforms_index_index' column has values [2, 5, 6], then the first 2 elements of the 'waveforms_index' column correspond to the 2 spike events of the first unit, the next 3 elements of the 'waveforms_index' column correspond to the 3 spike events of the second unit, and the next 1 element of the 'waveforms_index' column corresponds to the 1 spike event of the third unit. If the 'waveforms_index' column has values [3, 6, 8, 10, 12, 13], then the first 3 elements of the 'waveforms' column contain the 3 spike waveforms that were recorded from 3 different electrodes for the first spike time of the first unit. See https://nwb-schema.readthedocs.io/en/stable/format_description.html#doubly-ragged-arrays for a graphical representation of this example. When there is only one electrode for each unit (i.e., each spike time is associated with a single waveform), then the 'waveforms_index' column will have values 1, 2, ..., N, where N is the number of spike events. The number of electrodes for each spike event should be the same within a given unit. The 'electrodes' column should be used to indicate which electrodes are associated with each unit, and the order of the waveforms within a given unit x spike event should be in the same order as the electrodes referenced in the 'electrodes' column of this table. The number of samples for each waveform must be the same.","name":"waveforms","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"doc":"Index into the waveforms dataset. One value for every spike event. See 'waveforms' for more detail.","name":"waveforms_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Index into the waveforms_index dataset. One value for every unit (row in the table). See 'waveforms' for more detail.","name":"waveforms_index_index","quantity":"?","neurodata_type_inc":"VectorIndex"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units"}]}f{"groups":[{"datasets":[{"shape":[[null],[null,1],[null,2],[null,3]],"dims":[["num_times"],["num_times","x"],["num_times","x,y"],["num_times","x,y,z"]],"dtype":"numeric","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","required":false,"dtype":"text","default_value":"meters"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description defining what exactly 'straight-ahead' means.","name":"reference_frame","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries"},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]} {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Applied power for optogenetic stimulus, in watts.","name":"data","attributes":[{"doc":"Unit of measurement for data, which is fixed to 'watts'.","name":"unit","dtype":"text","value":"watts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","name":"site","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries"},{"datasets":[{"dtype":"text","doc":"Description of stimulation site.","name":"description"},{"dtype":"float32","doc":"Excitation wavelength, in nm.","name":"excitation_lambda"},{"dtype":"text","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location"}],"links":[{"doc":"Device that generated the stimulus.","name":"device","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]}( ''SNOD(H08Xк'nwb.basenwb.devicenwb.epochnwb.imagenwb.filenwb.miscnwb.behaviornwb.ecephysnwb.icephysnwb.ogennwb.ophysnwb.retinotopynamespace'(GCOL<{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","doc":"Recorded voltage data.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion', followed by 'channel_conversion' (if present), and then add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"},{"shape":[null],"dims":["num_channels"],"dtype":"float32","doc":"Channel-specific conversion factor. Multiply the data in the 'data' dataset by these values along the channel axis (as indicated by axis attribute) AND by the global conversion factor in the 'conversion' attribute of 'data' to get the data values in Volts, i.e, data in Volts = data * data.conversion * channel_conversion. This approach allows for both global and per-channel data conversion factors needed to support the storage of electrical recordings as native values generated by data acquisition systems. If this dataset is not present, then there is no channel-specific conversion factor, i.e. it is 1 for all channels.","name":"channel_conversion","quantity":"?","attributes":[{"doc":"The zero-indexed axis of the 'data' dataset that the channel-specific conversion factor corresponds to. This value is fixed to 1.","name":"axis","dtype":"int32","value":1}]}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"doc":"Filtering applied to all channels of the data. For example, if this ElectricalSeries represents high-pass-filtered data (also known as AP Band), then this value could be \"High-pass 4-pole Bessel filter at 500 Hz\". If this ElectricalSeries represents low-pass-filtered LFP data and the type of filter is unknown, then this value could be \"Low-pass filter at 300 Hz\". If a non-standard filter type is used, provide as much detail about the filter properties as possible.","name":"filtering","required":false,"dtype":"text"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","doc":"Spike waveforms.","name":"data","attributes":[{"doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","name":"timestamps","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries"},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of features (eg, ''PC1'') for each of the extracted features.","name":"description"},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","doc":"Multi-dimensional array of features extracted from each event.","name":"features"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of events that features correspond to (can be a link).","name":"times"},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values.","name":"detection_method"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data.","name":"source_idx"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Timestamps of events, in seconds.","name":"times","attributes":[{"doc":"Unit of measurement for event times, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"links":[{"doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","name":"source_electricalseries","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"datasets":[{"dtype":[{"doc":"x coordinate","name":"x","dtype":"float32"},{"doc":"y coordinate","name":"y","dtype":"float32"},{"doc":"z coordinate","name":"z","dtype":"float32"}],"doc":"stereotaxic or common framework coordinates","name":"position","quantity":"?"}],"links":[{"doc":"Link to the device that was used to record from this electrode group.","name":"device","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"doc":"Description of this electrode group.","name":"description","dtype":"text"},{"doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, etc. Use standard atlas names for anatomical regions when possible.","name":"location","dtype":"text"}]},{"datasets":[{"dtype":"text","doc":"Filtering applied to data before generating mean/sd","name":"waveform_filtering"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)","name":"waveform_mean"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"Stdev of waveforms for each cluster, using the same indices as in mean","name":"waveform_sd"}],"links":[{"doc":"Link to Clustering interface that was the source of the clustered data","name":"clustering_interface","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)","name":"description"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Cluster number of each event","name":"num"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric).","name":"peak_over_rms"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module.","name":"times"}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}f{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Recorded voltage or current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Gain of the recording, in units Volt/Amp (v-clamp) or Volt/Volt (c-clamp).","name":"gain","quantity":"?"}],"links":[{"doc":"Link to IntracellularElectrode object that describes the electrode that was used to apply or record this data.","name":"electrode","target_type":"IntracellularElectrode"}],"doc":"An abstract base class for patch-clamp data - stimulus or response, current or voltage.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"doc":"Protocol/stimulus name for this patch-clamp dataset.","name":"stimulus_description","dtype":"text"},{"doc":"Sweep number, allows to group different PatchClampSeries together.","name":"sweep_number","required":false,"dtype":"uint32"}]},{"datasets":[{"doc":"Recorded voltage.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Bias current, in amps.","name":"bias_current","quantity":"?"},{"dtype":"float32","doc":"Bridge balance, in ohms.","name":"bridge_balance","quantity":"?"},{"dtype":"float32","doc":"Capacitance compensation, in farads.","name":"capacitance_compensation","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries"},{"datasets":[{"dtype":"float32","doc":"Bias current, in amps, fixed to 0.0.","name":"bias_current"},{"dtype":"float32","doc":"Bridge balance, in ohms, fixed to 0.0.","name":"bridge_balance"},{"dtype":"float32","doc":"Capacitance compensation, in farads, fixed to 0.0.","name":"capacitance_compensation"}],"doc":"Voltage data from an intracellular recording when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"doc":"An IZeroClampSeries has no stimulus, so this attribute is automatically set to \"N/A\"","name":"stimulus_description","dtype":"text","value":"N/A"}]},{"datasets":[{"doc":"Stimulus current applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stimulus current applied during current clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampStimulusSeries"},{"datasets":[{"doc":"Recorded current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Fast capacitance, in farads.","name":"capacitance_fast","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Slow capacitance, in farads.","name":"capacitance_slow","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Resistance compensation bandwidth, in hertz.","name":"resistance_comp_bandwidth","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_bandwidth, which is fixed to 'hertz'.","name":"unit","dtype":"text","value":"hertz"}]},{"dtype":"float32","doc":"Resistance compensation correction, in percent.","name":"resistance_comp_correction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_correction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Resistance compensation prediction, in percent.","name":"resistance_comp_prediction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_prediction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Whole cell capacitance compensation, in farads.","name":"whole_cell_capacitance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_capacitance_comp, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Whole cell series resistance compensation, in ohms.","name":"whole_cell_series_resistance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_series_resistance_comp, which is fixed to 'ohms'.","name":"unit","dtype":"text","value":"ohms"}]}],"doc":"Current data from an intracellular voltage-clamp recording. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampSeries"},{"datasets":[{"doc":"Stimulus voltage applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stimulus voltage applied during a voltage clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampStimulusSeries"},{"datasets":[{"dtype":"text","doc":"unique ID of the cell","name":"cell_id","quantity":"?"},{"dtype":"text","doc":"Description of electrode (e.g., whole-cell, sharp, etc.).","name":"description"},{"dtype":"text","doc":"Electrode specific filtering.","name":"filtering","quantity":"?"},{"dtype":"text","doc":"Initial access resistance.","name":"initial_access_resistance","quantity":"?"},{"dtype":"text","doc":"Location of the electrode. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","quantity":"?"},{"dtype":"text","doc":"Electrode resistance, in ohms.","name":"resistance","quantity":"?"},{"dtype":"text","doc":"Information about seal used for recording.","name":"seal","quantity":"?"},{"dtype":"text","doc":"Information about slice used for recording.","name":"slice","quantity":"?"}],"links":[{"doc":"Device that was used to record from this electrode.","name":"device","target_type":"Device"}],"doc":"An intracellular electrode and its metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"IntracellularElectrode"},{"datasets":[{"dtype":"uint32","doc":"Sweep number of the PatchClampSeries in that row.","name":"sweep_number","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"PatchClampSeries","reftype":"object"},"doc":"The PatchClampSeries with the sweep number in that row.","name":"series","neurodata_type_inc":"VectorData"},{"doc":"Index for series.","name":"series_index","neurodata_type_inc":"VectorIndex"}],"doc":"[DEPRECATED] Table used to group different PatchClampSeries. SweepTable is being replaced by IntracellularRecordingsTable and SimultaneousRecordingsTable tables. Additional SequentialRecordingsTable, RepetitionsTable, and ExperimentalConditions tables provide enhanced support for experiment metadata.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SweepTable"},{"datasets":[{"dtype":{"target_type":"IntracellularElectrode","reftype":"object"},"doc":"Column for storing the reference to the intracellular electrode.","name":"electrode","neurodata_type_inc":"VectorData"}],"doc":"Table for storing intracellular electrode related metadata.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"IntracellularElectrodesTable","attributes":[{"doc":"Description of what is in this dynamic table.","name":"description","dtype":"text","value":"Table for storing intracellular electrode related metadata."}]},{"datasets":[{"doc":"Column storing the reference to the recorded stimulus for the recording (rows).","name":"stimulus","neurodata_type_inc":"TimeSeriesReferenceVectorData"}],"doc":"Table for storing intracellular stimulus related metadata.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"IntracellularStimuliTable","attributes":[{"doc":"Description of what is in this dynamic table.","name":"description","dtype":"text","value":"Table for storing intracellular stimulus related metadata."}]},{"datasets":[{"doc":"Column storing the reference to the recorded response for the recording (rows)","name":"response","neurodata_type_inc":"TimeSeriesReferenceVectorData"}],"doc":"Table for storing intracellular response related metadata.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"IntracellularResponsesTable","attributes":[{"doc":"Description of what is in this dynamic table.","name":"description","dtype":"text","value":"Table for storing intracellular response related metadata."}]},{"groups":[{"doc":"Table for storing intracellular electrode related metadata.","name":"electrodes","neurodata_type_inc":"IntracellularElectrodesTable"},{"doc":"Table for storing intracellular stimulus related metadata.","name":"stimuli","neurodata_type_inc":"IntracellularStimuliTable"},{"doc":"Table for storing intracellular response related metadata.","name":"responses","neurodata_type_inc":"IntracellularResponsesTable"}],"doc":"A table to group together a stimulus and response from a single electrode and a single simultaneous recording. Each row in the table represents a single recording consisting typically of a stimulus and a corresponding response. In some cases, however, only a stimulus or a response is recorded as part of an experiment. In this case, both the stimulus and response will point to the same TimeSeries while the idx_start and count of the invalid column will be set to -1, thus, indicating that no values have been recorded for the stimulus or response, respectively. Note, a recording MUST contain at least a stimulus or a response. Typically the stimulus and response are PatchClampSeries. However, the use of AD/DA channels that are not associated to an electrode is also common in intracellular electrophysiology, in which case other TimeSeries may be used.","name":"intracellular_recordings","neurodata_type_inc":"AlignedDynamicTable","neurodata_type_def":"IntracellularRecordingsTable","attributes":[{"doc":"Description of the contents of this table. Inherited from AlignedDynamicTable and overwritten here to fix the value of the attribute.","name":"description","dtype":"text","value":"A table to group together a stimulus and response from a single electrode and a single simultaneous recording and for storing metadata about the intracellular recording."}]},{"datasets":[{"doc":"A reference to one or more rows in the IntracellularRecordingsTable table.","name":"recordings","neurodata_type_inc":"DynamicTableRegion","attributes":[{"doc":"Reference to the IntracellularRecordingsTable table that this table region applies to. This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here.","name":"table","dtype":{"target_type":"IntracellularRecordingsTable","reftype":"object"}}]},{"doc":"Index dataset for the recordings column.","name":"recordings_index","neurodata_type_inc":"VectorIndex"}],"doc":"A table for grouping different intracellular recordings from the IntracellularRecordingsTable table together that were recorded simultaneously from different electrodes.","name":"simultaneous_recordings","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SimultaneousRecordingsTable"},{"datasets":[{"doc":"A reference to one or more rows in the SimultaneousRecordingsTable table.","name":"simultaneous_recordings","neurodata_type_inc":"DynamicTableRegion","attributes":[{"doc":"Reference to the SimultaneousRecordingsTable table that this table region applies to. This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here.","name":"table","dtype":{"target_type":"SimultaneousRecordingsTable","reftype":"object"}}]},{"doc":"Index dataset for the simultaneous_recordings column.","name":"simultaneous_recordings_index","neurodata_type_inc":"VectorIndex"},{"dtype":"text","doc":"The type of stimulus used for the sequential recording.","name":"stimulus_type","neurodata_type_inc":"VectorData"}],"doc":"A table for grouping different sequential recordings from the SimultaneousRecordingsTable table together. This is typically used to group together sequential recordings where a sequence of stimuli of the same type with varying parameters have been presented in a sequence.","name":"sequential_recordings","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SequentialRecordingsTable"},{"datasets":[{"doc":"A reference to one or more rows in the SequentialRecordingsTable table.","name":"sequential_recordings","neurodata_type_inc":"DynamicTableRegion","attributes":[{"doc":"Reference to the SequentialRecordingsTable table that this table region applies to. This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here.","name":"table","dtype":{"target_type":"SequentialRecordingsTable","reftype":"object"}}]},{"doc":"Index dataset for the sequential_recordings column.","name":"sequential_recordings_index","neurodata_type_inc":"VectorIndex"}],"doc":"A table for grouping different sequential intracellular recordings together. With each SequentialRecording typically representing a particular type of stimulus, the RepetitionsTable table is typically used to group sets of stimuli applied in sequence.","name":"repetitions","neurodata_type_inc":"DynamicTable","neurodata_type_def":"RepetitionsTable"},{"datasets":[{"doc":"A reference to one or more rows in the RepetitionsTable table.","name":"repetitions","neurodata_type_inc":"DynamicTableRegion","attributes":[{"doc":"Reference to the RepetitionsTable table that this table region applies to. 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The name of the VectorIndex is expected to be the name of the target VectorData object followed by \"_index\".","data_type_inc":"VectorData","data_type_def":"VectorIndex","attributes":[{"doc":"Reference to the target dataset that this index applies to.","name":"target","dtype":{"target_type":"VectorData","reftype":"object"}}]},{"shape":[null],"dims":["num_elements"],"dtype":"int","doc":"A list of unique identifiers for values within a dataset, e.g. rows of a DynamicTable.","default_name":"element_id","data_type_inc":"Data","data_type_def":"ElementIdentifiers"},{"shape":[null],"dims":["num_rows"],"dtype":"int","doc":"DynamicTableRegion provides a link from one table to an index or region of another. The `table` attribute is a link to another `DynamicTable`, indicating which table is referenced, and the data is int(s) indicating the row(s) (0-indexed) of the target array. `DynamicTableRegion`s can be used to associate rows with repeated meta-data without data duplication. They can also be used to create hierarchical relationships between multiple `DynamicTable`s. `DynamicTableRegion` objects may be paired with a `VectorIndex` object to create ragged references, so a single cell of a `DynamicTable` can reference many rows of another `DynamicTable`.","data_type_inc":"VectorData","data_type_def":"DynamicTableRegion","attributes":[{"doc":"Reference to the DynamicTable object that this region applies to.","name":"table","dtype":{"target_type":"DynamicTable","reftype":"object"}},{"doc":"Description of what this table region points to.","name":"description","dtype":"text"}]}],"groups":[{"datasets":[{"shape":[null],"dims":["num_rows"],"dtype":"int","doc":"Array of unique identifiers for the rows of this dynamic table.","name":"id","data_type_inc":"ElementIdentifiers"},{"doc":"Vector columns, including index columns, of this dynamic table.","quantity":"*","data_type_inc":"VectorData"}],"doc":"A group containing multiple datasets that are aligned on the first dimension (Currently, this requirement if left up to APIs to check and enforce). These datasets represent different columns in the table. Apart from a column that contains unique identifiers for each row, there are no other required datasets. Users are free to add any number of custom VectorData objects (columns) here. DynamicTable also supports ragged array columns, where each element can be of a different size. To add a ragged array column, use a VectorIndex type to index the corresponding VectorData type. See documentation for VectorData and VectorIndex for more details. Unlike a compound data type, which is analogous to storing an array-of-structs, a DynamicTable can be thought of as a struct-of-arrays. This provides an alternative structure to choose from when optimizing storage for anticipated access patterns. Additionally, this type provides a way of creating a table without having to define a compound type up front. Although this convenience may be attractive, users should think carefully about how data will be accessed. DynamicTable is more appropriate for column-centric access, whereas a dataset with a compound type would be more appropriate for row-centric access. Finally, data size should also be taken into account. For small tables, performance loss may be an acceptable trade-off for the flexibility of a DynamicTable.","data_type_inc":"Container","data_type_def":"DynamicTable","attributes":[{"doc":"The names of the columns in this table. This should be used to specify an order to the columns.","name":"colnames","dtype":"text","shape":[null],"dims":["num_columns"]},{"doc":"Description of what is in this dynamic table.","name":"description","dtype":"text"}]},{"groups":[{"doc":"A DynamicTable representing a particular category for columns in the AlignedDynamicTable parent container. The table MUST be aligned with (i.e., have the same number of rows) as all other DynamicTables stored in the AlignedDynamicTable parent container. The name of the category is given by the name of the DynamicTable and its description by the description attribute of the DynamicTable.","quantity":"*","data_type_inc":"DynamicTable"}],"doc":"DynamicTable container that supports storing a collection of sub-tables. Each sub-table is a DynamicTable itself that is aligned with the main table by row index. I.e., all DynamicTables stored in this group MUST have the same number of rows. This type effectively defines a 2-level table in which the main data is stored in the main table implemented by this type and additional columns of the table are grouped into categories, with each category being represented by a separate DynamicTable stored within the group.","data_type_inc":"DynamicTable","data_type_def":"AlignedDynamicTable","attributes":[{"doc":"The names of the categories in this AlignedDynamicTable. Each category is represented by one DynamicTable stored in the parent group. This attribute should be used to specify an order of categories and the category names must match the names of the corresponding DynamicTable in the group.","name":"categories","dtype":"text","shape":[null],"dims":["num_categories"]}]}]}''oqTREE0uHEAPXr0.2.0HrtTREEwHEAPX8texperimentalresourcesnamespace SNODprrt 'SNODxv(x0'GCOL {"groups":[{"datasets":[{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The user term that maps to one or more resources in the 'resources' table.","name":"key","dtype":"text"}],"doc":"A table for storing user terms that are used to refer to external resources.","name":"keys","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The index to the key in the 'keys' table.","name":"keys_idx","dtype":"uint"},{"doc":"The index into the 'resources' table","name":"resources_idx","dtype":"uint"},{"doc":"The unique identifier entity.","name":"entity_id","dtype":"text"},{"doc":"The URI for the entity this reference applies to. This can be an empty string.","name":"entity_uri","dtype":"text"}],"doc":"A table for mapping user terms (i.e., keys) to resource entities.","name":"entities","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The name of the resource.","name":"resource","dtype":"text"},{"doc":"The URI for the resource. This can be an empty string.","name":"resource_uri","dtype":"text"}],"doc":"A table for mapping user terms (i.e., keys) to resource entities.","name":"resources","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The UUID for the object.","name":"object_id","dtype":"text"},{"doc":"The relative path from the container with the object_id to the dataset or attribute with the value(s) that is associated with an external resource. This can be an empty string if the container is a dataset which contains the value(s) that is associated with an external resource.","name":"relative_path","dtype":"text"},{"doc":"The field of the compound data type using an external resource. This is used only if the dataset or attribute is a compound data type; otherwise this should be an empty string.","name":"field","dtype":"text"}],"doc":"A table for identifying which objects in a file contain references to external resources.","name":"objects","data_type_inc":"Data"},{"shape":[null],"dims":["num_rows"],"dtype":[{"doc":"The index to the 'objects' table for the object that holds the key.","name":"objects_idx","dtype":"uint"},{"doc":"The index to the 'keys' table for the key.","name":"keys_idx","dtype":"uint"}],"doc":"A table for identifying which objects use which keys.","name":"object_keys","data_type_inc":"Data"}],"doc":"A set of four tables for tracking external resource references in a file. NOTE: this data type is in beta testing and is subject to change in a later version.","data_type_inc":"Container","data_type_def":"ExternalResources"}]}{"namespaces":[{"doc":"Experimental data structures provided by HDMF. These are not guaranteed to be available in the future.","schema":[{"namespace":"hdmf-common"},{"source":"experimental"},{"source":"resources"}],"name":"hdmf-experimental","full_name":"HDMF Experimental","version":"0.2.0","author":["Andrew Tritt","Oliver Ruebel","Ryan Ly","Ben Dichter","Matthew Avaylon"],"contact":["ajtritt@lbl.gov","oruebel@lbl.gov","rly@lbl.gov","bdichter@lbl.gov","mavaylon@lbl.gov"]}]}{"groups":[{"doc":"Metadata about a data acquisition device, e.g., recording system, electrode, microscope.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Device","attributes":[{"doc":"Description of the device (e.g., model, firmware version, processing software version, etc.) as free-form text.","name":"description","required":false,"dtype":"text"},{"doc":"The name of the manufacturer of the device.","name":"manufacturer","required":false,"dtype":"text"}]}]}@'8TREEpHEAPXX2.5.0H؍TREEȒx@HEAP`SNOD؍P'SNODhx GCOL"Y"{"datasets":[{"doc":"An abstract data type for a dataset.","neurodata_type_inc":"Data","neurodata_type_def":"NWBData"},{"dtype":[{"doc":"Start index into the TimeSeries 'data' and 'timestamp' datasets of the referenced TimeSeries. The first dimension of those arrays is always time.","name":"idx_start","dtype":"int32"},{"doc":"Number of data samples available in this time series, during this epoch","name":"count","dtype":"int32"},{"doc":"The TimeSeries that this index applies to","name":"timeseries","dtype":{"target_type":"TimeSeries","reftype":"object"}}],"doc":"Column storing references to a TimeSeries (rows). For each TimeSeries this VectorData column stores the start_index and count to indicate the range in time to be selected as well as an object reference to the TimeSeries.","default_name":"timeseries","neurodata_type_inc":"VectorData","neurodata_type_def":"TimeSeriesReferenceVectorData"},{"shape":[[null,null],[null,null,3],[null,null,4]],"dims":[["x","y"],["x","y","r, g, b"],["x","y","r, g, b, a"]],"dtype":"numeric","doc":"An abstract data type for an image. Shape can be 2-D (x, y), or 3-D where the third dimension can have three or four elements, e.g. (x, y, (r, g, b)) or (x, y, (r, g, b, a)).","neurodata_type_inc":"NWBData","neurodata_type_def":"Image","attributes":[{"doc":"Pixel resolution of the image, in pixels per centimeter.","name":"resolution","required":false,"dtype":"float32"},{"doc":"Description of the image.","name":"description","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_images"],"dtype":{"target_type":"Image","reftype":"object"},"doc":"Ordered dataset of references to Image objects.","neurodata_type_inc":"NWBData","neurodata_type_def":"ImageReferences"}],"groups":[{"doc":"An abstract data type for a generic container storing collections of data and metadata. Base type for all data and metadata containers.","neurodata_type_inc":"Container","neurodata_type_def":"NWBContainer"},{"doc":"An abstract data type for a generic container storing collections of data, as opposed to metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBDataInterface"},{"groups":[{"doc":"Lab-specific time and sync information as provided directly from hardware devices and that is necessary for aligning all acquired time information to a common timebase. The timestamp array stores time in the common timebase. This group will usually only be populated in TimeSeries that are stored external to the NWB file, in files storing raw data. Once timestamp data is calculated, the contents of 'sync' are mostly for archival purposes.","name":"sync","quantity":"?"}],"datasets":[{"shape":[[null],[null,null],[null,null,null],[null,null,null,null]],"dims":[["num_times"],["num_times","num_DIM2"],["num_times","num_DIM2","num_DIM3"],["num_times","num_DIM2","num_DIM3","num_DIM4"]],"doc":"Data values. Data can be in 1-D, 2-D, 3-D, or 4-D. The first dimension should always represent time. This can also be used to store binary data (e.g., image frames). This can also be a link to data stored in an external file.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float64","doc":"Timestamp of the first sample in seconds. When timestamps are uniformly spaced, the timestamp of the first sample can be specified and all subsequent ones calculated from the sampling rate attribute.","name":"starting_time","quantity":"?","attributes":[{"doc":"Sampling rate, in Hz.","name":"rate","dtype":"float32"},{"doc":"Unit of measurement for time, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time.","name":"timestamps","quantity":"?","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"uint8","doc":"Numerical labels that apply to each time point in data for the purpose of querying and slicing data by these values. If present, the length of this array should be the same size as the first dimension of data.","name":"control","quantity":"?"},{"shape":[null],"dims":["num_control_values"],"dtype":"text","doc":"Description of each control value. Must be present if control is present. If present, control_description[0] should describe time points where control == 0.","name":"control_description","quantity":"?"}],"doc":"General purpose time series.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"TimeSeries","attributes":[{"doc":"Description of the time series.","name":"description","required":false,"dtype":"text","default_value":"no description"},{"doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","name":"comments","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"Data objects stored in this collection.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tables stored in this collection.","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"A collection of processed data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ProcessingModule","attributes":[{"doc":"Description of this collection of processed data.","name":"description","dtype":"text"}]},{"datasets":[{"doc":"Images stored in this collection.","quantity":"+","neurodata_type_inc":"Image"},{"doc":"Ordered dataset of references to Image objects stored in the parent group. Each Image object in the Images group should be stored once and only once, so the dataset should have the same length as the number of images.","name":"order_of_images","quantity":"?","neurodata_type_inc":"ImageReferences"}],"doc":"A collection of images with an optional way to specify the order of the images using the \"order_of_images\" dataset. An order must be specified if the images are referenced by index, e.g., from an IndexSeries.","default_name":"Images","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Images","attributes":[{"doc":"Description of this collection of images.","name":"description","dtype":"text"}]}]}`'p'''''GCOL>/{"datasets":[{"shape":[null,null],"dims":["x","y"],"dtype":"numeric","doc":"A grayscale image.","neurodata_type_inc":"Image","neurodata_type_def":"GrayscaleImage"},{"shape":[null,null,3],"dims":["x","y","r, g, b"],"dtype":"numeric","doc":"A color image.","neurodata_type_inc":"Image","neurodata_type_def":"RGBImage"},{"shape":[null,null,4],"dims":["x","y","r, g, b, a"],"dtype":"numeric","doc":"A color image with transparency.","neurodata_type_inc":"Image","neurodata_type_def":"RGBAImage"}],"groups":[{"datasets":[{"shape":[[null,null,null],[null,null,null,null]],"dims":[["frame","x","y"],["frame","x","y","z"]],"dtype":"numeric","doc":"Binary data representing images across frames. If data are stored in an external file, this should be an empty 3D array.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["rank"],"dtype":"int32","doc":"Number of pixels on x, y, (and z) axes.","name":"dimension","quantity":"?"},{"shape":[null],"dims":["num_files"],"dtype":"text","doc":"Paths to one or more external file(s). The field is only present if format='external'. This is only relevant if the image series is stored in the file system as one or more image file(s). This field should NOT be used if the image is stored in another NWB file and that file is linked to this file.","name":"external_file","quantity":"?","attributes":[{"doc":"Each external image may contain one or more consecutive frames of the full ImageSeries. This attribute serves as an index to indicate which frames each file contains, to faciliate random access. The 'starting_frame' attribute, hence, contains a list of frame numbers within the full ImageSeries of the first frame of each file listed in the parent 'external_file' dataset. Zero-based indexing is used (hence, the first element will always be zero). For example, if the 'external_file' dataset has three paths to files and the first file has 5 frames, the second file has 10 frames, and the third file has 20 frames, then this attribute will have values [0, 5, 15]. If there is a single external file that holds all of the frames of the ImageSeries (and so there is a single element in the 'external_file' dataset), then this attribute should have value [0].","name":"starting_frame","dtype":"int32","shape":[null],"dims":["num_files"]}]},{"dtype":"text","doc":"Format of image. If this is 'external', then the attribute 'external_file' contains the path information to the image files. If this is 'raw', then the raw (single-channel) binary data is stored in the 'data' dataset. If this attribute is not present, then the default format='raw' case is assumed.","name":"format","quantity":"?","default_value":"raw"}],"links":[{"doc":"Link to the Device object that was used to capture these images.","name":"device","target_type":"Device","quantity":"?"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the file in a raw format while other times it will be stored as a series of external image files in the host file system. The data field will either be binary data, if the data is stored in the NWB file, or empty, if the data is stored in an external image stack. [frame][x][y] or [frame][x][y][z].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries"},{"links":[{"doc":"Link to ImageSeries object that this image mask is applied to.","name":"masked_imageseries","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The 'data' array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries"},{"datasets":[{"dtype":"float32","doc":"Distance from camera/monitor to target/eye.","name":"distance","quantity":"?"},{"shape":[[2],[3]],"dims":[["width, height"],["width, height, depth"]],"dtype":"float32","doc":"Width, height and depth of image, or imaged area, in meters.","name":"field_of_view","quantity":"?"},{"shape":[[null,null,null],[null,null,null,3]],"dims":[["frame","x","y"],["frame","x","y","r, g, b"]],"dtype":"numeric","doc":"Images presented to subject, either grayscale or RGB","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference.","name":"orientation","quantity":"?"}],"doc":"Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"uint32","doc":"Index of the image (using zero-indexing) in the linked Images object.","name":"data","attributes":[{"doc":"This field is unused by IndexSeries.","name":"conversion","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries.","name":"resolution","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries.","name":"offset","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries and has the value N/A.","name":"unit","dtype":"text","value":"N/A"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to ImageSeries object containing images that are indexed. Use of this link is discouraged and will be deprecated. Link to an Images type instead.","name":"indexed_timeseries","target_type":"ImageSeries","quantity":"?"},{"doc":"Link to Images object containing an ordered set of images that are indexed. The Images object must contain a 'ordered_images' dataset specifying the order of the images in the Images type.","name":"indexed_images","target_type":"Images","quantity":"?"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the IndexSeries is to allow a static image stack to be stored in an Images object, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced Images object, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries"}]}J{"datasets":[{"doc":"Any one-off datasets","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"doc":"Any notes the user has about the dataset being stored","name":"notes","dtype":"text"}]}],"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tabular data that is relevent to acquisition","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis.","name":"acquisition"},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Tabular data that is relevent to data stored in analysis","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs.","name":"analysis"},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Any one-off tables","quantity":"*","neurodata_type_inc":"DynamicTable"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"ScratchData"}],"doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","name":"scratch","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis.","name":"processing"},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"Stimuli presented during the experiment.","name":"presentation"},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"},{"doc":"Images objects containing images of presented stimuli.","quantity":"*","neurodata_type_inc":"Images"}],"doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame.","name":"templates"}],"doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file.","name":"stimulus"},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"LabMetaData"},{"groups":[{"doc":"Data acquisition devices.","quantity":"*","neurodata_type_inc":"Device"}],"doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","name":"devices","quantity":"?"},{"doc":"Information about the animal or person from which the data was measured.","name":"subject","quantity":"?","neurodata_type_inc":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float32","doc":"x coordinate of the channel location in the brain (+x is posterior).","name":"x","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate of the channel location in the brain (+y is inferior).","name":"y","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate of the channel location in the brain (+z is right).","name":"z","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Impedance of the channel, in ohms.","name":"imp","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Description of hardware filtering, including the filter name and frequency cutoffs.","name":"filtering","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Reference to the ElectrodeGroup this electrode is a part of.","name":"group","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Name of the ElectrodeGroup this electrode is a part of.","name":"group_name","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"x coordinate in electrode group","name":"rel_x","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate in electrode group","name":"rel_y","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate in electrode group","name":"rel_z","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Description of the reference electrode and/or reference scheme used for this electrode, e.g., \"stainless steel skull screw\" or \"online common average referencing\".","name":"reference","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"A table of all electrodes (i.e. channels) used for recording.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTable"}],"doc":"Metadata related to extracellular electrophysiology.","name":"extracellular_ephys","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"doc":"[DEPRECATED] Table used to group different PatchClampSeries. SweepTable is being replaced by IntracellularRecordingsTable and SimultaneousRecordingsTable tabels. Additional SequentialRecordingsTable, RepetitionsTable and ExperimentalConditions tables provide enhanced support for experiment metadata.","name":"sweep_table","quantity":"?","neurodata_type_inc":"SweepTable"},{"doc":"A table to group together a stimulus and response from a single electrode and a single simultaneous recording. Each row in the table represents a single recording consisting typically of a stimulus and a corresponding response. In some cases, however, only a stimulus or a response are recorded as as part of an experiment. In this case both, the stimulus and response will point to the same TimeSeries while the idx_start and count of the invalid column will be set to -1, thus, indicating that no values have been recorded for the stimulus or response, respectively. Note, a recording MUST contain at least a stimulus or a response. Typically the stimulus and response are PatchClampSeries. However, the use of AD/DA channels that are not associated to an electrode is also common in intracellular electrophysiology, in which case other TimeSeries may be used.","name":"intracellular_recordings","quantity":"?","neurodata_type_inc":"IntracellularRecordingsTable"},{"doc":"A table for grouping different intracellular recordings from the IntracellularRecordingsTable table together that were recorded simultaneously from different electrodes","name":"simultaneous_recordings","quantity":"?","neurodata_type_inc":"SimultaneousRecordingsTable"},{"doc":"A table for grouping different sequential recordings from the SimultaneousRecordingsTable table together. This is typically used to group together sequential recordings where the a sequence of stimuli of the same type with varying parameters have been presented in a sequence.","name":"sequential_recordings","quantity":"?","neurodata_type_inc":"SequentialRecordingsTable"},{"doc":"A table for grouping different sequential intracellular recordings together. With each SequentialRecording typically representing a particular type of stimulus, the RepetitionsTable table is typically used to group sets of stimuli applied in sequence.","name":"repetitions","quantity":"?","neurodata_type_inc":"RepetitionsTable"},{"doc":"A table for grouping different intracellular recording repetitions together that belong to the same experimental experimental_conditions.","name":"experimental_conditions","quantity":"?","neurodata_type_inc":"ExperimentalConditionsTable"}],"datasets":[{"dtype":"text","doc":"[DEPRECATED] Use IntracellularElectrode.filtering instead. Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","name":"filtering","quantity":"?"}],"doc":"Metadata related to intracellular electrophysiology.","name":"intracellular_ephys","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"doc":"Metadata describing optogenetic stimuluation.","name":"optogenetics","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"doc":"Metadata related to optophysiology.","name":"optophysiology","quantity":"?"}],"datasets":[{"dtype":"text","doc":"Notes about data collection and analysis.","name":"data_collection","quantity":"?"},{"dtype":"text","doc":"General description of the experiment.","name":"experiment_description","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","name":"experimenter","quantity":"?"},{"dtype":"text","doc":"Institution(s) where experiment was performed.","name":"institution","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","doc":"Terms to search over.","name":"keywords","quantity":"?"},{"dtype":"text","doc":"Laboratory where experiment was performed.","name":"lab","quantity":"?"},{"dtype":"text","doc":"Notes about the experiment.","name":"notes","quantity":"?"},{"dtype":"text","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","name":"pharmacology","quantity":"?"},{"dtype":"text","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","name":"protocol","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","doc":"Publication information. PMID, DOI, URL, etc.","name":"related_publications","quantity":"?"},{"dtype":"text","doc":"Lab-specific ID for the session.","name":"session_id","quantity":"?"},{"dtype":"text","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","name":"slices","quantity":"?"},{"dtype":"text","doc":"Script file or link to public source code used to create this NWB file.","name":"source_script","quantity":"?","attributes":[{"doc":"Name of script file.","name":"file_name","dtype":"text"}]},{"dtype":"text","doc":"Notes about stimuli, such as how and where they were presented.","name":"stimulus","quantity":"?"},{"dtype":"text","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","name":"surgery","quantity":"?"},{"dtype":"text","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","name":"virus","quantity":"?"}],"doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them.","name":"general"},{"groups":[{"doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","name":"epochs","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Repeated experimental events that have a logical grouping.","name":"trials","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Time intervals that should be removed from analysis.","name":"invalid_times","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","name":"intervals","quantity":"?"},{"doc":"Data about sorted spike units.","name":"units","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array.","name":"file_create_date"},{"dtype":"text","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files.","name":"identifier"},{"dtype":"text","doc":"A description of the experimental session and data in the file.","name":"session_description"},{"dtype":"isodatetime","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds.","name":"session_start_time"},{"dtype":"isodatetime","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero).","name":"timestamps_reference_time"}],"doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","name":"root","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","name":"nwb_version","dtype":"text","value":"2.5.0"}]},{"doc":"Lab-specific meta-data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"datasets":[{"dtype":"text","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","name":"age","quantity":"?"},{"dtype":"isodatetime","doc":"Date of birth of subject. Can be supplied instead of 'age'.","name":"date_of_birth","quantity":"?"},{"dtype":"text","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","name":"description","quantity":"?"},{"dtype":"text","doc":"Genetic strain. If absent, assume Wild Type (WT).","name":"genotype","quantity":"?"},{"dtype":"text","doc":"Gender of subject.","name":"sex","quantity":"?"},{"dtype":"text","doc":"Species of subject.","name":"species","quantity":"?"},{"dtype":"text","doc":"Strain of subject.","name":"strain","quantity":"?"},{"dtype":"text","doc":"ID of animal/person used/participating in experiment (lab convention).","name":"subject_id","quantity":"?"},{"dtype":"text","doc":"Weight at time of experiment, at time of surgery and at other important times.","name":"weight","quantity":"?"}],"doc":"Information about the animal or person from which the data was measured.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"}]}~H{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","doc":"Values of each feature at each time.","name":"data","attributes":[{"doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","name":"unit","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Units of each feature.","name":"feature_units","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of the features represented in TimeSeries::data.","name":"features"}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","doc":"Annotations made during an experiment.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","doc":"Use values >0 if interval started, <0 if interval ended.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries"},{"groups":[{"datasets":[{"dtype":"text","doc":"Name of the band, e.g. theta.","name":"band_name","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float32","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","name":"band_limits","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The mean Gaussian filters, in Hz.","name":"band_mean","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The standard deviation of Gaussian filters, in Hz.","name":"band_stdev","neurodata_type_inc":"VectorData"}],"doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","name":"bands","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","doc":"Data decomposed into frequency bands.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","required":false,"dtype":"text","default_value":"no unit"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"The metric used, e.g. phase, amplitude, power.","name":"metric"},{"doc":"DynamicTableRegion pointer to the channels that this decomposition series was generated from.","name":"source_channels","quantity":"?","neurodata_type_inc":"DynamicTableRegion"}],"links":[{"doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","name":"source_timeseries","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries"},{"datasets":[{"doc":"Index into the spike_times dataset.","name":"spike_times_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"float64","doc":"Spike times for each unit.","name":"spike_times","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"The smallest possible difference between two spike times. Usually 1 divided by the acquisition sampling rate from which spike times were extracted, but could be larger if the acquisition time series was downsampled or smaller if the acquisition time series was smoothed/interpolated and it is possible for the spike time to be between samples.","name":"resolution","required":false,"dtype":"float64"}]},{"doc":"Index into the obs_intervals dataset.","name":"obs_intervals_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"float64","doc":"Observation intervals for each unit.","name":"obs_intervals","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index into electrodes.","name":"electrodes_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Electrode group that each spike unit came from.","name":"electrode_group","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform mean for each spike unit.","name":"waveform_mean","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform standard deviation for each spike unit.","name":"waveform_sd","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[null,null],"dims":["num_waveforms","num_samples"],"dtype":"numeric","doc":"Individual waveforms for each spike on each electrode. This is a doubly indexed column. The 'waveforms_index' column indexes which waveforms in this column belong to the same spike event for a given unit, where each waveform was recorded from a different electrode. The 'waveforms_index_index' column indexes the 'waveforms_index' column to indicate which spike events belong to a given unit. For example, if the 'waveforms_index_index' column has values [2, 5, 6], then the first 2 elements of the 'waveforms_index' column correspond to the 2 spike events of the first unit, the next 3 elements of the 'waveforms_index' column correspond to the 3 spike events of the second unit, and the next 1 element of the 'waveforms_index' column corresponds to the 1 spike event of the third unit. If the 'waveforms_index' column has values [3, 6, 8, 10, 12, 13], then the first 3 elements of the 'waveforms' column contain the 3 spike waveforms that were recorded from 3 different electrodes for the first spike time of the first unit. See https://nwb-schema.readthedocs.io/en/stable/format_description.html#doubly-ragged-arrays for a graphical representation of this example. When there is only one electrode for each unit (i.e., each spike time is associated with a single waveform), then the 'waveforms_index' column will have values 1, 2, ..., N, where N is the number of spike events. The number of electrodes for each spike event should be the same within a given unit. The 'electrodes' column should be used to indicate which electrodes are associated with each unit, and the order of the waveforms within a given unit x spike event should be in the same order as the electrodes referenced in the 'electrodes' column of this table. The number of samples for each waveform must be the same.","name":"waveforms","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"doc":"Index into the waveforms dataset. One value for every spike event. See 'waveforms' for more detail.","name":"waveforms_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Index into the waveforms_index dataset. One value for every unit (row in the table). See 'waveforms' for more detail.","name":"waveforms_index_index","quantity":"?","neurodata_type_inc":"VectorIndex"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units"}]}f{"groups":[{"datasets":[{"shape":[[null],[null,1],[null,2],[null,3]],"dims":[["num_times"],["num_times","x"],["num_times","x,y"],["num_times","x,y,z"]],"dtype":"numeric","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","required":false,"dtype":"text","default_value":"meters"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description defining what exactly 'straight-ahead' means.","name":"reference_frame","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries"},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]} {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Applied power for optogenetic stimulus, in watts.","name":"data","attributes":[{"doc":"Unit of measurement for data, which is fixed to 'watts'.","name":"unit","dtype":"text","value":"watts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","name":"site","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries"},{"datasets":[{"dtype":"text","doc":"Description of stimulation site.","name":"description"},{"dtype":"float32","doc":"Excitation wavelength, in nm.","name":"excitation_lambda"},{"dtype":"text","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location"}],"links":[{"doc":"Device that generated the stimulus.","name":"device","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]}( ''SNOD(H08Xк'nwb.basenwb.devicenwb.epochnwb.imagenwb.filenwb.miscnwb.behaviornwb.ecephysnwb.icephysnwb.ogennwb.ophysnwb.retinotopynamespace'(GCOL<{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","doc":"Recorded voltage data.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion', followed by 'channel_conversion' (if present), and then add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"},{"shape":[null],"dims":["num_channels"],"dtype":"float32","doc":"Channel-specific conversion factor. Multiply the data in the 'data' dataset by these values along the channel axis (as indicated by axis attribute) AND by the global conversion factor in the 'conversion' attribute of 'data' to get the data values in Volts, i.e, data in Volts = data * data.conversion * channel_conversion. This approach allows for both global and per-channel data conversion factors needed to support the storage of electrical recordings as native values generated by data acquisition systems. If this dataset is not present, then there is no channel-specific conversion factor, i.e. it is 1 for all channels.","name":"channel_conversion","quantity":"?","attributes":[{"doc":"The zero-indexed axis of the 'data' dataset that the channel-specific conversion factor corresponds to. This value is fixed to 1.","name":"axis","dtype":"int32","value":1}]}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"doc":"Filtering applied to all channels of the data. For example, if this ElectricalSeries represents high-pass-filtered data (also known as AP Band), then this value could be \"High-pass 4-pole Bessel filter at 500 Hz\". If this ElectricalSeries represents low-pass-filtered LFP data and the type of filter is unknown, then this value could be \"Low-pass filter at 300 Hz\". If a non-standard filter type is used, provide as much detail about the filter properties as possible.","name":"filtering","required":false,"dtype":"text"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","doc":"Spike waveforms.","name":"data","attributes":[{"doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","name":"timestamps","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries"},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of features (eg, ''PC1'') for each of the extracted features.","name":"description"},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","doc":"Multi-dimensional array of features extracted from each event.","name":"features"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of events that features correspond to (can be a link).","name":"times"},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values.","name":"detection_method"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data.","name":"source_idx"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Timestamps of events, in seconds.","name":"times","attributes":[{"doc":"Unit of measurement for event times, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"links":[{"doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","name":"source_electricalseries","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"datasets":[{"dtype":[{"doc":"x coordinate","name":"x","dtype":"float32"},{"doc":"y coordinate","name":"y","dtype":"float32"},{"doc":"z coordinate","name":"z","dtype":"float32"}],"doc":"stereotaxic or common framework coordinates","name":"position","quantity":"?"}],"links":[{"doc":"Link to the device that was used to record from this electrode group.","name":"device","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"doc":"Description of this electrode group.","name":"description","dtype":"text"},{"doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, etc. Use standard atlas names for anatomical regions when possible.","name":"location","dtype":"text"}]},{"datasets":[{"dtype":"text","doc":"Filtering applied to data before generating mean/sd","name":"waveform_filtering"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)","name":"waveform_mean"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"Stdev of waveforms for each cluster, using the same indices as in mean","name":"waveform_sd"}],"links":[{"doc":"Link to Clustering interface that was the source of the clustered data","name":"clustering_interface","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)","name":"description"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Cluster number of each event","name":"num"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric).","name":"peak_over_rms"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module.","name":"times"}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}f{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Recorded voltage or current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Gain of the recording, in units Volt/Amp (v-clamp) or Volt/Volt (c-clamp).","name":"gain","quantity":"?"}],"links":[{"doc":"Link to IntracellularElectrode object that describes the electrode that was used to apply or record this data.","name":"electrode","target_type":"IntracellularElectrode"}],"doc":"An abstract base class for patch-clamp data - stimulus or response, current or voltage.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"doc":"Protocol/stimulus name for this patch-clamp dataset.","name":"stimulus_description","dtype":"text"},{"doc":"Sweep number, allows to group different PatchClampSeries together.","name":"sweep_number","required":false,"dtype":"uint32"}]},{"datasets":[{"doc":"Recorded voltage.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Bias current, in amps.","name":"bias_current","quantity":"?"},{"dtype":"float32","doc":"Bridge balance, in ohms.","name":"bridge_balance","quantity":"?"},{"dtype":"float32","doc":"Capacitance compensation, in farads.","name":"capacitance_compensation","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries"},{"datasets":[{"dtype":"float32","doc":"Bias current, in amps, fixed to 0.0.","name":"bias_current"},{"dtype":"float32","doc":"Bridge balance, in ohms, fixed to 0.0.","name":"bridge_balance"},{"dtype":"float32","doc":"Capacitance compensation, in farads, fixed to 0.0.","name":"capacitance_compensation"}],"doc":"Voltage data from an intracellular recording when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"doc":"An IZeroClampSeries has no stimulus, so this attribute is automatically set to \"N/A\"","name":"stimulus_description","dtype":"text","value":"N/A"}]},{"datasets":[{"doc":"Stimulus current applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stimulus current applied during current clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampStimulusSeries"},{"datasets":[{"doc":"Recorded current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Fast capacitance, in farads.","name":"capacitance_fast","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Slow capacitance, in farads.","name":"capacitance_slow","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Resistance compensation bandwidth, in hertz.","name":"resistance_comp_bandwidth","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_bandwidth, which is fixed to 'hertz'.","name":"unit","dtype":"text","value":"hertz"}]},{"dtype":"float32","doc":"Resistance compensation correction, in percent.","name":"resistance_comp_correction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_correction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Resistance compensation prediction, in percent.","name":"resistance_comp_prediction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_prediction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Whole cell capacitance compensation, in farads.","name":"whole_cell_capacitance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_capacitance_comp, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Whole cell series resistance compensation, in ohms.","name":"whole_cell_series_resistance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_series_resistance_comp, which is fixed to 'ohms'.","name":"unit","dtype":"text","value":"ohms"}]}],"doc":"Current data from an intracellular voltage-clamp recording. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampSeries"},{"datasets":[{"doc":"Stimulus voltage applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stimulus voltage applied during a voltage clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampStimulusSeries"},{"datasets":[{"dtype":"text","doc":"unique ID of the cell","name":"cell_id","quantity":"?"},{"dtype":"text","doc":"Description of electrode (e.g., whole-cell, sharp, etc.).","name":"description"},{"dtype":"text","doc":"Electrode specific filtering.","name":"filtering","quantity":"?"},{"dtype":"text","doc":"Initial access resistance.","name":"initial_access_resistance","quantity":"?"},{"dtype":"text","doc":"Location of the electrode. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","quantity":"?"},{"dtype":"text","doc":"Electrode resistance, in ohms.","name":"resistance","quantity":"?"},{"dtype":"text","doc":"Information about seal used for recording.","name":"seal","quantity":"?"},{"dtype":"text","doc":"Information about slice used for recording.","name":"slice","quantity":"?"}],"links":[{"doc":"Device that was used to record from this electrode.","name":"device","target_type":"Device"}],"doc":"An intracellular electrode and its metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"IntracellularElectrode"},{"datasets":[{"dtype":"uint32","doc":"Sweep number of the PatchClampSeries in that row.","name":"sweep_number","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"PatchClampSeries","reftype":"object"},"doc":"The PatchClampSeries with the sweep number in that row.","name":"series","neurodata_type_inc":"VectorData"},{"doc":"Index for series.","name":"series_index","neurodata_type_inc":"VectorIndex"}],"doc":"[DEPRECATED] Table used to group different PatchClampSeries. SweepTable is being replaced by IntracellularRecordingsTable and SimultaneousRecordingsTable tables. Additional SequentialRecordingsTable, RepetitionsTable, and ExperimentalConditions tables provide enhanced support for experiment metadata.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SweepTable"},{"datasets":[{"dtype":{"target_type":"IntracellularElectrode","reftype":"object"},"doc":"Column for storing the reference to the intracellular electrode.","name":"electrode","neurodata_type_inc":"VectorData"}],"doc":"Table for storing intracellular electrode related metadata.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"IntracellularElectrodesTable","attributes":[{"doc":"Description of what is in this dynamic table.","name":"description","dtype":"text","value":"Table for storing intracellular electrode related metadata."}]},{"datasets":[{"doc":"Column storing the reference to the recorded stimulus for the recording (rows).","name":"stimulus","neurodata_type_inc":"TimeSeriesReferenceVectorData"}],"doc":"Table for storing intracellular stimulus related metadata.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"IntracellularStimuliTable","attributes":[{"doc":"Description of what is in this dynamic table.","name":"description","dtype":"text","value":"Table for storing intracellular stimulus related metadata."}]},{"datasets":[{"doc":"Column storing the reference to the recorded response for the recording (rows)","name":"response","neurodata_type_inc":"TimeSeriesReferenceVectorData"}],"doc":"Table for storing intracellular response related metadata.","neurodata_type_inc":"DynamicTable","neurodata_type_def":"IntracellularResponsesTable","attributes":[{"doc":"Description of what is in this dynamic table.","name":"description","dtype":"text","value":"Table for storing intracellular response related metadata."}]},{"groups":[{"doc":"Table for storing intracellular electrode related metadata.","name":"electrodes","neurodata_type_inc":"IntracellularElectrodesTable"},{"doc":"Table for storing intracellular stimulus related metadata.","name":"stimuli","neurodata_type_inc":"IntracellularStimuliTable"},{"doc":"Table for storing intracellular response related metadata.","name":"responses","neurodata_type_inc":"IntracellularResponsesTable"}],"doc":"A table to group together a stimulus and response from a single electrode and a single simultaneous recording. Each row in the table represents a single recording consisting typically of a stimulus and a corresponding response. In some cases, however, only a stimulus or a response is recorded as part of an experiment. In this case, both the stimulus and response will point to the same TimeSeries while the idx_start and count of the invalid column will be set to -1, thus, indicating that no values have been recorded for the stimulus or response, respectively. Note, a recording MUST contain at least a stimulus or a response. Typically the stimulus and response are PatchClampSeries. However, the use of AD/DA channels that are not associated to an electrode is also common in intracellular electrophysiology, in which case other TimeSeries may be used.","name":"intracellular_recordings","neurodata_type_inc":"AlignedDynamicTable","neurodata_type_def":"IntracellularRecordingsTable","attributes":[{"doc":"Description of the contents of this table. Inherited from AlignedDynamicTable and overwritten here to fix the value of the attribute.","name":"description","dtype":"text","value":"A table to group together a stimulus and response from a single electrode and a single simultaneous recording and for storing metadata about the intracellular recording."}]},{"datasets":[{"doc":"A reference to one or more rows in the IntracellularRecordingsTable table.","name":"recordings","neurodata_type_inc":"DynamicTableRegion","attributes":[{"doc":"Reference to the IntracellularRecordingsTable table that this table region applies to. This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here.","name":"table","dtype":{"target_type":"IntracellularRecordingsTable","reftype":"object"}}]},{"doc":"Index dataset for the recordings column.","name":"recordings_index","neurodata_type_inc":"VectorIndex"}],"doc":"A table for grouping different intracellular recordings from the IntracellularRecordingsTable table together that were recorded simultaneously from different electrodes.","name":"simultaneous_recordings","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SimultaneousRecordingsTable"},{"datasets":[{"doc":"A reference to one or more rows in the SimultaneousRecordingsTable table.","name":"simultaneous_recordings","neurodata_type_inc":"DynamicTableRegion","attributes":[{"doc":"Reference to the SimultaneousRecordingsTable table that this table region applies to. This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here.","name":"table","dtype":{"target_type":"SimultaneousRecordingsTable","reftype":"object"}}]},{"doc":"Index dataset for the simultaneous_recordings column.","name":"simultaneous_recordings_index","neurodata_type_inc":"VectorIndex"},{"dtype":"text","doc":"The type of stimulus used for the sequential recording.","name":"stimulus_type","neurodata_type_inc":"VectorData"}],"doc":"A table for grouping different sequential recordings from the SimultaneousRecordingsTable table together. This is typically used to group together sequential recordings where a sequence of stimuli of the same type with varying parameters have been presented in a sequence.","name":"sequential_recordings","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SequentialRecordingsTable"},{"datasets":[{"doc":"A reference to one or more rows in the SequentialRecordingsTable table.","name":"sequential_recordings","neurodata_type_inc":"DynamicTableRegion","attributes":[{"doc":"Reference to the SequentialRecordingsTable table that this table region applies to. This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here.","name":"table","dtype":{"target_type":"SequentialRecordingsTable","reftype":"object"}}]},{"doc":"Index dataset for the sequential_recordings column.","name":"sequential_recordings_index","neurodata_type_inc":"VectorIndex"}],"doc":"A table for grouping different sequential intracellular recordings together. With each SequentialRecording typically representing a particular type of stimulus, the RepetitionsTable table is typically used to group sets of stimuli applied in sequence.","name":"repetitions","neurodata_type_inc":"DynamicTable","neurodata_type_def":"RepetitionsTable"},{"datasets":[{"doc":"A reference to one or more rows in the RepetitionsTable table.","name":"repetitions","neurodata_type_inc":"DynamicTableRegion","attributes":[{"doc":"Reference to the RepetitionsTable table that this table region applies to. This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here.","name":"table","dtype":{"target_type":"RepetitionsTable","reftype":"object"}}]},{"doc":"Index dataset for the repetitions column.","name":"repetitions_index","neurodata_type_inc":"VectorIndex"}],"doc":"A table for grouping different intracellular recording repetitions together that belong to the same experimental condition.","name":"experimental_conditions","neurodata_type_inc":"DynamicTable","neurodata_type_def":"ExperimentalConditionsTable"}]}GCOL0h3{"groups":[{"datasets":[{"shape":[[2],[3]],"dims":[["width|height"],["width|height|depth"]],"dtype":"float32","doc":"Width, height and depth of image, or imaged area, in meters.","name":"field_of_view","quantity":"?"}],"links":[{"doc":"Link to ImagingPlane object from which this TimeSeries data was generated.","name":"imaging_plane","target_type":"ImagingPlane"}],"doc":"Image stack recorded over time from 2-photon microscope.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"TwoPhotonSeries","attributes":[{"doc":"Photomultiplier gain.","name":"pmt_gain","required":false,"dtype":"float32"},{"doc":"Lines imaged per second. This is also stored in /general/optophysiology but is kept here as it is useful information for analysis, and so good to be stored w/ the actual data.","name":"scan_line_rate","required":false,"dtype":"float32"}]},{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_ROIs"]],"dtype":"numeric","doc":"Signals from ROIs.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"doc":"DynamicTableRegion referencing into an ROITable containing information on the ROIs stored in this timeseries.","name":"rois","neurodata_type_inc":"DynamicTableRegion"}],"doc":"ROI responses over an imaging plane. The first dimension represents time. The second dimension, if present, represents ROIs.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"RoiResponseSeries"},{"groups":[{"doc":"RoiResponseSeries object(s) containing dF/F for a ROI.","quantity":"+","neurodata_type_inc":"RoiResponseSeries"}],"doc":"dF/F information about a region of interest (ROI). Storage hierarchy of dF/F should be the same as for segmentation (i.e., same names for ROIs and for image planes).","default_name":"DfOverF","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"DfOverF"},{"groups":[{"doc":"RoiResponseSeries object(s) containing fluorescence data for a ROI.","quantity":"+","neurodata_type_inc":"RoiResponseSeries"}],"doc":"Fluorescence information about a region of interest (ROI). Storage hierarchy of fluorescence should be the same as for segmentation (ie, same names for ROIs and for image planes).","default_name":"Fluorescence","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Fluorescence"},{"groups":[{"doc":"Results from image segmentation of a specific imaging plane.","quantity":"+","neurodata_type_inc":"PlaneSegmentation"}],"doc":"Stores pixels in an image that represent different regions of interest (ROIs) or masks. All segmentation for a given imaging plane is stored together, with storage for multiple imaging planes (masks) supported. Each ROI is stored in its own subgroup, with the ROI group containing both a 2D mask and a list of pixels that make up this mask. Segments can also be used for masking neuropil. 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The first dimension of those arrays is always time.","name":"idx_start","dtype":"int32"},{"doc":"Number of data samples available in this time series, during this epoch","name":"count","dtype":"int32"},{"doc":"The TimeSeries that this index applies to","name":"timeseries","dtype":{"target_type":"TimeSeries","reftype":"object"}}],"doc":"Column storing references to a TimeSeries (rows). For each TimeSeries this VectorData column stores the start_index and count to indicate the range in time to be selected as well as an object reference to the TimeSeries.","default_name":"timeseries","neurodata_type_inc":"VectorData","neurodata_type_def":"TimeSeriesReferenceVectorData"},{"shape":[[null,null],[null,null,3],[null,null,4]],"dims":[["x","y"],["x","y","r, g, b"],["x","y","r, g, b, a"]],"dtype":"numeric","doc":"An abstract data type for an image. Shape can be 2-D (x, y), or 3-D where the third dimension can have three or four elements, e.g. (x, y, (r, g, b)) or (x, y, (r, g, b, a)).","neurodata_type_inc":"NWBData","neurodata_type_def":"Image","attributes":[{"doc":"Pixel resolution of the image, in pixels per centimeter.","name":"resolution","required":false,"dtype":"float32"},{"doc":"Description of the image.","name":"description","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_images"],"dtype":{"target_type":"Image","reftype":"object"},"doc":"Ordered dataset of references to Image objects.","neurodata_type_inc":"NWBData","neurodata_type_def":"ImageReferences"}],"groups":[{"doc":"An abstract data type for a generic container storing collections of data and metadata. Base type for all data and metadata containers.","neurodata_type_inc":"Container","neurodata_type_def":"NWBContainer"},{"doc":"An abstract data type for a generic container storing collections of data, as opposed to metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBDataInterface"},{"groups":[{"doc":"Lab-specific time and sync information as provided directly from hardware devices and that is necessary for aligning all acquired time information to a common timebase. The timestamp array stores time in the common timebase. This group will usually only be populated in TimeSeries that are stored external to the NWB file, in files storing raw data. Once timestamp data is calculated, the contents of 'sync' are mostly for archival purposes.","name":"sync","quantity":"?"}],"datasets":[{"shape":[[null],[null,null],[null,null,null],[null,null,null,null]],"dims":[["num_times"],["num_times","num_DIM2"],["num_times","num_DIM2","num_DIM3"],["num_times","num_DIM2","num_DIM3","num_DIM4"]],"doc":"Data values. Data can be in 1-D, 2-D, 3-D, or 4-D. The first dimension should always represent time. This can also be used to store binary data (e.g., image frames). This can also be a link to data stored in an external file.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float64","doc":"Timestamp of the first sample in seconds. When timestamps are uniformly spaced, the timestamp of the first sample can be specified and all subsequent ones calculated from the sampling rate attribute.","name":"starting_time","quantity":"?","attributes":[{"doc":"Sampling rate, in Hz.","name":"rate","dtype":"float32"},{"doc":"Unit of measurement for time, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time.","name":"timestamps","quantity":"?","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"uint8","doc":"Numerical labels that apply to each time point in data for the purpose of querying and slicing data by these values. If present, the length of this array should be the same size as the first dimension of data.","name":"control","quantity":"?"},{"shape":[null],"dims":["num_control_values"],"dtype":"text","doc":"Description of each control value. Must be present if control is present. If present, control_description[0] should describe time points where control == 0.","name":"control_description","quantity":"?"}],"doc":"General purpose time series.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"TimeSeries","attributes":[{"doc":"Description of the time series.","name":"description","required":false,"dtype":"text","default_value":"no description"},{"doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","name":"comments","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"Data objects stored in this collection.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tables stored in this collection.","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"A collection of processed data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ProcessingModule","attributes":[{"doc":"Description of this collection of processed data.","name":"description","dtype":"text"}]},{"datasets":[{"doc":"Images stored in this collection.","quantity":"+","neurodata_type_inc":"Image"},{"doc":"Ordered dataset of references to Image objects stored in the parent group. Each Image object in the Images group should be stored once and only once, so the dataset should have the same length as the number of images.","name":"order_of_images","quantity":"?","neurodata_type_inc":"ImageReferences"}],"doc":"A collection of images with an optional way to specify the order of the images using the \"order_of_images\" dataset. An order must be specified if the images are referenced by index, e.g., from an IndexSeries.","default_name":"Images","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Images","attributes":[{"doc":"Description of this collection of images.","name":"description","dtype":"text"}]}]}xHEAPX0.1.0Hhdmf-commonhdmf-experimentalcorendx-testextension`GCOL>/{"datasets":[{"shape":[null,null],"dims":["x","y"],"dtype":"numeric","doc":"A grayscale image.","neurodata_type_inc":"Image","neurodata_type_def":"GrayscaleImage"},{"shape":[null,null,3],"dims":["x","y","r, g, b"],"dtype":"numeric","doc":"A color image.","neurodata_type_inc":"Image","neurodata_type_def":"RGBImage"},{"shape":[null,null,4],"dims":["x","y","r, g, b, a"],"dtype":"numeric","doc":"A color image with transparency.","neurodata_type_inc":"Image","neurodata_type_def":"RGBAImage"}],"groups":[{"datasets":[{"shape":[[null,null,null],[null,null,null,null]],"dims":[["frame","x","y"],["frame","x","y","z"]],"dtype":"numeric","doc":"Binary data representing images across frames. If data are stored in an external file, this should be an empty 3D array.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["rank"],"dtype":"int32","doc":"Number of pixels on x, y, (and z) axes.","name":"dimension","quantity":"?"},{"shape":[null],"dims":["num_files"],"dtype":"text","doc":"Paths to one or more external file(s). The field is only present if format='external'. This is only relevant if the image series is stored in the file system as one or more image file(s). This field should NOT be used if the image is stored in another NWB file and that file is linked to this file.","name":"external_file","quantity":"?","attributes":[{"doc":"Each external image may contain one or more consecutive frames of the full ImageSeries. This attribute serves as an index to indicate which frames each file contains, to faciliate random access. The 'starting_frame' attribute, hence, contains a list of frame numbers within the full ImageSeries of the first frame of each file listed in the parent 'external_file' dataset. Zero-based indexing is used (hence, the first element will always be zero). For example, if the 'external_file' dataset has three paths to files and the first file has 5 frames, the second file has 10 frames, and the third file has 20 frames, then this attribute will have values [0, 5, 15]. If there is a single external file that holds all of the frames of the ImageSeries (and so there is a single element in the 'external_file' dataset), then this attribute should have value [0].","name":"starting_frame","dtype":"int32","shape":[null],"dims":["num_files"]}]},{"dtype":"text","doc":"Format of image. If this is 'external', then the attribute 'external_file' contains the path information to the image files. If this is 'raw', then the raw (single-channel) binary data is stored in the 'data' dataset. If this attribute is not present, then the default format='raw' case is assumed.","name":"format","quantity":"?","default_value":"raw"}],"links":[{"doc":"Link to the Device object that was used to capture these images.","name":"device","target_type":"Device","quantity":"?"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the file in a raw format while other times it will be stored as a series of external image files in the host file system. The data field will either be binary data, if the data is stored in the NWB file, or empty, if the data is stored in an external image stack. [frame][x][y] or [frame][x][y][z].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries"},{"links":[{"doc":"Link to ImageSeries object that this image mask is applied to.","name":"masked_imageseries","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The 'data' array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries"},{"datasets":[{"dtype":"float32","doc":"Distance from camera/monitor to target/eye.","name":"distance","quantity":"?"},{"shape":[[2],[3]],"dims":[["width, height"],["width, height, depth"]],"dtype":"float32","doc":"Width, height and depth of image, or imaged area, in meters.","name":"field_of_view","quantity":"?"},{"shape":[[null,null,null],[null,null,null,3]],"dims":[["frame","x","y"],["frame","x","y","r, g, b"]],"dtype":"numeric","doc":"Images presented to subject, either grayscale or RGB","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference.","name":"orientation","quantity":"?"}],"doc":"Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"uint32","doc":"Index of the image (using zero-indexing) in the linked Images object.","name":"data","attributes":[{"doc":"This field is unused by IndexSeries.","name":"conversion","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries.","name":"resolution","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries.","name":"offset","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries and has the value N/A.","name":"unit","dtype":"text","value":"N/A"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to ImageSeries object containing images that are indexed. Use of this link is discouraged and will be deprecated. Link to an Images type instead.","name":"indexed_timeseries","target_type":"ImageSeries","quantity":"?"},{"doc":"Link to Images object containing an ordered set of images that are indexed. The Images object must contain a 'ordered_images' dataset specifying the order of the images in the Images type.","name":"indexed_images","target_type":"Images","quantity":"?"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the IndexSeries is to allow a static image stack to be stored in an Images object, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced Images object, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries"}]}J{"datasets":[{"doc":"Any one-off datasets","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"doc":"Any notes the user has about the dataset being stored","name":"notes","dtype":"text"}]}],"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tabular data that is relevent to acquisition","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis.","name":"acquisition"},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Tabular data that is relevent to data stored in analysis","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs.","name":"analysis"},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Any one-off tables","quantity":"*","neurodata_type_inc":"DynamicTable"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"ScratchData"}],"doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","name":"scratch","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis.","name":"processing"},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"Stimuli presented during the experiment.","name":"presentation"},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"},{"doc":"Images objects containing images of presented stimuli.","quantity":"*","neurodata_type_inc":"Images"}],"doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame.","name":"templates"}],"doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file.","name":"stimulus"},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"LabMetaData"},{"groups":[{"doc":"Data acquisition devices.","quantity":"*","neurodata_type_inc":"Device"}],"doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","name":"devices","quantity":"?"},{"doc":"Information about the animal or person from which the data was measured.","name":"subject","quantity":"?","neurodata_type_inc":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float32","doc":"x coordinate of the channel location in the brain (+x is posterior).","name":"x","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate of the channel location in the brain (+y is inferior).","name":"y","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate of the channel location in the brain (+z is right).","name":"z","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Impedance of the channel, in ohms.","name":"imp","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Description of hardware filtering, including the filter name and frequency cutoffs.","name":"filtering","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Reference to the ElectrodeGroup this electrode is a part of.","name":"group","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Name of the ElectrodeGroup this electrode is a part of.","name":"group_name","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"x coordinate in electrode group","name":"rel_x","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate in electrode group","name":"rel_y","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate in electrode group","name":"rel_z","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Description of the reference electrode and/or reference scheme used for this electrode, e.g., \"stainless steel skull screw\" or \"online common average referencing\".","name":"reference","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"A table of all electrodes (i.e. channels) used for recording.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTable"}],"doc":"Metadata related to extracellular electrophysiology.","name":"extracellular_ephys","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"doc":"[DEPRECATED] Table used to group different PatchClampSeries. SweepTable is being replaced by IntracellularRecordingsTable and SimultaneousRecordingsTable tabels. Additional SequentialRecordingsTable, RepetitionsTable and ExperimentalConditions tables provide enhanced support for experiment metadata.","name":"sweep_table","quantity":"?","neurodata_type_inc":"SweepTable"},{"doc":"A table to group together a stimulus and response from a single electrode and a single simultaneous recording. Each row in the table represents a single recording consisting typically of a stimulus and a corresponding response. In some cases, however, only a stimulus or a response are recorded as as part of an experiment. In this case both, the stimulus and response will point to the same TimeSeries while the idx_start and count of the invalid column will be set to -1, thus, indicating that no values have been recorded for the stimulus or response, respectively. Note, a recording MUST contain at least a stimulus or a response. Typically the stimulus and response are PatchClampSeries. However, the use of AD/DA channels that are not associated to an electrode is also common in intracellular electrophysiology, in which case other TimeSeries may be used.","name":"intracellular_recordings","quantity":"?","neurodata_type_inc":"IntracellularRecordingsTable"},{"doc":"A table for grouping different intracellular recordings from the IntracellularRecordingsTable table together that were recorded simultaneously from different electrodes","name":"simultaneous_recordings","quantity":"?","neurodata_type_inc":"SimultaneousRecordingsTable"},{"doc":"A table for grouping different sequential recordings from the SimultaneousRecordingsTable table together. This is typically used to group together sequential recordings where the a sequence of stimuli of the same type with varying parameters have been presented in a sequence.","name":"sequential_recordings","quantity":"?","neurodata_type_inc":"SequentialRecordingsTable"},{"doc":"A table for grouping different sequential intracellular recordings together. With each SequentialRecording typically representing a particular type of stimulus, the RepetitionsTable table is typically used to group sets of stimuli applied in sequence.","name":"repetitions","quantity":"?","neurodata_type_inc":"RepetitionsTable"},{"doc":"A table for grouping different intracellular recording repetitions together that belong to the same experimental experimental_conditions.","name":"experimental_conditions","quantity":"?","neurodata_type_inc":"ExperimentalConditionsTable"}],"datasets":[{"dtype":"text","doc":"[DEPRECATED] Use IntracellularElectrode.filtering instead. Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","name":"filtering","quantity":"?"}],"doc":"Metadata related to intracellular electrophysiology.","name":"intracellular_ephys","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"doc":"Metadata describing optogenetic stimuluation.","name":"optogenetics","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"doc":"Metadata related to optophysiology.","name":"optophysiology","quantity":"?"}],"datasets":[{"dtype":"text","doc":"Notes about data collection and analysis.","name":"data_collection","quantity":"?"},{"dtype":"text","doc":"General description of the experiment.","name":"experiment_description","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","name":"experimenter","quantity":"?"},{"dtype":"text","doc":"Institution(s) where experiment was performed.","name":"institution","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","doc":"Terms to search over.","name":"keywords","quantity":"?"},{"dtype":"text","doc":"Laboratory where experiment was performed.","name":"lab","quantity":"?"},{"dtype":"text","doc":"Notes about the experiment.","name":"notes","quantity":"?"},{"dtype":"text","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","name":"pharmacology","quantity":"?"},{"dtype":"text","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","name":"protocol","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","doc":"Publication information. PMID, DOI, URL, etc.","name":"related_publications","quantity":"?"},{"dtype":"text","doc":"Lab-specific ID for the session.","name":"session_id","quantity":"?"},{"dtype":"text","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","name":"slices","quantity":"?"},{"dtype":"text","doc":"Script file or link to public source code used to create this NWB file.","name":"source_script","quantity":"?","attributes":[{"doc":"Name of script file.","name":"file_name","dtype":"text"}]},{"dtype":"text","doc":"Notes about stimuli, such as how and where they were presented.","name":"stimulus","quantity":"?"},{"dtype":"text","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","name":"surgery","quantity":"?"},{"dtype":"text","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","name":"virus","quantity":"?"}],"doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them.","name":"general"},{"groups":[{"doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","name":"epochs","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Repeated experimental events that have a logical grouping.","name":"trials","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Time intervals that should be removed from analysis.","name":"invalid_times","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","name":"intervals","quantity":"?"},{"doc":"Data about sorted spike units.","name":"units","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array.","name":"file_create_date"},{"dtype":"text","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files.","name":"identifier"},{"dtype":"text","doc":"A description of the experimental session and data in the file.","name":"session_description"},{"dtype":"isodatetime","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds.","name":"session_start_time"},{"dtype":"isodatetime","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero).","name":"timestamps_reference_time"}],"doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","name":"root","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","name":"nwb_version","dtype":"text","value":"2.5.0"}]},{"doc":"Lab-specific meta-data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"datasets":[{"dtype":"text","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","name":"age","quantity":"?"},{"dtype":"isodatetime","doc":"Date of birth of subject. Can be supplied instead of 'age'.","name":"date_of_birth","quantity":"?"},{"dtype":"text","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","name":"description","quantity":"?"},{"dtype":"text","doc":"Genetic strain. If absent, assume Wild Type (WT).","name":"genotype","quantity":"?"},{"dtype":"text","doc":"Gender of subject.","name":"sex","quantity":"?"},{"dtype":"text","doc":"Species of subject.","name":"species","quantity":"?"},{"dtype":"text","doc":"Strain of subject.","name":"strain","quantity":"?"},{"dtype":"text","doc":"ID of animal/person used/participating in experiment (lab convention).","name":"subject_id","quantity":"?"},{"dtype":"text","doc":"Weight at time of experiment, at time of surgery and at other important times.","name":"weight","quantity":"?"}],"doc":"Information about the animal or person from which the data was measured.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"}]}~H{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","doc":"Values of each feature at each time.","name":"data","attributes":[{"doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","name":"unit","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Units of each feature.","name":"feature_units","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of the features represented in TimeSeries::data.","name":"features"}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","doc":"Annotations made during an experiment.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","doc":"Use values >0 if interval started, <0 if interval ended.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries"},{"groups":[{"datasets":[{"dtype":"text","doc":"Name of the band, e.g. theta.","name":"band_name","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float32","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","name":"band_limits","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The mean Gaussian filters, in Hz.","name":"band_mean","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The standard deviation of Gaussian filters, in Hz.","name":"band_stdev","neurodata_type_inc":"VectorData"}],"doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","name":"bands","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","doc":"Data decomposed into frequency bands.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","required":false,"dtype":"text","default_value":"no unit"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"The metric used, e.g. phase, amplitude, power.","name":"metric"},{"doc":"DynamicTableRegion pointer to the channels that this decomposition series was generated from.","name":"source_channels","quantity":"?","neurodata_type_inc":"DynamicTableRegion"}],"links":[{"doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","name":"source_timeseries","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries"},{"datasets":[{"doc":"Index into the spike_times dataset.","name":"spike_times_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"float64","doc":"Spike times for each unit.","name":"spike_times","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"The smallest possible difference between two spike times. Usually 1 divided by the acquisition sampling rate from which spike times were extracted, but could be larger if the acquisition time series was downsampled or smaller if the acquisition time series was smoothed/interpolated and it is possible for the spike time to be between samples.","name":"resolution","required":false,"dtype":"float64"}]},{"doc":"Index into the obs_intervals dataset.","name":"obs_intervals_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"float64","doc":"Observation intervals for each unit.","name":"obs_intervals","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index into electrodes.","name":"electrodes_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Electrode group that each spike unit came from.","name":"electrode_group","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform mean for each spike unit.","name":"waveform_mean","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform standard deviation for each spike unit.","name":"waveform_sd","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[null,null],"dims":["num_waveforms","num_samples"],"dtype":"numeric","doc":"Individual waveforms for each spike on each electrode. This is a doubly indexed column. The 'waveforms_index' column indexes which waveforms in this column belong to the same spike event for a given unit, where each waveform was recorded from a different electrode. The 'waveforms_index_index' column indexes the 'waveforms_index' column to indicate which spike events belong to a given unit. For example, if the 'waveforms_index_index' column has values [2, 5, 6], then the first 2 elements of the 'waveforms_index' column correspond to the 2 spike events of the first unit, the next 3 elements of the 'waveforms_index' column correspond to the 3 spike events of the second unit, and the next 1 element of the 'waveforms_index' column corresponds to the 1 spike event of the third unit. If the 'waveforms_index' column has values [3, 6, 8, 10, 12, 13], then the first 3 elements of the 'waveforms' column contain the 3 spike waveforms that were recorded from 3 different electrodes for the first spike time of the first unit. See https://nwb-schema.readthedocs.io/en/stable/format_description.html#doubly-ragged-arrays for a graphical representation of this example. When there is only one electrode for each unit (i.e., each spike time is associated with a single waveform), then the 'waveforms_index' column will have values 1, 2, ..., N, where N is the number of spike events. The number of electrodes for each spike event should be the same within a given unit. The 'electrodes' column should be used to indicate which electrodes are associated with each unit, and the order of the waveforms within a given unit x spike event should be in the same order as the electrodes referenced in the 'electrodes' column of this table. The number of samples for each waveform must be the same.","name":"waveforms","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"doc":"Index into the waveforms dataset. One value for every spike event. See 'waveforms' for more detail.","name":"waveforms_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Index into the waveforms_index dataset. One value for every unit (row in the table). See 'waveforms' for more detail.","name":"waveforms_index_index","quantity":"?","neurodata_type_inc":"VectorIndex"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units"}]}f{"groups":[{"datasets":[{"shape":[[null],[null,1],[null,2],[null,3]],"dims":[["num_times"],["num_times","x"],["num_times","x,y"],["num_times","x,y,z"]],"dtype":"numeric","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","required":false,"dtype":"text","default_value":"meters"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description defining what exactly 'straight-ahead' means.","name":"reference_frame","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries"},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]} {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Applied power for optogenetic stimulus, in watts.","name":"data","attributes":[{"doc":"Unit of measurement for data, which is fixed to 'watts'.","name":"unit","dtype":"text","value":"watts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","name":"site","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries"},{"datasets":[{"dtype":"text","doc":"Description of stimulation site.","name":"description"},{"dtype":"float32","doc":"Excitation wavelength, in nm.","name":"excitation_lambda"},{"dtype":"text","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location"}],"links":[{"doc":"Device that generated the stimulus.","name":"device","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]}( SNOD(H 8Xxnwb.basenwb.devicenwb.epochnwb.imagenwb.filenwb.miscnwb.behaviornwb.ecephysnwb.icephysnwb.ogennwb.ophysnwb.retinotopynamespaceGCOL<{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","doc":"Recorded voltage data.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion', followed by 'channel_conversion' (if present), and then add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"},{"shape":[null],"dims":["num_channels"],"dtype":"float32","doc":"Channel-specific conversion factor. Multiply the data in the 'data' dataset by these values along the channel axis (as indicated by axis attribute) AND by the global conversion factor in the 'conversion' attribute of 'data' to get the data values in Volts, i.e, data in Volts = data * data.conversion * channel_conversion. This approach allows for both global and per-channel data conversion factors needed to support the storage of electrical recordings as native values generated by data acquisition systems. If this dataset is not present, then there is no channel-specific conversion factor, i.e. it is 1 for all channels.","name":"channel_conversion","quantity":"?","attributes":[{"doc":"The zero-indexed axis of the 'data' dataset that the channel-specific conversion factor corresponds to. This value is fixed to 1.","name":"axis","dtype":"int32","value":1}]}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"doc":"Filtering applied to all channels of the data. For example, if this ElectricalSeries represents high-pass-filtered data (also known as AP Band), then this value could be \"High-pass 4-pole Bessel filter at 500 Hz\". If this ElectricalSeries represents low-pass-filtered LFP data and the type of filter is unknown, then this value could be \"Low-pass filter at 300 Hz\". If a non-standard filter type is used, provide as much detail about the filter properties as possible.","name":"filtering","required":false,"dtype":"text"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","doc":"Spike waveforms.","name":"data","attributes":[{"doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","name":"timestamps","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries"},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of features (eg, ''PC1'') for each of the extracted features.","name":"description"},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","doc":"Multi-dimensional array of features extracted from each event.","name":"features"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of events that features correspond to (can be a link).","name":"times"},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values.","name":"detection_method"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data.","name":"source_idx"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Timestamps of events, in seconds.","name":"times","attributes":[{"doc":"Unit of measurement for event times, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"links":[{"doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","name":"source_electricalseries","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"datasets":[{"dtype":[{"doc":"x coordinate","name":"x","dtype":"float32"},{"doc":"y coordinate","name":"y","dtype":"float32"},{"doc":"z coordinate","name":"z","dtype":"float32"}],"doc":"stereotaxic or common framework coordinates","name":"position","quantity":"?"}],"links":[{"doc":"Link to the device that was used to record from this electrode group.","name":"device","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"doc":"Description of this electrode group.","name":"description","dtype":"text"},{"doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, etc. Use standard atlas names for anatomical regions when possible.","name":"location","dtype":"text"}]},{"datasets":[{"dtype":"text","doc":"Filtering applied to data before generating mean/sd","name":"waveform_filtering"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)","name":"waveform_mean"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"Stdev of waveforms for each cluster, using the same indices as in mean","name":"waveform_sd"}],"links":[{"doc":"Link to Clustering interface that was the source of the clustered data","name":"clustering_interface","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)","name":"description"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Cluster number of each event","name":"num"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric).","name":"peak_over_rms"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module.","name":"times"}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}f{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Recorded voltage or current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Gain of the recording, in units Volt/Amp (v-clamp) or Volt/Volt (c-clamp).","name":"gain","quantity":"?"}],"links":[{"doc":"Link to IntracellularElectrode object that describes the electrode that was used to apply or record this data.","name":"electrode","target_type":"IntracellularElectrode"}],"doc":"An abstract base class for patch-clamp data - stimulus or response, current or voltage.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"doc":"Protocol/stimulus name for this patch-clamp dataset.","name":"stimulus_description","dtype":"text"},{"doc":"Sweep number, allows to group different PatchClampSeries together.","name":"sweep_number","required":false,"dtype":"uint32"}]},{"datasets":[{"doc":"Recorded voltage.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Bias current, in amps.","name":"bias_current","quantity":"?"},{"dtype":"float32","doc":"Bridge balance, in ohms.","name":"bridge_balance","quantity":"?"},{"dtype":"float32","doc":"Capacitance compensation, in farads.","name":"capacitance_compensation","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries"},{"datasets":[{"dtype":"float32","doc":"Bias current, in amps, fixed to 0.0.","name":"bias_current"},{"dtype":"float32","doc":"Bridge balance, in ohms, fixed to 0.0.","name":"bridge_balance"},{"dtype":"float32","doc":"Capacitance compensation, in farads, fixed to 0.0.","name":"capacitance_compensation"}],"doc":"Voltage data from an intracellular recording when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"doc":"An IZeroClampSeries has no stimulus, so this attribute is automatically set to \"N/A\"","name":"stimulus_description","dtype":"text","value":"N/A"}]},{"datasets":[{"doc":"Stimulus current applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. 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It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Fast capacitance, in farads.","name":"capacitance_fast","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Slow capacitance, in farads.","name":"capacitance_slow","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Resistance compensation bandwidth, in hertz.","name":"resistance_comp_bandwidth","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_bandwidth, which is fixed to 'hertz'.","name":"unit","dtype":"text","value":"hertz"}]},{"dtype":"float32","doc":"Resistance compensation correction, in percent.","name":"resistance_comp_correction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_correction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Resistance compensation prediction, in percent.","name":"resistance_comp_prediction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_prediction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Whole cell capacitance compensation, in farads.","name":"whole_cell_capacitance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_capacitance_comp, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Whole cell series resistance compensation, in ohms.","name":"whole_cell_series_resistance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_series_resistance_comp, which is fixed to 'ohms'.","name":"unit","dtype":"text","value":"ohms"}]}],"doc":"Current data from an intracellular voltage-clamp recording. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampSeries"},{"datasets":[{"doc":"Stimulus voltage applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. 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Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","quantity":"?"},{"dtype":"text","doc":"Electrode resistance, in ohms.","name":"resistance","quantity":"?"},{"dtype":"text","doc":"Information about seal used for recording.","name":"seal","quantity":"?"},{"dtype":"text","doc":"Information about slice used for recording.","name":"slice","quantity":"?"}],"links":[{"doc":"Device that was used to record from this electrode.","name":"device","target_type":"Device"}],"doc":"An intracellular electrode and its metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"IntracellularElectrode"},{"datasets":[{"dtype":"uint32","doc":"Sweep number of the PatchClampSeries in that row.","name":"sweep_number","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"PatchClampSeries","reftype":"object"},"doc":"The PatchClampSeries with the sweep number in that row.","name":"series","neurodata_type_inc":"VectorData"},{"doc":"Index for series.","name":"series_index","neurodata_type_inc":"VectorIndex"}],"doc":"[DEPRECATED] Table used to group different PatchClampSeries. SweepTable is being replaced by IntracellularRecordingsTable and SimultaneousRecordingsTable tables. 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Each row in the table represents a single recording consisting typically of a stimulus and a corresponding response. In some cases, however, only a stimulus or a response is recorded as part of an experiment. In this case, both the stimulus and response will point to the same TimeSeries while the idx_start and count of the invalid column will be set to -1, thus, indicating that no values have been recorded for the stimulus or response, respectively. Note, a recording MUST contain at least a stimulus or a response. Typically the stimulus and response are PatchClampSeries. However, the use of AD/DA channels that are not associated to an electrode is also common in intracellular electrophysiology, in which case other TimeSeries may be used.","name":"intracellular_recordings","neurodata_type_inc":"AlignedDynamicTable","neurodata_type_def":"IntracellularRecordingsTable","attributes":[{"doc":"Description of the contents of this table. Inherited from AlignedDynamicTable and overwritten here to fix the value of the attribute.","name":"description","dtype":"text","value":"A table to group together a stimulus and response from a single electrode and a single simultaneous recording and for storing metadata about the intracellular recording."}]},{"datasets":[{"doc":"A reference to one or more rows in the IntracellularRecordingsTable table.","name":"recordings","neurodata_type_inc":"DynamicTableRegion","attributes":[{"doc":"Reference to the IntracellularRecordingsTable table that this table region applies to. 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This is typically used to group together sequential recordings where a sequence of stimuli of the same type with varying parameters have been presented in a sequence.","name":"sequential_recordings","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SequentialRecordingsTable"},{"datasets":[{"doc":"A reference to one or more rows in the SequentialRecordingsTable table.","name":"sequential_recordings","neurodata_type_inc":"DynamicTableRegion","attributes":[{"doc":"Reference to the SequentialRecordingsTable table that this table region applies to. This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here.","name":"table","dtype":{"target_type":"SequentialRecordingsTable","reftype":"object"}}]},{"doc":"Index dataset for the sequential_recordings column.","name":"sequential_recordings_index","neurodata_type_inc":"VectorIndex"}],"doc":"A table for grouping different sequential intracellular recordings together. With each SequentialRecording typically representing a particular type of stimulus, the RepetitionsTable table is typically used to group sets of stimuli applied in sequence.","name":"repetitions","neurodata_type_inc":"DynamicTable","neurodata_type_def":"RepetitionsTable"},{"datasets":[{"doc":"A reference to one or more rows in the RepetitionsTable table.","name":"repetitions","neurodata_type_inc":"DynamicTableRegion","attributes":[{"doc":"Reference to the RepetitionsTable table that this table region applies to. 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This is also stored in /general/optophysiology but is kept here as it is useful information for analysis, and so good to be stored w/ the actual data.","name":"scan_line_rate","required":false,"dtype":"float32"}]},{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_ROIs"]],"dtype":"numeric","doc":"Signals from ROIs.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. 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If the corresponding TimeSeries is present, the rate should be stored there instead.","name":"imaging_rate","quantity":"?"},{"dtype":"text","doc":"Calcium indicator.","name":"indicator"},{"dtype":"text","doc":"Location of the imaging plane. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location"},{"shape":[[null,null,3],[null,null,null,3]],"dims":[["height","width","x, y, z"],["height","width","depth","x, y, z"]],"dtype":"float32","doc":"DEPRECATED Physical position of each pixel. 'xyz' represents the position of the pixel relative to the defined coordinate space. Deprecated in favor of origin_coords and grid_spacing.","name":"manifold","quantity":"?","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as pixels from x = -500 to 499, y = -500 to 499 that correspond to a 2 m x 2 m range, then the 'conversion' multiplier to get from raw data acquisition pixel units to meters is 2/1000.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Base unit of measurement for working with the data. The default value is 'meters'.","name":"unit","required":false,"dtype":"text","default_value":"meters"}]},{"shape":[[2],[3]],"dims":[["x, y"],["x, y, z"]],"dtype":"float32","doc":"Physical location of the first element of the imaging plane (0, 0) for 2-D data or (0, 0, 0) for 3-D data. See also reference_frame for what the physical location is relative to (e.g., bregma).","name":"origin_coords","quantity":"?","attributes":[{"doc":"Measurement units for origin_coords. The default value is 'meters'.","name":"unit","required":false,"dtype":"text","default_value":"meters"}]},{"shape":[[2],[3]],"dims":[["x, y"],["x, y, z"]],"dtype":"float32","doc":"Space between pixels in (x, y) or voxels in (x, y, z) directions, in the specified unit. Assumes imaging plane is a regular grid. See also reference_frame to interpret the grid.","name":"grid_spacing","quantity":"?","attributes":[{"doc":"Measurement units for grid_spacing. The default value is 'meters'.","name":"unit","required":false,"dtype":"text","default_value":"meters"}]},{"dtype":"text","doc":"Describes reference frame of origin_coords and grid_spacing. For example, this can be a text description of the anatomical location and orientation of the grid defined by origin_coords and grid_spacing or the vectors needed to transform or rotate the grid to a common anatomical axis (e.g., AP/DV/ML). This field is necessary to interpret origin_coords and grid_spacing. If origin_coords and grid_spacing are not present, then this field is not required. For example, if the microscope takes 10 x 10 x 2 images, where the first value of the data matrix (index (0, 0, 0)) corresponds to (-1.2, -0.6, -2) mm relative to bregma, the spacing between pixels is 0.2 mm in x, 0.2 mm in y and 0.5 mm in z, and larger numbers in x means more anterior, larger numbers in y means more rightward, and larger numbers in z means more ventral, then enter the following -- origin_coords = (-1.2, -0.6, -2) grid_spacing = (0.2, 0.2, 0.5) reference_frame = \"Origin coordinates are relative to bregma. First dimension corresponds to anterior-posterior axis (larger index = more anterior). Second dimension corresponds to medial-lateral axis (larger index = more rightward). 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When timestamps are uniformly spaced, the timestamp of the first sample can be specified and all subsequent ones calculated from the sampling rate attribute.","name":"starting_time","quantity":"?","attributes":[{"doc":"Sampling rate, in Hz.","name":"rate","dtype":"float32"},{"doc":"Unit of measurement for time, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time.","name":"timestamps","quantity":"?","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]},{"shape":[null],"dims":["num_times"],"dtype":"uint8","doc":"Numerical labels that apply to each time point in data for the purpose of querying and slicing data by these values. If present, the length of this array should be the same size as the first dimension of data.","name":"control","quantity":"?"},{"shape":[null],"dims":["num_control_values"],"dtype":"text","doc":"Description of each control value. Must be present if control is present. If present, control_description[0] should describe time points where control == 0.","name":"control_description","quantity":"?"}],"doc":"General purpose time series.","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"TimeSeries","attributes":[{"doc":"Description of the time series.","name":"description","required":false,"dtype":"text","default_value":"no description"},{"doc":"Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string.","name":"comments","required":false,"dtype":"text","default_value":"no comments"}]},{"groups":[{"doc":"Data objects stored in this collection.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tables stored in this collection.","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"A collection of processed data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ProcessingModule","attributes":[{"doc":"Description of this collection of processed data.","name":"description","dtype":"text"}]},{"datasets":[{"doc":"Images stored in this collection.","quantity":"+","neurodata_type_inc":"Image"},{"doc":"Ordered dataset of references to Image objects stored in the parent group. Each Image object in the Images group should be stored once and only once, so the dataset should have the same length as the number of images.","name":"order_of_images","quantity":"?","neurodata_type_inc":"ImageReferences"}],"doc":"A collection of images with an optional way to specify the order of the images using the \"order_of_images\" dataset. An order must be specified if the images are referenced by index, e.g., from an IndexSeries.","default_name":"Images","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Images","attributes":[{"doc":"Description of this collection of images.","name":"description","dtype":"text"}]}]}88899(9GCOL>/{"datasets":[{"shape":[null,null],"dims":["x","y"],"dtype":"numeric","doc":"A grayscale image.","neurodata_type_inc":"Image","neurodata_type_def":"GrayscaleImage"},{"shape":[null,null,3],"dims":["x","y","r, g, b"],"dtype":"numeric","doc":"A color image.","neurodata_type_inc":"Image","neurodata_type_def":"RGBImage"},{"shape":[null,null,4],"dims":["x","y","r, g, b, a"],"dtype":"numeric","doc":"A color image with transparency.","neurodata_type_inc":"Image","neurodata_type_def":"RGBAImage"}],"groups":[{"datasets":[{"shape":[[null,null,null],[null,null,null,null]],"dims":[["frame","x","y"],["frame","x","y","z"]],"dtype":"numeric","doc":"Binary data representing images across frames. If data are stored in an external file, this should be an empty 3D array.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["rank"],"dtype":"int32","doc":"Number of pixels on x, y, (and z) axes.","name":"dimension","quantity":"?"},{"shape":[null],"dims":["num_files"],"dtype":"text","doc":"Paths to one or more external file(s). The field is only present if format='external'. This is only relevant if the image series is stored in the file system as one or more image file(s). This field should NOT be used if the image is stored in another NWB file and that file is linked to this file.","name":"external_file","quantity":"?","attributes":[{"doc":"Each external image may contain one or more consecutive frames of the full ImageSeries. This attribute serves as an index to indicate which frames each file contains, to faciliate random access. The 'starting_frame' attribute, hence, contains a list of frame numbers within the full ImageSeries of the first frame of each file listed in the parent 'external_file' dataset. Zero-based indexing is used (hence, the first element will always be zero). For example, if the 'external_file' dataset has three paths to files and the first file has 5 frames, the second file has 10 frames, and the third file has 20 frames, then this attribute will have values [0, 5, 15]. If there is a single external file that holds all of the frames of the ImageSeries (and so there is a single element in the 'external_file' dataset), then this attribute should have value [0].","name":"starting_frame","dtype":"int32","shape":[null],"dims":["num_files"]}]},{"dtype":"text","doc":"Format of image. If this is 'external', then the attribute 'external_file' contains the path information to the image files. If this is 'raw', then the raw (single-channel) binary data is stored in the 'data' dataset. If this attribute is not present, then the default format='raw' case is assumed.","name":"format","quantity":"?","default_value":"raw"}],"links":[{"doc":"Link to the Device object that was used to capture these images.","name":"device","target_type":"Device","quantity":"?"}],"doc":"General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the file in a raw format while other times it will be stored as a series of external image files in the host file system. The data field will either be binary data, if the data is stored in the NWB file, or empty, if the data is stored in an external image stack. [frame][x][y] or [frame][x][y][z].","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ImageSeries"},{"links":[{"doc":"Link to ImageSeries object that this image mask is applied to.","name":"masked_imageseries","target_type":"ImageSeries"}],"doc":"An alpha mask that is applied to a presented visual stimulus. The 'data' array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"ImageMaskSeries"},{"datasets":[{"dtype":"float32","doc":"Distance from camera/monitor to target/eye.","name":"distance","quantity":"?"},{"shape":[[2],[3]],"dims":[["width, height"],["width, height, depth"]],"dtype":"float32","doc":"Width, height and depth of image, or imaged area, in meters.","name":"field_of_view","quantity":"?"},{"shape":[[null,null,null],[null,null,null,3]],"dims":[["frame","x","y"],["frame","x","y","r, g, b"]],"dtype":"numeric","doc":"Images presented to subject, either grayscale or RGB","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference.","name":"orientation","quantity":"?"}],"doc":"Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"OpticalSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"uint32","doc":"Index of the image (using zero-indexing) in the linked Images object.","name":"data","attributes":[{"doc":"This field is unused by IndexSeries.","name":"conversion","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries.","name":"resolution","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries.","name":"offset","required":false,"dtype":"float32"},{"doc":"This field is unused by IndexSeries and has the value N/A.","name":"unit","dtype":"text","value":"N/A"},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to ImageSeries object containing images that are indexed. Use of this link is discouraged and will be deprecated. Link to an Images type instead.","name":"indexed_timeseries","target_type":"ImageSeries","quantity":"?"},{"doc":"Link to Images object containing an ordered set of images that are indexed. The Images object must contain a 'ordered_images' dataset specifying the order of the images in the Images type.","name":"indexed_images","target_type":"Images","quantity":"?"}],"doc":"Stores indices to image frames stored in an ImageSeries. The purpose of the IndexSeries is to allow a static image stack to be stored in an Images object, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced Images object, and the timestamps array indicates when that image was displayed.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IndexSeries"}]}J{"datasets":[{"doc":"Any one-off datasets","neurodata_type_inc":"NWBData","neurodata_type_def":"ScratchData","attributes":[{"doc":"Any notes the user has about the dataset being stored","name":"notes","dtype":"text"}]}],"groups":[{"groups":[{"groups":[{"doc":"Acquired, raw data.","quantity":"*","neurodata_type_inc":"NWBDataInterface"},{"doc":"Tabular data that is relevent to acquisition","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis.","name":"acquisition"},{"groups":[{"doc":"Custom analysis results.","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Tabular data that is relevent to data stored in analysis","quantity":"*","neurodata_type_inc":"DynamicTable"}],"doc":"Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs.","name":"analysis"},{"groups":[{"doc":"Any one-off containers","quantity":"*","neurodata_type_inc":"NWBContainer"},{"doc":"Any one-off tables","quantity":"*","neurodata_type_inc":"DynamicTable"}],"datasets":[{"doc":"Any one-off datasets","quantity":"*","neurodata_type_inc":"ScratchData"}],"doc":"A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.","name":"scratch","quantity":"?"},{"groups":[{"doc":"Intermediate analysis of acquired data.","quantity":"*","neurodata_type_inc":"ProcessingModule"}],"doc":"The home for ProcessingModules. These modules perform intermediate analysis of data that is necessary to perform before scientific analysis. Examples include spike clustering, extracting position from tracking data, stitching together image slices. ProcessingModules can be large and express many data sets from relatively complex analysis (e.g., spike detection and clustering) or small, representing extraction of position information from tracking video, or even binary lick/no-lick decisions. Common software tools (e.g., klustakwik, MClust) are expected to read/write data here. 'Processing' refers to intermediate analysis of the acquired data to make it more amenable to scientific analysis.","name":"processing"},{"groups":[{"groups":[{"doc":"TimeSeries objects containing data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"Stimuli presented during the experiment.","name":"presentation"},{"groups":[{"doc":"TimeSeries objects containing template data of presented stimuli.","quantity":"*","neurodata_type_inc":"TimeSeries"},{"doc":"Images objects containing images of presented stimuli.","quantity":"*","neurodata_type_inc":"Images"}],"doc":"Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame.","name":"templates"}],"doc":"Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file.","name":"stimulus"},{"groups":[{"doc":"Place-holder than can be extended so that lab-specific meta-data can be placed in /general.","quantity":"*","neurodata_type_inc":"LabMetaData"},{"groups":[{"doc":"Data acquisition devices.","quantity":"*","neurodata_type_inc":"Device"}],"doc":"Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc.","name":"devices","quantity":"?"},{"doc":"Information about the animal or person from which the data was measured.","name":"subject","quantity":"?","neurodata_type_inc":"Subject"},{"groups":[{"doc":"Physical group of electrodes.","quantity":"*","neurodata_type_inc":"ElectrodeGroup"},{"datasets":[{"dtype":"float32","doc":"x coordinate of the channel location in the brain (+x is posterior).","name":"x","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate of the channel location in the brain (+y is inferior).","name":"y","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate of the channel location in the brain (+z is right).","name":"z","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"Impedance of the channel, in ohms.","name":"imp","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Description of hardware filtering, including the filter name and frequency cutoffs.","name":"filtering","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Reference to the ElectrodeGroup this electrode is a part of.","name":"group","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Name of the ElectrodeGroup this electrode is a part of.","name":"group_name","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"x coordinate in electrode group","name":"rel_x","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"y coordinate in electrode group","name":"rel_y","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"float32","doc":"z coordinate in electrode group","name":"rel_z","quantity":"?","neurodata_type_inc":"VectorData"},{"dtype":"text","doc":"Description of the reference electrode and/or reference scheme used for this electrode, e.g., \"stainless steel skull screw\" or \"online common average referencing\".","name":"reference","quantity":"?","neurodata_type_inc":"VectorData"}],"doc":"A table of all electrodes (i.e. channels) used for recording.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTable"}],"doc":"Metadata related to extracellular electrophysiology.","name":"extracellular_ephys","quantity":"?"},{"groups":[{"doc":"An intracellular electrode.","quantity":"*","neurodata_type_inc":"IntracellularElectrode"},{"doc":"[DEPRECATED] Table used to group different PatchClampSeries. SweepTable is being replaced by IntracellularRecordingsTable and SimultaneousRecordingsTable tabels. Additional SequentialRecordingsTable, RepetitionsTable and ExperimentalConditions tables provide enhanced support for experiment metadata.","name":"sweep_table","quantity":"?","neurodata_type_inc":"SweepTable"},{"doc":"A table to group together a stimulus and response from a single electrode and a single simultaneous recording. Each row in the table represents a single recording consisting typically of a stimulus and a corresponding response. In some cases, however, only a stimulus or a response are recorded as as part of an experiment. In this case both, the stimulus and response will point to the same TimeSeries while the idx_start and count of the invalid column will be set to -1, thus, indicating that no values have been recorded for the stimulus or response, respectively. Note, a recording MUST contain at least a stimulus or a response. Typically the stimulus and response are PatchClampSeries. However, the use of AD/DA channels that are not associated to an electrode is also common in intracellular electrophysiology, in which case other TimeSeries may be used.","name":"intracellular_recordings","quantity":"?","neurodata_type_inc":"IntracellularRecordingsTable"},{"doc":"A table for grouping different intracellular recordings from the IntracellularRecordingsTable table together that were recorded simultaneously from different electrodes","name":"simultaneous_recordings","quantity":"?","neurodata_type_inc":"SimultaneousRecordingsTable"},{"doc":"A table for grouping different sequential recordings from the SimultaneousRecordingsTable table together. This is typically used to group together sequential recordings where the a sequence of stimuli of the same type with varying parameters have been presented in a sequence.","name":"sequential_recordings","quantity":"?","neurodata_type_inc":"SequentialRecordingsTable"},{"doc":"A table for grouping different sequential intracellular recordings together. With each SequentialRecording typically representing a particular type of stimulus, the RepetitionsTable table is typically used to group sets of stimuli applied in sequence.","name":"repetitions","quantity":"?","neurodata_type_inc":"RepetitionsTable"},{"doc":"A table for grouping different intracellular recording repetitions together that belong to the same experimental experimental_conditions.","name":"experimental_conditions","quantity":"?","neurodata_type_inc":"ExperimentalConditionsTable"}],"datasets":[{"dtype":"text","doc":"[DEPRECATED] Use IntracellularElectrode.filtering instead. Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.","name":"filtering","quantity":"?"}],"doc":"Metadata related to intracellular electrophysiology.","name":"intracellular_ephys","quantity":"?"},{"groups":[{"doc":"An optogenetic stimulation site.","quantity":"*","neurodata_type_inc":"OptogeneticStimulusSite"}],"doc":"Metadata describing optogenetic stimuluation.","name":"optogenetics","quantity":"?"},{"groups":[{"doc":"An imaging plane.","quantity":"*","neurodata_type_inc":"ImagingPlane"}],"doc":"Metadata related to optophysiology.","name":"optophysiology","quantity":"?"}],"datasets":[{"dtype":"text","doc":"Notes about data collection and analysis.","name":"data_collection","quantity":"?"},{"dtype":"text","doc":"General description of the experiment.","name":"experiment_description","quantity":"?"},{"shape":[null],"dims":["num_experimenters"],"dtype":"text","doc":"Name of person(s) who performed the experiment. Can also specify roles of different people involved.","name":"experimenter","quantity":"?"},{"dtype":"text","doc":"Institution(s) where experiment was performed.","name":"institution","quantity":"?"},{"shape":[null],"dims":["num_keywords"],"dtype":"text","doc":"Terms to search over.","name":"keywords","quantity":"?"},{"dtype":"text","doc":"Laboratory where experiment was performed.","name":"lab","quantity":"?"},{"dtype":"text","doc":"Notes about the experiment.","name":"notes","quantity":"?"},{"dtype":"text","doc":"Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.","name":"pharmacology","quantity":"?"},{"dtype":"text","doc":"Experimental protocol, if applicable. e.g., include IACUC protocol number.","name":"protocol","quantity":"?"},{"shape":[null],"dims":["num_publications"],"dtype":"text","doc":"Publication information. PMID, DOI, URL, etc.","name":"related_publications","quantity":"?"},{"dtype":"text","doc":"Lab-specific ID for the session.","name":"session_id","quantity":"?"},{"dtype":"text","doc":"Description of slices, including information about preparation thickness, orientation, temperature, and bath solution.","name":"slices","quantity":"?"},{"dtype":"text","doc":"Script file or link to public source code used to create this NWB file.","name":"source_script","quantity":"?","attributes":[{"doc":"Name of script file.","name":"file_name","dtype":"text"}]},{"dtype":"text","doc":"Notes about stimuli, such as how and where they were presented.","name":"stimulus","quantity":"?"},{"dtype":"text","doc":"Narrative description about surgery/surgeries, including date(s) and who performed surgery.","name":"surgery","quantity":"?"},{"dtype":"text","doc":"Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc.","name":"virus","quantity":"?"}],"doc":"Experimental metadata, including protocol, notes and description of hardware device(s). The metadata stored in this section should be used to describe the experiment. Metadata necessary for interpreting the data is stored with the data. General experimental metadata, including animal strain, experimental protocols, experimenter, devices, etc, are stored under 'general'. Core metadata (e.g., that required to interpret data fields) is stored with the data itself, and implicitly defined by the file specification (e.g., time is in seconds). The strategy used here for storing non-core metadata is to use free-form text fields, such as would appear in sentences or paragraphs from a Methods section. Metadata fields are text to enable them to be more general, for example to represent ranges instead of numerical values. Machine-readable metadata is stored as attributes to these free-form datasets. All entries in the below table are to be included when data is present. Unused groups (e.g., intracellular_ephys in an optophysiology experiment) should not be created unless there is data to store within them.","name":"general"},{"groups":[{"doc":"Divisions in time marking experimental stages or sub-divisions of a single recording session.","name":"epochs","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Repeated experimental events that have a logical grouping.","name":"trials","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Time intervals that should be removed from analysis.","name":"invalid_times","quantity":"?","neurodata_type_inc":"TimeIntervals"},{"doc":"Optional additional table(s) for describing other experimental time intervals.","quantity":"*","neurodata_type_inc":"TimeIntervals"}],"doc":"Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data.","name":"intervals","quantity":"?"},{"doc":"Data about sorted spike units.","name":"units","quantity":"?","neurodata_type_inc":"Units"}],"datasets":[{"shape":[null],"dims":["num_modifications"],"dtype":"isodatetime","doc":"A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array.","name":"file_create_date"},{"dtype":"text","doc":"A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files.","name":"identifier"},{"dtype":"text","doc":"A description of the experimental session and data in the file.","name":"session_description"},{"dtype":"isodatetime","doc":"Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds.","name":"session_start_time"},{"dtype":"isodatetime","doc":"Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in \"Z\" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero).","name":"timestamps_reference_time"}],"doc":"An NWB:N file storing cellular-based neurophysiology data from a single experimental session.","name":"root","neurodata_type_inc":"NWBContainer","neurodata_type_def":"NWBFile","attributes":[{"doc":"File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers.","name":"nwb_version","dtype":"text","value":"2.5.0"}]},{"doc":"Lab-specific meta-data.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"LabMetaData"},{"datasets":[{"dtype":"text","doc":"Age of subject. Can be supplied instead of 'date_of_birth'.","name":"age","quantity":"?"},{"dtype":"isodatetime","doc":"Date of birth of subject. Can be supplied instead of 'age'.","name":"date_of_birth","quantity":"?"},{"dtype":"text","doc":"Description of subject and where subject came from (e.g., breeder, if animal).","name":"description","quantity":"?"},{"dtype":"text","doc":"Genetic strain. If absent, assume Wild Type (WT).","name":"genotype","quantity":"?"},{"dtype":"text","doc":"Gender of subject.","name":"sex","quantity":"?"},{"dtype":"text","doc":"Species of subject.","name":"species","quantity":"?"},{"dtype":"text","doc":"Strain of subject.","name":"strain","quantity":"?"},{"dtype":"text","doc":"ID of animal/person used/participating in experiment (lab convention).","name":"subject_id","quantity":"?"},{"dtype":"text","doc":"Weight at time of experiment, at time of surgery and at other important times.","name":"weight","quantity":"?"}],"doc":"Information about the animal or person from which the data was measured.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"Subject"}]}~H{"groups":[{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_features"]],"dtype":"numeric","doc":"Values of each feature at each time.","name":"data","attributes":[{"doc":"Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is \"see 'feature_units'\".","name":"unit","required":false,"dtype":"text","default_value":"see 'feature_units'"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Units of each feature.","name":"feature_units","quantity":"?"},{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of the features represented in TimeSeries::data.","name":"features"}],"doc":"Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AbstractFeatureSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"text","doc":"Annotations made during an experiment.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"AnnotationSeries"},{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"int8","doc":"Use values >0 if interval started, <0 if interval ended.","name":"data","attributes":[{"doc":"Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0.","name":"resolution","dtype":"float32","value":-1.0},{"doc":"Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'.","name":"unit","dtype":"text","value":"n/a"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"IntervalSeries"},{"groups":[{"datasets":[{"dtype":"text","doc":"Name of the band, e.g. theta.","name":"band_name","neurodata_type_inc":"VectorData"},{"shape":[null,2],"dims":["num_bands","low, high"],"dtype":"float32","doc":"Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center.","name":"band_limits","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The mean Gaussian filters, in Hz.","name":"band_mean","neurodata_type_inc":"VectorData"},{"shape":[null],"dims":["num_bands"],"dtype":"float32","doc":"The standard deviation of Gaussian filters, in Hz.","name":"band_stdev","neurodata_type_inc":"VectorData"}],"doc":"Table for describing the bands that this series was generated from. There should be one row in this table for each band.","name":"bands","neurodata_type_inc":"DynamicTable"}],"datasets":[{"shape":[null,null,null],"dims":["num_times","num_channels","num_bands"],"dtype":"numeric","doc":"Data decomposed into frequency bands.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'.","name":"unit","required":false,"dtype":"text","default_value":"no unit"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"The metric used, e.g. phase, amplitude, power.","name":"metric"},{"doc":"DynamicTableRegion pointer to the channels that this decomposition series was generated from.","name":"source_channels","quantity":"?","neurodata_type_inc":"DynamicTableRegion"}],"links":[{"doc":"Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here.","name":"source_timeseries","target_type":"TimeSeries","quantity":"?"}],"doc":"Spectral analysis of a time series, e.g. of an LFP or a speech signal.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"DecompositionSeries"},{"datasets":[{"doc":"Index into the spike_times dataset.","name":"spike_times_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"dtype":"float64","doc":"Spike times for each unit.","name":"spike_times","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"The smallest possible difference between two spike times. Usually 1 divided by the acquisition sampling rate from which spike times were extracted, but could be larger if the acquisition time series was downsampled or smaller if the acquisition time series was smoothed/interpolated and it is possible for the spike time to be between samples.","name":"resolution","required":false,"dtype":"float64"}]},{"doc":"Index into the obs_intervals dataset.","name":"obs_intervals_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"shape":[null,2],"dims":["num_intervals","start|end"],"dtype":"float64","doc":"Observation intervals for each unit.","name":"obs_intervals","quantity":"?","neurodata_type_inc":"VectorData"},{"doc":"Index into electrodes.","name":"electrodes_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Electrode that each spike unit came from, specified using a DynamicTableRegion.","name":"electrodes","quantity":"?","neurodata_type_inc":"DynamicTableRegion"},{"dtype":{"target_type":"ElectrodeGroup","reftype":"object"},"doc":"Electrode group that each spike unit came from.","name":"electrode_group","quantity":"?","neurodata_type_inc":"VectorData"},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform mean for each spike unit.","name":"waveform_mean","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[[null,null],[null,null,null]],"dims":[["num_units","num_samples"],["num_units","num_samples","num_electrodes"]],"dtype":"float32","doc":"Spike waveform standard deviation for each spike unit.","name":"waveform_sd","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"shape":[null,null],"dims":["num_waveforms","num_samples"],"dtype":"numeric","doc":"Individual waveforms for each spike on each electrode. This is a doubly indexed column. The 'waveforms_index' column indexes which waveforms in this column belong to the same spike event for a given unit, where each waveform was recorded from a different electrode. The 'waveforms_index_index' column indexes the 'waveforms_index' column to indicate which spike events belong to a given unit. For example, if the 'waveforms_index_index' column has values [2, 5, 6], then the first 2 elements of the 'waveforms_index' column correspond to the 2 spike events of the first unit, the next 3 elements of the 'waveforms_index' column correspond to the 3 spike events of the second unit, and the next 1 element of the 'waveforms_index' column corresponds to the 1 spike event of the third unit. If the 'waveforms_index' column has values [3, 6, 8, 10, 12, 13], then the first 3 elements of the 'waveforms' column contain the 3 spike waveforms that were recorded from 3 different electrodes for the first spike time of the first unit. See https://nwb-schema.readthedocs.io/en/stable/format_description.html#doubly-ragged-arrays for a graphical representation of this example. When there is only one electrode for each unit (i.e., each spike time is associated with a single waveform), then the 'waveforms_index' column will have values 1, 2, ..., N, where N is the number of spike events. The number of electrodes for each spike event should be the same within a given unit. The 'electrodes' column should be used to indicate which electrodes are associated with each unit, and the order of the waveforms within a given unit x spike event should be in the same order as the electrodes referenced in the 'electrodes' column of this table. The number of samples for each waveform must be the same.","name":"waveforms","quantity":"?","neurodata_type_inc":"VectorData","attributes":[{"doc":"Sampling rate, in hertz.","name":"sampling_rate","required":false,"dtype":"float32"},{"doc":"Unit of measurement. This value is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"}]},{"doc":"Index into the waveforms dataset. One value for every spike event. See 'waveforms' for more detail.","name":"waveforms_index","quantity":"?","neurodata_type_inc":"VectorIndex"},{"doc":"Index into the waveforms_index dataset. One value for every unit (row in the table). See 'waveforms' for more detail.","name":"waveforms_index_index","quantity":"?","neurodata_type_inc":"VectorIndex"}],"doc":"Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times.","default_name":"Units","neurodata_type_inc":"DynamicTable","neurodata_type_def":"Units"}]}f{"groups":[{"datasets":[{"shape":[[null],[null,1],[null,2],[null,3]],"dims":[["num_times"],["num_times","x"],["num_times","x,y"],["num_times","x,y,z"]],"dtype":"numeric","doc":"1-D or 2-D array storing position or direction relative to some reference frame.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","required":false,"dtype":"text","default_value":"meters"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"text","doc":"Description defining what exactly 'straight-ahead' means.","name":"reference_frame","quantity":"?"}],"doc":"Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, 'straight-ahead' might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"SpatialSeries"},{"groups":[{"doc":"IntervalSeries object containing start and stop times of epochs.","quantity":"*","neurodata_type_inc":"IntervalSeries"}],"doc":"TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data.","default_name":"BehavioralEpochs","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEpochs"},{"groups":[{"doc":"TimeSeries object containing behavioral events.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details.","default_name":"BehavioralEvents","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralEvents"},{"groups":[{"doc":"TimeSeries object containing continuous behavioral data.","quantity":"*","neurodata_type_inc":"TimeSeries"}],"doc":"TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details.","default_name":"BehavioralTimeSeries","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"BehavioralTimeSeries"},{"groups":[{"doc":"TimeSeries object containing time series data on pupil size.","quantity":"+","neurodata_type_inc":"TimeSeries"}],"doc":"Eye-tracking data, representing pupil size.","default_name":"PupilTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"PupilTracking"},{"groups":[{"doc":"SpatialSeries object containing data measuring direction of gaze.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"Eye-tracking data, representing direction of gaze.","default_name":"EyeTracking","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EyeTracking"},{"groups":[{"doc":"SpatialSeries object containing direction of gaze travel.","quantity":"*","neurodata_type_inc":"SpatialSeries"}],"doc":"With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees.","default_name":"CompassDirection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"CompassDirection"},{"groups":[{"doc":"SpatialSeries object containing position data.","quantity":"+","neurodata_type_inc":"SpatialSeries"}],"doc":"Position data, whether along the x, x/y or x/y/z axis.","default_name":"Position","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Position"}]} {"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Applied power for optogenetic stimulus, in watts.","name":"data","attributes":[{"doc":"Unit of measurement for data, which is fixed to 'watts'.","name":"unit","dtype":"text","value":"watts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"links":[{"doc":"Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied.","name":"site","target_type":"OptogeneticStimulusSite"}],"doc":"An optogenetic stimulus.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"OptogeneticSeries"},{"datasets":[{"dtype":"text","doc":"Description of stimulation site.","name":"description"},{"dtype":"float32","doc":"Excitation wavelength, in nm.","name":"excitation_lambda"},{"dtype":"text","doc":"Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location"}],"links":[{"doc":"Device that generated the stimulus.","name":"device","target_type":"Device"}],"doc":"A site of optogenetic stimulation.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OptogeneticStimulusSite"}]}( 89H9SNOD(H08 X@hxX9nwb.basenwb.devicenwb.epochnwb.imagenwb.filenwb.miscnwb.behaviornwb.ecephysnwb.icephysnwb.ogennwb.ophysnwb.retinotopynamespaceh9x9GCOL<{"groups":[{"datasets":[{"shape":[[null],[null,null],[null,null,null]],"dims":[["num_times"],["num_times","num_channels"],["num_times","num_channels","num_samples"]],"dtype":"numeric","doc":"Recorded voltage data.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion', followed by 'channel_conversion' (if present), and then add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"},{"shape":[null],"dims":["num_channels"],"dtype":"float32","doc":"Channel-specific conversion factor. Multiply the data in the 'data' dataset by these values along the channel axis (as indicated by axis attribute) AND by the global conversion factor in the 'conversion' attribute of 'data' to get the data values in Volts, i.e, data in Volts = data * data.conversion * channel_conversion. This approach allows for both global and per-channel data conversion factors needed to support the storage of electrical recordings as native values generated by data acquisition systems. If this dataset is not present, then there is no channel-specific conversion factor, i.e. it is 1 for all channels.","name":"channel_conversion","quantity":"?","attributes":[{"doc":"The zero-indexed axis of the 'data' dataset that the channel-specific conversion factor corresponds to. This value is fixed to 1.","name":"axis","dtype":"int32","value":1}]}],"doc":"A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"ElectricalSeries","attributes":[{"doc":"Filtering applied to all channels of the data. For example, if this ElectricalSeries represents high-pass-filtered data (also known as AP Band), then this value could be \"High-pass 4-pole Bessel filter at 500 Hz\". If this ElectricalSeries represents low-pass-filtered LFP data and the type of filter is unknown, then this value could be \"Low-pass filter at 300 Hz\". If a non-standard filter type is used, provide as much detail about the filter properties as possible.","name":"filtering","required":false,"dtype":"text"}]},{"datasets":[{"shape":[[null,null],[null,null,null]],"dims":[["num_events","num_samples"],["num_events","num_channels","num_samples"]],"dtype":"numeric","doc":"Spike waveforms.","name":"data","attributes":[{"doc":"Unit of measurement for waveforms, which is fixed to 'volts'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"shape":[null],"dims":["num_times"],"dtype":"float64","doc":"Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here.","name":"timestamps","attributes":[{"doc":"Value is '1'","name":"interval","dtype":"int32","value":1},{"doc":"Unit of measurement for timestamps, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"doc":"Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode).","neurodata_type_inc":"ElectricalSeries","neurodata_type_def":"SpikeEventSeries"},{"datasets":[{"shape":[null],"dims":["num_features"],"dtype":"text","doc":"Description of features (eg, ''PC1'') for each of the extracted features.","name":"description"},{"shape":[null,null,null],"dims":["num_events","num_channels","num_features"],"dtype":"float32","doc":"Multi-dimensional array of features extracted from each event.","name":"features"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of events that features correspond to (can be a link).","name":"times"},{"doc":"DynamicTableRegion pointer to the electrodes that this time series was generated from.","name":"electrodes","neurodata_type_inc":"DynamicTableRegion"}],"doc":"Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source.","default_name":"FeatureExtraction","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FeatureExtraction"},{"datasets":[{"dtype":"text","doc":"Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values.","name":"detection_method"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data.","name":"source_idx"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Timestamps of events, in seconds.","name":"times","attributes":[{"doc":"Unit of measurement for event times, which is fixed to 'seconds'.","name":"unit","dtype":"text","value":"seconds"}]}],"links":[{"doc":"Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here.","name":"source_electricalseries","target_type":"ElectricalSeries"}],"doc":"Detected spike events from voltage trace(s).","default_name":"EventDetection","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventDetection"},{"groups":[{"doc":"SpikeEventSeries object(s) containing detected spike event waveforms.","quantity":"*","neurodata_type_inc":"SpikeEventSeries"}],"doc":"Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition.","default_name":"EventWaveform","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"EventWaveform"},{"groups":[{"doc":"ElectricalSeries object(s) containing filtered electrophysiology data.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"FilteredEphys","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"FilteredEphys"},{"groups":[{"doc":"ElectricalSeries object(s) containing LFP data for one or more channels.","quantity":"+","neurodata_type_inc":"ElectricalSeries"}],"doc":"LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries 'filtering' attribute.","default_name":"LFP","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"LFP"},{"datasets":[{"dtype":[{"doc":"x coordinate","name":"x","dtype":"float32"},{"doc":"y coordinate","name":"y","dtype":"float32"},{"doc":"z coordinate","name":"z","dtype":"float32"}],"doc":"stereotaxic or common framework coordinates","name":"position","quantity":"?"}],"links":[{"doc":"Link to the device that was used to record from this electrode group.","name":"device","target_type":"Device"}],"doc":"A physical grouping of electrodes, e.g. a shank of an array.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ElectrodeGroup","attributes":[{"doc":"Description of this electrode group.","name":"description","dtype":"text"},{"doc":"Location of electrode group. Specify the area, layer, comments on estimation of area/layer, etc. Use standard atlas names for anatomical regions when possible.","name":"location","dtype":"text"}]},{"datasets":[{"dtype":"text","doc":"Filtering applied to data before generating mean/sd","name":"waveform_filtering"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled)","name":"waveform_mean"},{"shape":[null,null],"dims":["num_clusters","num_samples"],"dtype":"float32","doc":"Stdev of waveforms for each cluster, using the same indices as in mean","name":"waveform_sd"}],"links":[{"doc":"Link to Clustering interface that was the source of the clustered data","name":"clustering_interface","target_type":"Clustering"}],"doc":"DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one.","default_name":"ClusterWaveforms","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ClusterWaveforms"},{"datasets":[{"dtype":"text","doc":"Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc)","name":"description"},{"shape":[null],"dims":["num_events"],"dtype":"int32","doc":"Cluster number of each event","name":"num"},{"shape":[null],"dims":["num_clusters"],"dtype":"float32","doc":"Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric).","name":"peak_over_rms"},{"shape":[null],"dims":["num_events"],"dtype":"float64","doc":"Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module.","name":"times"}],"doc":"DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting.","default_name":"Clustering","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"Clustering"}]}f{"groups":[{"datasets":[{"shape":[null],"dims":["num_times"],"dtype":"numeric","doc":"Recorded voltage or current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Gain of the recording, in units Volt/Amp (v-clamp) or Volt/Volt (c-clamp).","name":"gain","quantity":"?"}],"links":[{"doc":"Link to IntracellularElectrode object that describes the electrode that was used to apply or record this data.","name":"electrode","target_type":"IntracellularElectrode"}],"doc":"An abstract base class for patch-clamp data - stimulus or response, current or voltage.","neurodata_type_inc":"TimeSeries","neurodata_type_def":"PatchClampSeries","attributes":[{"doc":"Protocol/stimulus name for this patch-clamp dataset.","name":"stimulus_description","dtype":"text"},{"doc":"Sweep number, allows to group different PatchClampSeries together.","name":"sweep_number","required":false,"dtype":"uint32"}]},{"datasets":[{"doc":"Recorded voltage.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Bias current, in amps.","name":"bias_current","quantity":"?"},{"dtype":"float32","doc":"Bridge balance, in ohms.","name":"bridge_balance","quantity":"?"},{"dtype":"float32","doc":"Capacitance compensation, in farads.","name":"capacitance_compensation","quantity":"?"}],"doc":"Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampSeries"},{"datasets":[{"dtype":"float32","doc":"Bias current, in amps, fixed to 0.0.","name":"bias_current"},{"dtype":"float32","doc":"Bridge balance, in ohms, fixed to 0.0.","name":"bridge_balance"},{"dtype":"float32","doc":"Capacitance compensation, in farads, fixed to 0.0.","name":"capacitance_compensation"}],"doc":"Voltage data from an intracellular recording when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell.","neurodata_type_inc":"CurrentClampSeries","neurodata_type_def":"IZeroClampSeries","attributes":[{"doc":"An IZeroClampSeries has no stimulus, so this attribute is automatically set to \"N/A\"","name":"stimulus_description","dtype":"text","value":"N/A"}]},{"datasets":[{"doc":"Stimulus current applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]}],"doc":"Stimulus current applied during current clamp recording.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"CurrentClampStimulusSeries"},{"datasets":[{"doc":"Recorded current.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"amperes"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. Times of image presentations would be \"step\" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable.","name":"continuity","required":false,"dtype":"text"}]},{"dtype":"float32","doc":"Fast capacitance, in farads.","name":"capacitance_fast","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Slow capacitance, in farads.","name":"capacitance_slow","quantity":"?","attributes":[{"doc":"Unit of measurement for capacitance_fast, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Resistance compensation bandwidth, in hertz.","name":"resistance_comp_bandwidth","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_bandwidth, which is fixed to 'hertz'.","name":"unit","dtype":"text","value":"hertz"}]},{"dtype":"float32","doc":"Resistance compensation correction, in percent.","name":"resistance_comp_correction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_correction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Resistance compensation prediction, in percent.","name":"resistance_comp_prediction","quantity":"?","attributes":[{"doc":"Unit of measurement for resistance_comp_prediction, which is fixed to 'percent'.","name":"unit","dtype":"text","value":"percent"}]},{"dtype":"float32","doc":"Whole cell capacitance compensation, in farads.","name":"whole_cell_capacitance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_capacitance_comp, which is fixed to 'farads'.","name":"unit","dtype":"text","value":"farads"}]},{"dtype":"float32","doc":"Whole cell series resistance compensation, in ohms.","name":"whole_cell_series_resistance_comp","quantity":"?","attributes":[{"doc":"Unit of measurement for whole_cell_series_resistance_comp, which is fixed to 'ohms'.","name":"unit","dtype":"text","value":"ohms"}]}],"doc":"Current data from an intracellular voltage-clamp recording. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected.","neurodata_type_inc":"PatchClampSeries","neurodata_type_def":"VoltageClampSeries"},{"datasets":[{"doc":"Stimulus voltage applied.","name":"data","attributes":[{"doc":"Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'.","name":"unit","dtype":"text","value":"volts"},{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units.","name":"offset","required":false,"dtype":"float32","default_value":0.0},{"doc":"Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0.","name":"resolution","required":false,"dtype":"float32","default_value":-1.0},{"doc":"Optionally describe the continuity of the data. Can be \"continuous\", \"instantaneous\", or \"step\". For example, a voltage trace would be \"continuous\", because samples are recorded from a continuous process. An array of lick times would be \"instantaneous\", because the data represents distinct moments in time. 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Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible.","name":"location","quantity":"?"},{"dtype":"text","doc":"Electrode resistance, in ohms.","name":"resistance","quantity":"?"},{"dtype":"text","doc":"Information about seal used for recording.","name":"seal","quantity":"?"},{"dtype":"text","doc":"Information about slice used for recording.","name":"slice","quantity":"?"}],"links":[{"doc":"Device that was used to record from this electrode.","name":"device","target_type":"Device"}],"doc":"An intracellular electrode and its metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"IntracellularElectrode"},{"datasets":[{"dtype":"uint32","doc":"Sweep number of the PatchClampSeries in that row.","name":"sweep_number","neurodata_type_inc":"VectorData"},{"dtype":{"target_type":"PatchClampSeries","reftype":"object"},"doc":"The PatchClampSeries with the sweep number in that row.","name":"series","neurodata_type_inc":"VectorData"},{"doc":"Index for series.","name":"series_index","neurodata_type_inc":"VectorIndex"}],"doc":"[DEPRECATED] Table used to group different PatchClampSeries. SweepTable is being replaced by IntracellularRecordingsTable and SimultaneousRecordingsTable tables. 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Each row in the table represents a single recording consisting typically of a stimulus and a corresponding response. In some cases, however, only a stimulus or a response is recorded as part of an experiment. In this case, both the stimulus and response will point to the same TimeSeries while the idx_start and count of the invalid column will be set to -1, thus, indicating that no values have been recorded for the stimulus or response, respectively. Note, a recording MUST contain at least a stimulus or a response. Typically the stimulus and response are PatchClampSeries. However, the use of AD/DA channels that are not associated to an electrode is also common in intracellular electrophysiology, in which case other TimeSeries may be used.","name":"intracellular_recordings","neurodata_type_inc":"AlignedDynamicTable","neurodata_type_def":"IntracellularRecordingsTable","attributes":[{"doc":"Description of the contents of this table. 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This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here.","name":"table","dtype":{"target_type":"IntracellularRecordingsTable","reftype":"object"}}]},{"doc":"Index dataset for the recordings column.","name":"recordings_index","neurodata_type_inc":"VectorIndex"}],"doc":"A table for grouping different intracellular recordings from the IntracellularRecordingsTable table together that were recorded simultaneously from different electrodes.","name":"simultaneous_recordings","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SimultaneousRecordingsTable"},{"datasets":[{"doc":"A reference to one or more rows in the SimultaneousRecordingsTable table.","name":"simultaneous_recordings","neurodata_type_inc":"DynamicTableRegion","attributes":[{"doc":"Reference to the SimultaneousRecordingsTable table that this table region applies to. 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This is typically used to group together sequential recordings where a sequence of stimuli of the same type with varying parameters have been presented in a sequence.","name":"sequential_recordings","neurodata_type_inc":"DynamicTable","neurodata_type_def":"SequentialRecordingsTable"},{"datasets":[{"doc":"A reference to one or more rows in the SequentialRecordingsTable table.","name":"sequential_recordings","neurodata_type_inc":"DynamicTableRegion","attributes":[{"doc":"Reference to the SequentialRecordingsTable table that this table region applies to. This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here.","name":"table","dtype":{"target_type":"SequentialRecordingsTable","reftype":"object"}}]},{"doc":"Index dataset for the sequential_recordings column.","name":"sequential_recordings_index","neurodata_type_inc":"VectorIndex"}],"doc":"A table for grouping different sequential intracellular recordings together. With each SequentialRecording typically representing a particular type of stimulus, the RepetitionsTable table is typically used to group sets of stimuli applied in sequence.","name":"repetitions","neurodata_type_inc":"DynamicTable","neurodata_type_def":"RepetitionsTable"},{"datasets":[{"doc":"A reference to one or more rows in the RepetitionsTable table.","name":"repetitions","neurodata_type_inc":"DynamicTableRegion","attributes":[{"doc":"Reference to the RepetitionsTable table that this table region applies to. This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here.","name":"table","dtype":{"target_type":"RepetitionsTable","reftype":"object"}}]},{"doc":"Index dataset for the repetitions column.","name":"repetitions_index","neurodata_type_inc":"VectorIndex"}],"doc":"A table for grouping different intracellular recording repetitions together that belong to the same experimental condition.","name":"experimental_conditions","neurodata_type_inc":"DynamicTable","neurodata_type_def":"ExperimentalConditionsTable"}]}GCOL0h3{"groups":[{"datasets":[{"shape":[[2],[3]],"dims":[["width|height"],["width|height|depth"]],"dtype":"float32","doc":"Width, height and depth of image, or imaged area, in meters.","name":"field_of_view","quantity":"?"}],"links":[{"doc":"Link to ImagingPlane object from which this TimeSeries data was generated.","name":"imaging_plane","target_type":"ImagingPlane"}],"doc":"Image stack recorded over time from 2-photon microscope.","neurodata_type_inc":"ImageSeries","neurodata_type_def":"TwoPhotonSeries","attributes":[{"doc":"Photomultiplier gain.","name":"pmt_gain","required":false,"dtype":"float32"},{"doc":"Lines imaged per second. This is also stored in /general/optophysiology but is kept here as it is useful information for analysis, and so good to be stored w/ the actual data.","name":"scan_line_rate","required":false,"dtype":"float32"}]},{"datasets":[{"shape":[[null],[null,null]],"dims":[["num_times"],["num_times","num_ROIs"]],"dtype":"numeric","doc":"Signals from ROIs.","name":"data","attributes":[{"doc":"Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9.","name":"conversion","required":false,"dtype":"float32","default_value":1.0},{"doc":"Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. 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See also reference_frame for what the physical location is relative to (e.g., bregma).","name":"origin_coords","quantity":"?","attributes":[{"doc":"Measurement units for origin_coords. The default value is 'meters'.","name":"unit","required":false,"dtype":"text","default_value":"meters"}]},{"shape":[[2],[3]],"dims":[["x, y"],["x, y, z"]],"dtype":"float32","doc":"Space between pixels in (x, y) or voxels in (x, y, z) directions, in the specified unit. Assumes imaging plane is a regular grid. See also reference_frame to interpret the grid.","name":"grid_spacing","quantity":"?","attributes":[{"doc":"Measurement units for grid_spacing. The default value is 'meters'.","name":"unit","required":false,"dtype":"text","default_value":"meters"}]},{"dtype":"text","doc":"Describes reference frame of origin_coords and grid_spacing. For example, this can be a text description of the anatomical location and orientation of the grid defined by origin_coords and grid_spacing or the vectors needed to transform or rotate the grid to a common anatomical axis (e.g., AP/DV/ML). This field is necessary to interpret origin_coords and grid_spacing. If origin_coords and grid_spacing are not present, then this field is not required. For example, if the microscope takes 10 x 10 x 2 images, where the first value of the data matrix (index (0, 0, 0)) corresponds to (-1.2, -0.6, -2) mm relative to bregma, the spacing between pixels is 0.2 mm in x, 0.2 mm in y and 0.5 mm in z, and larger numbers in x means more anterior, larger numbers in y means more rightward, and larger numbers in z means more ventral, then enter the following -- origin_coords = (-1.2, -0.6, -2) grid_spacing = (0.2, 0.2, 0.5) reference_frame = \"Origin coordinates are relative to bregma. First dimension corresponds to anterior-posterior axis (larger index = more anterior). Second dimension corresponds to medial-lateral axis (larger index = more rightward). Third dimension corresponds to dorsal-ventral axis (larger index = more ventral).\"","name":"reference_frame","quantity":"?"}],"links":[{"doc":"Link to the Device object that was used to record from this electrode.","name":"device","target_type":"Device"}],"doc":"An imaging plane and its metadata.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"ImagingPlane"},{"datasets":[{"dtype":"text","doc":"Description or other notes about the channel.","name":"description"},{"dtype":"float32","doc":"Emission wavelength for channel, in nm.","name":"emission_lambda"}],"doc":"An optical channel used to record from an imaging plane.","neurodata_type_inc":"NWBContainer","neurodata_type_def":"OpticalChannel"},{"groups":[{"doc":"Reuslts from motion correction of an image stack.","quantity":"+","neurodata_type_inc":"CorrectedImageStack"}],"doc":"An image stack where all frames are shifted (registered) to a common coordinate system, to account for movement and drift between frames. 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NOTE: row, column representation is equivalent to height, width.","name":"dimension","dtype":"int32","shape":[2],"dims":["num_rows, num_cols"]},{"doc":"Size of viewing area, in meters.","name":"field_of_view","dtype":"float32","shape":[2],"dims":["height, width"]},{"doc":"Unit that axis data is stored in (e.g., degrees).","name":"unit","dtype":"text"}]},{"shape":[null,null],"dims":["num_rows","num_cols"],"dtype":"float32","doc":"Power response on the first measured axis. Response is scaled so 0.0 is no power in the response and 1.0 is maximum relative power.","name":"axis_1_power_map","quantity":"?","attributes":[{"doc":"Number of rows and columns in the image. 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NOTE: row, column representation is equivalent to height, width.","name":"dimension","dtype":"int32","shape":[2],"dims":["num_rows, num_cols"]},{"doc":"Size of viewing area, in meters.","name":"field_of_view","dtype":"float32","shape":[2],"dims":["height, width"]}]},{"shape":[null,null],"dims":["num_rows","num_cols"],"dtype":"uint16","doc":"Gray-scale anatomical image of cortical surface. Array structure: [rows][columns]","name":"vasculature_image","attributes":[{"doc":"Number of bits used to represent each value. This is necessary to determine maximum (white) pixel value","name":"bits_per_pixel","dtype":"int32"},{"doc":"Number of rows and columns in the image. NOTE: row, column representation is equivalent to height, width.","name":"dimension","dtype":"int32","shape":[2],"dims":["num_rows, num_cols"]},{"doc":"Size of viewing area, in meters.","name":"field_of_view","dtype":"float32","shape":[2],"dims":["height, width"]},{"doc":"Format of image. Right now only 'raw' is supported.","name":"format","dtype":"text"}]}],"doc":"Intrinsic signal optical imaging or widefield imaging for measuring retinotopy. Stores orthogonal maps (e.g., altitude/azimuth; radius/theta) of responses to specific stimuli and a combined polarity map from which to identify visual areas. This group does not store the raw responses imaged during retinotopic mapping or the stimuli presented, but rather the resulting phase and power maps after applying a Fourier transform on the averaged responses. Note: for data consistency, all images and arrays are stored in the format [row][column] and [row, col], which equates to [y][x]. Field of view and dimension arrays may appear backward (i.e., y before x).","default_name":"ImagingRetinotopy","neurodata_type_inc":"NWBDataInterface","neurodata_type_def":"ImagingRetinotopy"}]}{"namespaces":[{"doc":"NWB namespace","schema":[{"namespace":"hdmf-common"},{"source":"nwb.base"},{"source":"nwb.device"},{"source":"nwb.epoch"},{"source":"nwb.image"},{"source":"nwb.file"},{"source":"nwb.misc"},{"source":"nwb.behavior"},{"source":"nwb.ecephys"},{"source":"nwb.icephys"},{"source":"nwb.ogen"},{"source":"nwb.ophys"},{"source":"nwb.retinotopy"}],"name":"core","full_name":"NWB core","version":"2.5.0","author":["Andrew Tritt","Oliver Ruebel","Ryan Ly","Ben Dichter","Keith Godfrey","Jeff Teeters"],"contact":["ajtritt@lbl.gov","oruebel@lbl.gov","rly@lbl.gov","bdichter@lbl.gov","keithg@alleninstitute.org","jteeters@berkeley.edu"]}]}9pynwb-2.8.2/tests/back_compat/__init__.py0000644000000000000000000000000013615410400015306 0ustar00pynwb-2.8.2/tests/back_compat/test_import_structure.py0000644000000000000000000000447413615410400020263 0ustar00from unittest import TestCase import pynwb class TestImportStructure(TestCase): """Test whether the classes/modules imported from pynwb in version 2.1.1 are still accessible. NOTE: this test was needed to ensure backward compatibility of "import pynwb" after changes to the package file hierarchy in PyNWB 2.2.0 around validate.py (see https://github.com/NeurodataWithoutBorders/pynwb/pull/1511). """ def test_outer_import_structure(self): current_structure = dir(pynwb) expected_structure = [ "BuildManager", "CORE_NAMESPACE", "DataChunkIterator", "H5DataIO", "HDMFIO", "NWBContainer", "NWBData", "NWBDatasetSpec", "NWBFile", "NWBGroupSpec", "NWBHDF5IO", "NWBNamespace", "NamespaceCatalog", "Path", "ProcessingModule", "TimeSeries", "TypeMap", "_HDF5IO", "__NS_CATALOG", "__TYPE_MAP", "__builtins__", "__cached__", "__doc__", "__file__", "__get_resources", "__io", "__loader__", "__name__", "__package__", "__path__", "__resources", "__spec__", "__version__", "_due", "_get_resources", "_version", "available_namespaces", "base", "behavior", "core", "deepcopy", "device", "docval", "ecephys", "epoch", "file", "get_class", "get_docval", "get_manager", "get_type_map", "getargs", "h5py", "hdmf", "hdmf_typemap", "icephys", "image", "io", "legacy", "load_namespaces", "misc", "ogen", "ophys", "os", "popargs", "register_class", "register_map", "spec", "testing", "validate", ] for member in expected_structure: self.assertIn(member=member, container=current_structure) pynwb-2.8.2/tests/back_compat/test_read.py0000644000000000000000000001707113615410400015541 0ustar00import numpy as np from pathlib import Path import warnings from pynwb import NWBHDF5IO, validate, TimeSeries from pynwb.image import ImageSeries from pynwb.testing import TestCase class TestReadOldVersions(TestCase): expected_warnings = { '' '2.1.0_imageseries_non_external_format.nwb': [( "ImageSeries 'test_imageseries': Format must be 'external' when external_file is specified." )], '2.1.0_imageseries_nonmatch_starting_frame.nwb': [( "ImageSeries 'test_imageseries': The number of frame indices in 'starting_frame' should have the same " "length as 'external_file'." )], } expected_errors = { '1.0.2_str_experimenter.nwb': [("root/general/experimenter (general/experimenter): incorrect shape - expected " "an array of shape '[None]', got non-array data 'one experimenter'")], '1.0.3_str_experimenter.nwb': [("root/general/experimenter (general/experimenter): incorrect shape - expected " "an array of shape '[None]', got non-array data 'one experimenter'")], '1.0.2_str_pub.nwb': [("root/general/related_publications (general/related_publications): incorrect shape " "- expected an array of shape '[None]', got non-array data 'one publication'")], '1.0.3_str_pub.nwb': [("root/general/related_publications (general/related_publications): incorrect shape " "- expected an array of shape '[None]', got non-array data 'one publication'")], '1.5.1_timeseries_no_data.nwb': [("TimeSeries/data/data (acquisition/test_timeseries/data): argument missing")], '1.5.1_timeseries_no_unit.nwb': [("TimeSeries/data/unit (acquisition/test_timeseries/data): argument missing")], '1.5.1_imageseries_no_data.nwb': [("ImageSeries/data/data (acquisition/test_imageseries/data): " "argument missing")], '1.5.1_imageseries_no_unit.nwb': [("ImageSeries/data/unit (acquisition/test_imageseries/data): " "argument missing")], } def get_io(self, path): """Get an NWBHDF5IO object for the given path.""" with warnings.catch_warnings(): warnings.filterwarnings( "ignore", message=r"Ignoring cached namespace .*", category=UserWarning, ) return NWBHDF5IO(str(path), 'r') def test_read(self): """Test reading and validating all NWB files in the same folder as this file. This folder contains NWB files generated by previous versions of NWB using the script src/pynwb/testing/make_test_files.py """ dir_path = Path(__file__).parent nwb_files = dir_path.glob('*.nwb') for f in nwb_files: with self.subTest(file=f.name): with warnings.catch_warnings(record=True) as warnings_on_read: warnings.simplefilter("always") with self.get_io(f) as io: errors = validate(io) io.read() for w in warnings_on_read: if f.name in self.expected_warnings: if str(w.message) not in self.expected_warnings[f.name]: pass # will replace above with below after the test file is updated # raise Exception("Unexpected warning: %s: %s" % (f.name, str(w.message))) else: pass # will replace above with below after the test file is updated # raise Exception("Unexpected warning: %s: %s" % (f.name, str(w.message))) if errors: for e in errors: if f.name in self.expected_errors: if str(e) not in self.expected_errors[f.name]: warnings.warn('%s: %s' % (f.name, e)) else: raise Exception("Unexpected validation error: %s: %s" % (f.name, e)) # TODO uncomment below when validation errors have been fixed # raise Exception('%d validation error(s). See warnings.' % len(errors)) def test_read_timeseries_no_data(self): """Test that a TimeSeries written without data is read with data set to the default value.""" f = Path(__file__).parent / '1.5.1_timeseries_no_data.nwb' with self.get_io(f) as io: read_nwbfile = io.read() np.testing.assert_array_equal(read_nwbfile.acquisition['test_timeseries'].data, TimeSeries.DEFAULT_DATA) def test_read_timeseries_no_unit(self): """Test that an ImageSeries written without unit is read with unit set to the default value.""" f = Path(__file__).parent / '1.5.1_timeseries_no_unit.nwb' with self.get_io(f) as io: read_nwbfile = io.read() self.assertEqual(read_nwbfile.acquisition['test_timeseries'].unit, TimeSeries.DEFAULT_UNIT) def test_read_imageseries_no_data(self): """Test that an ImageSeries written without data is read with data set to the default value.""" f = Path(__file__).parent / '1.5.1_imageseries_no_data.nwb' with self.get_io(f) as io: read_nwbfile = io.read() np.testing.assert_array_equal(read_nwbfile.acquisition['test_imageseries'].data, ImageSeries.DEFAULT_DATA) def test_read_imageseries_no_unit(self): """Test that an ImageSeries written without unit is read with unit set to the default value.""" f = Path(__file__).parent / '1.5.1_imageseries_no_unit.nwb' with self.get_io(f) as io: read_nwbfile = io.read() self.assertEqual(read_nwbfile.acquisition['test_imageseries'].unit, ImageSeries.DEFAULT_UNIT) def test_read_imageseries_non_external_format(self): """Test that reading an ImageSeries with an inconsistent format does not change the value.""" fbase = "2.1.0_imageseries_non_external_format.nwb" f = Path(__file__).parent / fbase expected_warning = self.expected_warnings[fbase][0] with self.assertWarnsWith(UserWarning, expected_warning): with self.get_io(f) as io: read_nwbfile = io.read() self.assertEqual(read_nwbfile.acquisition['test_imageseries'].format, "tiff") def test_read_imageseries_nonmatch_starting_frame(self): """Test that reading an ImageSeries with an inconsistent starting_frame does not change the value.""" fbase = "2.1.0_imageseries_nonmatch_starting_frame.nwb" f = Path(__file__).parent / fbase expected_warning = self.expected_warnings[fbase][0] with self.assertWarnsWith(UserWarning, expected_warning): with self.get_io(f) as io: read_nwbfile = io.read() np.testing.assert_array_equal(read_nwbfile.acquisition['test_imageseries'].starting_frame, [1, 2, 3]) def test_read_subject_no_age__reference(self): """Test that reading a Subject without an age__reference set with NWB schema 2.5.0 sets the value to None""" f = Path(__file__).parent / '2.2.0_subject_no_age__reference.nwb' with self.get_io(f) as io: read_nwbfile = io.read() self.assertIsNone(read_nwbfile.subject.age__reference) pynwb-2.8.2/tests/coverage/runCoverage0000755000000000000000000000044713615410400014752 0ustar00#!/bin/ksh # use default coverage name COV=coverage3 cd ../.. echo "" echo "Running Tests with Coverage:" ${COV} run --source=. test.py echo "" echo "Creating HTML output:" ${COV} html -d tests/coverage/htmlcov echo "" echo "Open /coverage/htmlcov/index.html to see results." echo "" pynwb-2.8.2/tests/integration/__init__.py0000644000000000000000000000000013615410400015366 0ustar00pynwb-2.8.2/tests/integration/hdf5/__init__.py0000644000000000000000000000000013615410400016214 0ustar00pynwb-2.8.2/tests/integration/hdf5/test_base.py0000644000000000000000000000616013615410400016443 0ustar00import numpy as np from datetime import datetime from dateutil.tz import tzlocal from pynwb import TimeSeries, NWBFile, NWBHDF5IO from pynwb.base import Images, Image, ImageReferences from pynwb.testing import AcquisitionH5IOMixin, TestCase, remove_test_file class TestTimeSeriesIO(AcquisitionH5IOMixin, TestCase): def setUpContainer(self): """ Return the test TimeSeries to read/write """ return TimeSeries( name='test_timeseries', data=list(range(1000)), unit='SIunit', timestamps=np.arange(1000.), resolution=0.1, continuity='continuous', ) class TestTimeSeriesLinking(TestCase): def setUp(self): self.path = 'test_timestamps_linking.nwb' def tearDown(self): remove_test_file(self.path) def test_timestamps_linking(self): ''' Test that timestamps get linked to in TimeSeries ''' tsa = TimeSeries(name='a', data=np.linspace(0, 1, 1000), timestamps=np.arange(1000.), unit='m') tsb = TimeSeries(name='b', data=np.linspace(0, 1, 1000), timestamps=tsa, unit='m') nwbfile = NWBFile(identifier='foo', session_start_time=datetime(2017, 5, 1, 12, 0, 0, tzinfo=tzlocal()), session_description='bar') nwbfile.add_acquisition(tsa) nwbfile.add_acquisition(tsb) with NWBHDF5IO(self.path, 'w') as io: io.write(nwbfile) with NWBHDF5IO(self.path, 'r') as io: nwbfile = io.read() tsa = nwbfile.acquisition['a'] tsb = nwbfile.acquisition['b'] self.assertIs(tsa.timestamps, tsb.timestamps) def test_data_linking(self): ''' Test that data get linked to in TimeSeries ''' tsa = TimeSeries(name='a', data=np.linspace(0, 1, 1000), timestamps=np.arange(1000.), unit='m') tsb = TimeSeries(name='b', data=tsa, timestamps=np.arange(1000.), unit='m') tsc = TimeSeries(name='c', data=tsb, timestamps=np.arange(1000.), unit='m') nwbfile = NWBFile(identifier='foo', session_start_time=datetime(2017, 5, 1, 12, 0, 0, tzinfo=tzlocal()), session_description='bar') nwbfile.add_acquisition(tsa) nwbfile.add_acquisition(tsb) nwbfile.add_acquisition(tsc) with NWBHDF5IO(self.path, 'w') as io: io.write(nwbfile) with NWBHDF5IO(self.path, 'r') as io: nwbfile = io.read() tsa = nwbfile.acquisition['a'] tsb = nwbfile.acquisition['b'] tsc = nwbfile.acquisition['c'] self.assertIs(tsa.data, tsb.data) self.assertIs(tsa.data, tsc.data) class TestImagesIO(AcquisitionH5IOMixin, TestCase): def setUpContainer(self): """ Return the test Images to read/write """ image1 = Image(name='test_image', data=np.ones((10, 10))) image2 = Image(name='test_image2', data=np.ones((10, 10))) image_references = ImageReferences(name='order_of_images', data=[image2, image1]) images = Images(name='images_name', images=[image1, image2], order_of_images=image_references) return images pynwb-2.8.2/tests/integration/hdf5/test_behavior.py0000644000000000000000000000075713615410400017336 0ustar00import numpy as np from pynwb.behavior import SpatialSeries from pynwb.testing import AcquisitionH5IOMixin, TestCase class TestSpatialSeriesIO(AcquisitionH5IOMixin, TestCase): def setUpContainer(self): """ Return the test TimeSeries to read/write """ return SpatialSeries( name='test_sS', data=np.ones((3, 2)), bounds=[(-1,1),(-1,1),(-1,1)], reference_frame='reference_frame', timestamps=[1., 2., 3.] ) pynwb-2.8.2/tests/integration/hdf5/test_device.py0000644000000000000000000000120613615410400016764 0ustar00from pynwb.device import Device from pynwb.testing import NWBH5IOMixin, TestCase class TestDeviceIO(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return the test Device to read/write """ return Device(name='device_name', description='description', manufacturer='manufacturer') def addContainer(self, nwbfile): """ Add the test Device to the given NWBFile """ nwbfile.add_device(self.container) def getContainer(self, nwbfile): """ Return the test Device from the given NWBFile """ return nwbfile.get_device(self.container.name) pynwb-2.8.2/tests/integration/hdf5/test_ecephys.py0000644000000000000000000003000713615410400017166 0ustar00from hdmf.common import DynamicTableRegion from pynwb import NWBFile from pynwb.ecephys import ( ElectrodeGroup, ElectricalSeries, FilteredEphys, LFP, Clustering, ClusterWaveforms, SpikeEventSeries, EventWaveform, EventDetection, FeatureExtraction, ) from pynwb.device import Device from pynwb.file import ElectrodeTable as get_electrode_table from pynwb.testing import NWBH5IOMixin, AcquisitionH5IOMixin, NWBH5IOFlexMixin, TestCase class TestElectrodeGroupIO(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return the test ElectrodeGroup to read/write """ self.dev1 = Device(name='dev1') eg = ElectrodeGroup(name='elec1', description='a test ElectrodeGroup', location='a nonexistent place', device=self.dev1) return eg def addContainer(self, nwbfile): """ Add the test ElectrodeGroup to the given NWBFile """ nwbfile.add_device(self.dev1) nwbfile.add_electrode_group(self.container) def getContainer(self, nwbfile): """ Return the test ElectrodeGroup from the given NWBFile """ return nwbfile.get_electrode_group(self.container.name) def setup_electrode_table(): table = get_electrode_table() dev1 = Device(name='dev1') group = ElectrodeGroup( name='tetrode1', description='tetrode description', location='tetrode location', device=dev1 ) for i in range(4): table.add_row(location='CA1', group=group, group_name='tetrode1') return table, group, dev1 class TestElectricalSeriesIO(NWBH5IOFlexMixin, TestCase): def getContainerType(self): return "ElectricalSeries" def addContainer(self): """ Add the test ElectricalSeries and related objects to the given NWBFile """ table, group, dev1 = setup_electrode_table() self.nwbfile.add_device(dev1) self.nwbfile.add_electrode_group(group) self.nwbfile.set_electrode_table(table) region = DynamicTableRegion(name='electrodes', data=[0, 2], description='the first and third electrodes', table=table) data = list(zip(range(10), range(10, 20))) timestamps = list(map(lambda x: x/10., range(10))) channel_conversion = [1., 2., 3., 4.] filtering = 'Low-pass filter at 300 Hz' es = ElectricalSeries( name='test_eS', data=data, electrodes=region, channel_conversion=channel_conversion, filtering=filtering, timestamps=timestamps ) self.nwbfile.add_acquisition(es) def getContainer(self, nwbfile: NWBFile): return nwbfile.acquisition['test_eS'] def test_eg_ref(self): """ Test that the electrode DynamicTableRegion references of the read ElectricalSeries have a group that correctly resolves to ElectrodeGroup instances. """ read = self.roundtripContainer() row1 = read.electrodes[0] row2 = read.electrodes[1] self.assertIsInstance(row1.iloc[0]['group'], ElectrodeGroup) self.assertIsInstance(row2.iloc[0]['group'], ElectrodeGroup) class TestLFPIO(NWBH5IOFlexMixin, TestCase): def getContainerType(self): return "LFP" def addContainer(self): table, group, dev1 = setup_electrode_table() self.nwbfile.add_device(dev1) self.nwbfile.add_electrode_group(group) self.nwbfile.set_electrode_table(table) region1 = DynamicTableRegion(name='electrodes', data=[0, 2], description='the first and third electrodes', table=table) region2 = DynamicTableRegion(name='electrodes', data=[1, 3], description='the second and fourth electrodes', table=table) data1 = list(zip(range(10), range(10, 20))) data2 = list(zip(reversed(range(10)), reversed(range(10, 20)))) timestamps = list(map(lambda x: x/10., range(10))) es1 = ElectricalSeries(name='test_eS1', data=data1, electrodes=region1, timestamps=timestamps) es2 = ElectricalSeries(name='test_eS2', data=data2, electrodes=region2, channel_conversion=[4., .4], timestamps=timestamps) lfp = LFP() self.nwbfile.add_acquisition(lfp) lfp.add_electrical_series([es1, es2]) def getContainer(self, nwbfile: NWBFile): return nwbfile.acquisition['LFP'] class TestFilteredEphysIO(NWBH5IOFlexMixin, TestCase): def getContainerType(self): return "FilteredEphys" def addContainer(self): table, group, dev1 = setup_electrode_table() self.nwbfile.add_device(dev1) self.nwbfile.add_electrode_group(group) self.nwbfile.set_electrode_table(table) region1 = DynamicTableRegion(name='electrodes', data=[0, 2], description='the first and third electrodes', table=table) region2 = DynamicTableRegion(name='electrodes', data=[1, 3], description='the second and fourth electrodes', table=table) data1 = list(zip(range(10), range(10, 20))) data2 = list(zip(reversed(range(10)), reversed(range(10, 20)))) timestamps = list(map(lambda x: x/10., range(10))) es1 = ElectricalSeries(name='test_eS1', data=data1, electrodes=region1, timestamps=timestamps) es2 = ElectricalSeries(name='test_eS2', data=data2, electrodes=region2, channel_conversion=[4., .4], timestamps=timestamps) fe = FilteredEphys() self.nwbfile.add_acquisition(fe) fe.add_electrical_series([es1, es2]) def getContainer(self, nwbfile: NWBFile): return nwbfile.acquisition['FilteredEphys'] class TestClusteringIO(AcquisitionH5IOMixin, TestCase): def setUpContainer(self): """ Return a test Clustering to read/write """ with self.assertWarnsWith(DeprecationWarning, 'use pynwb.misc.Units or NWBFile.units instead'): return Clustering("A fake Clustering interface", [0, 1, 2, 0, 1, 2], [100., 101., 102.], [float(i) for i in range(10, 61, 10)]) def roundtripContainer(self, cache_spec=False): # catch the DeprecationWarning raised when reading the Clustering object from file with self.assertWarnsWith(DeprecationWarning, 'use pynwb.misc.Units or NWBFile.units instead'): return super().roundtripContainer(cache_spec) def roundtripExportContainer(self, cache_spec=False): # catch the DeprecationWarning raised when reading the Clustering object from file with self.assertWarnsWith(DeprecationWarning, 'use pynwb.misc.Units or NWBFile.units instead'): return super().roundtripExportContainer(cache_spec) class EventWaveformConstructor(NWBH5IOFlexMixin, TestCase): def getContainerType(self): return "SpikeEventSeries" def addContainer(self): """ Add the test SpikeEventSeries and related objects to the given NWBFile """ table, group, dev1 = setup_electrode_table() self.nwbfile.add_device(dev1) self.nwbfile.add_electrode_group(group) self.nwbfile.set_electrode_table(table) region = DynamicTableRegion(name='electrodes', data=[0, 2], description='the first and third electrodes', table=table) ses = SpikeEventSeries( name='test_sES', data=((1, 1), (2, 2), (3, 3)), timestamps=[0., 1., 2.], electrodes=region ) ew = EventWaveform() self.nwbfile.add_acquisition(ew) ew.add_spike_event_series(ses) def getContainer(self, nwbfile: NWBFile): return nwbfile.acquisition['EventWaveform'] class ClusterWaveformsConstructor(AcquisitionH5IOMixin, TestCase): def setUpContainer(self): """ Return a test ClusterWaveforms to read/write """ times = [1.3, 2.3] num = [3, 4] peak_over_rms = [5.3, 6.3] with self.assertWarnsWith(DeprecationWarning, 'use pynwb.misc.Units or NWBFile.units instead'): self.clustering = Clustering('description', num, peak_over_rms, times) means = [[7.3, 7.3]] stdevs = [[8.3, 8.3]] with self.assertWarnsWith(DeprecationWarning, 'use pynwb.misc.Units or NWBFile.units instead'): cw = ClusterWaveforms(self.clustering, 'filtering', means, stdevs) return cw def addContainer(self, nwbfile): """ Add the test ClusterWaveforms and related objects to the given NWBFile """ nwbfile.add_acquisition(self.clustering) nwbfile.add_acquisition(self.container) def roundtripContainer(self, cache_spec=False): # catch the DeprecationWarning raised when reading the Clustering object from file with self.assertWarnsWith(DeprecationWarning, 'use pynwb.misc.Units or NWBFile.units instead'): return super().roundtripContainer(cache_spec) def roundtripExportContainer(self, cache_spec=False): # catch the DeprecationWarning raised when reading the Clustering object from file with self.assertWarnsWith(DeprecationWarning, 'use pynwb.misc.Units or NWBFile.units instead'): return super().roundtripExportContainer(cache_spec) class FeatureExtractionConstructor(NWBH5IOFlexMixin, TestCase): def getContainerType(self): return "FeatureExtraction" def addContainer(self): """ Add the test FeatureExtraction and related objects to the given NWBFile """ table, group, dev1 = setup_electrode_table() self.nwbfile.add_device(dev1) self.nwbfile.add_electrode_group(group) self.nwbfile.set_electrode_table(table) event_times = [1.9, 3.5] region = DynamicTableRegion(name='electrodes', data=[0, 2], description='the first and third electrodes', table=table) description = ['desc1', 'desc2', 'desc3'] features = [[[0., 1., 2.], [3., 4., 5.]], [[6., 7., 8.], [9., 10., 11.]]] fe = FeatureExtraction(electrodes=region, description=description, times=event_times, features=features) self.nwbfile.add_acquisition(fe) def getContainer(self, nwbfile: NWBFile): return nwbfile.acquisition['FeatureExtraction'] class EventDetectionConstructor(NWBH5IOFlexMixin, TestCase): def getContainerType(self): return "EventDetection" def addContainer(self): """ Add the test EventDetection and related objects to the given NWBFile """ table, group, dev1 = setup_electrode_table() self.nwbfile.add_device(dev1) self.nwbfile.add_electrode_group(group) self.nwbfile.set_electrode_table(table) region = DynamicTableRegion(name='electrodes', data=[0, 2], description='the first and third electrodes', table=table) data = list(range(10)) ts = [0.1, 0.2, 0.3, 0.4, 0.5, 0.6, 0.7, 0.8, 0.9, 1.0] eS = ElectricalSeries( name='test_eS', data=data, electrodes=region, timestamps=ts ) eD = EventDetection( detection_method='detection_method', source_electricalseries=eS, source_idx=(1, 2, 3), times=(0.1, 0.2, 0.3) ) self.nwbfile.add_acquisition(eS) self.nwbfile.add_acquisition(eD) def getContainer(self, nwbfile: NWBFile): return nwbfile.acquisition['EventDetection'] pynwb-2.8.2/tests/integration/hdf5/test_extension.py0000644000000000000000000000473013615410400017546 0ustar00from hdmf.build import BuildManager from hdmf.common import VectorData from hdmf.utils import docval, get_docval, popargs from pynwb import NWBFile from pynwb.spec import NWBDatasetSpec, NWBAttributeSpec from pynwb.testing import NWBH5IOFlexMixin, TestCase from ..helpers.utils import create_test_extension class TestDynamicTableCustomColumnWithArgs(NWBH5IOFlexMixin, TestCase): class SubVectorData(VectorData): __fields__ = ('extra_kwarg', ) @docval( *get_docval(VectorData.__init__, "name", "description", "data"), {'name': 'extra_kwarg', 'type': 'str', 'doc': 'An extra kwarg.'}, ) def __init__(self, **kwargs): extra_kwarg = popargs('extra_kwarg', kwargs) super().__init__(**kwargs) self.extra_kwarg = extra_kwarg def setUp(self): """Set up an extension with a custom VectorData column.""" spec = NWBDatasetSpec( neurodata_type_def='SubVectorData', neurodata_type_inc='VectorData', doc='A custom VectorData column.', dtype='text', shape=(None,), attributes=[ NWBAttributeSpec( name="extra_kwarg", doc='An extra kwarg.', dtype='text' ), ], ) self.type_map = create_test_extension([spec], {"SubVectorData": self.SubVectorData}) self.manager = BuildManager(self.type_map) super().setUp() def get_manager(self): return self.manager def getContainerType(self): return "TrialsWithCustomColumnsWithArgs" def addContainer(self): """ Add the test DynamicTable to the given NWBFile """ self.nwbfile.add_trial_column( name="test", description="test", col_cls=self.SubVectorData, extra_kwarg="test_extra_kwarg" ) self.nwbfile.add_trial(start_time=1.0, stop_time=2.0, test="test_data") def getContainer(self, nwbfile: NWBFile): return nwbfile.trials["test"] def test_roundtrip(self): super().test_roundtrip() assert isinstance(self.read_container, self.SubVectorData) assert self.read_container.extra_kwarg == "test_extra_kwarg" def test_roundtrip_export(self): super().test_roundtrip_export() assert isinstance(self.read_container, self.SubVectorData) assert self.read_container.extra_kwarg == "test_extra_kwarg" pynwb-2.8.2/tests/integration/hdf5/test_file_copy.py0000644000000000000000000000320013615410400017472 0ustar00import os from pynwb.base import TimeSeriesReference from pynwb import NWBHDF5IO from pynwb.testing import TestCase from pynwb.testing.mock.file import mock_NWBFile from pynwb.testing.mock.base import mock_TimeSeries class TestFileCopy(TestCase): def setUp(self): self.path1 = "test_a.h5" self.path2 = "test_b.h5" def tearDown(self): if os.path.exists(self.path1): os.remove(self.path1) if os.path.exists(self.path2): os.remove(self.path2) def test_copy_file_link_timeintervals_timeseries(self): """Test copying a file with a TimeSeriesReference in a TimeIntervals object and reading that copy. Based on https://github.com/NeurodataWithoutBorders/pynwb/issues/1863 """ new_nwb = mock_NWBFile() test_ts = mock_TimeSeries(name="test_ts", timestamps=[1.0, 2.0, 3.0], data=[1.0, 2.0, 3.0]) new_nwb.add_acquisition(test_ts) new_nwb.add_trial(start_time=1.0, stop_time=2.0, timeseries=[test_ts]) with NWBHDF5IO(self.path1, 'w') as io: io.write(new_nwb) with NWBHDF5IO(self.path1, 'r') as base_io: # the TimeIntervals object is copied but the TimeSeriesReferenceVectorData is linked nwb_add = base_io.read().copy() with NWBHDF5IO(self.path2, 'w', manager=base_io.manager) as out_io: out_io.write(nwb_add) with NWBHDF5IO(self.path2, 'r') as io: nwb = io.read() ts_val = nwb.trials["timeseries"][0][0] assert isinstance(ts_val, TimeSeriesReference) assert ts_val.timeseries is nwb.acquisition["test_ts"] pynwb-2.8.2/tests/integration/hdf5/test_icephys.py0000644000000000000000000003271313615410400017200 0ustar00import numpy as np from pynwb import NWBFile from pynwb.icephys import (IntracellularElectrode, PatchClampSeries, CurrentClampStimulusSeries, SweepTable, VoltageClampStimulusSeries, CurrentClampSeries, VoltageClampSeries, IZeroClampSeries) from pynwb.device import Device from pynwb.testing import NWBH5IOMixin, AcquisitionH5IOMixin, TestCase import warnings class TestIntracellularElectrode(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return the test IntracellularElectrode to read/write """ self.device = Device(name='device_name') elec = IntracellularElectrode( name="elec0", slice='tissue slice', resistance='something measured in ohms', seal='sealing method', description='a fake electrode object', location='Springfield Elementary School', filtering='a meaningless free-form text field', initial_access_resistance='I guess this changes', device=self.device, cell_id="this_cell", ) return elec def addContainer(self, nwbfile): """ Add the test IntracellularElectrode and Device to the given NWBFile """ nwbfile.add_icephys_electrode(self.container) nwbfile.add_device(self.device) def getContainer(self, nwbfile): """ Return the test IntracellularElectrode from the given NWBFile """ return nwbfile.get_icephys_electrode(self.container.name) class TestPatchClampSeries(AcquisitionH5IOMixin, TestCase): def setUpElectrode(self): """ Set up the test IntracellularElectrode """ self.device = Device(name='device_name') self.elec = IntracellularElectrode(name="elec0", slice='tissue slice', resistance='something measured in ohms', seal='sealing method', description='a fake electrode object', location='Springfield Elementary School', filtering='a meaningless free-form text field', initial_access_resistance='I guess this changes', device=self.device) def setUpContainer(self): """ Return the test PatchClampSeries to read/write """ self.setUpElectrode() return PatchClampSeries(name="pcs", data=[1, 2, 3, 4, 5], unit='A', starting_time=123.6, rate=10e3, electrode=self.elec, gain=0.126, stimulus_description="gotcha ya!", sweep_number=np.uint(4711)) def addContainer(self, nwbfile): """ Add the test PatchClampSeries as an acquisition and IntracellularElectrode and Device to the given NWBFile """ nwbfile.add_icephys_electrode(self.elec) nwbfile.add_device(self.device) super().addContainer(nwbfile) class TestCurrentClampStimulusSeries(TestPatchClampSeries): def setUpContainer(self): """ Return the test CurrentClampStimulusSeries to read/write """ self.setUpElectrode() return CurrentClampStimulusSeries(name="ccss", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=self.elec, gain=0.126) class TestVoltageClampStimulusSeries(TestPatchClampSeries): def setUpContainer(self): """ Return the test VoltageClampStimulusSeries to read/write """ self.setUpElectrode() return VoltageClampStimulusSeries(name="vcss", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=self.elec, gain=0.126) class TestCurrentClampSeries(TestPatchClampSeries): def setUpContainer(self): """ Return the test CurrentClampSeries to read/write """ self.setUpElectrode() return CurrentClampSeries(name="ccs", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=self.elec, gain=0.126, bias_current=1.2, bridge_balance=2.3, capacitance_compensation=3.45) class TestVoltageClampSeries(TestPatchClampSeries): def setUpContainer(self): """ Return the test VoltageClampSeries to read/write """ self.setUpElectrode() return VoltageClampSeries(name="vcs", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=self.elec, gain=0.126, capacitance_fast=1.2, capacitance_slow=2.3, resistance_comp_bandwidth=3.45, resistance_comp_correction=4.5, resistance_comp_prediction=5.678, whole_cell_capacitance_comp=6.789, whole_cell_series_resistance_comp=0.7) class TestIZeroClampSeries(TestPatchClampSeries): def setUpContainer(self): """ Return the test IZeroClampSeries to read/write """ self.setUpElectrode() return IZeroClampSeries(name="izcs", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=self.elec, gain=0.126) class TestSweepTableRoundTripEasy(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return the test SweepTable to read/write """ self.device = Device(name='device_name') self.elec = IntracellularElectrode(name="elec0", slice='tissue slice', resistance='something measured in ohms', seal='sealing method', description='a fake electrode object', location='Springfield Elementary School', filtering='a meaningless free-form text field', initial_access_resistance='I guess this changes', device=self.device) self.pcs = PatchClampSeries(name="pcs", data=[1, 2, 3, 4, 5], unit='A', starting_time=123.6, rate=10e3, electrode=self.elec, gain=0.126, stimulus_description="gotcha ya!", sweep_number=np.uint(4711)) # Create the SweepTable but ignore the DeprecationWarning with warnings.catch_warnings(record=True) as w: warnings.simplefilter('ignore', DeprecationWarning) sweeptable = SweepTable(name='sweep_table') # Reissue any other warnings that may have occurred for i in w: warnings.warn(i.message, i.category) return sweeptable def addContainer(self, nwbfile): """ Add the test SweepTable, PatchClampSeries, IntracellularElectrode, and Device to the given NWBFile """ nwbfile.sweep_table = self.container nwbfile.add_device(self.device) nwbfile.add_icephys_electrode(self.elec) nwbfile.add_acquisition(self.pcs, use_sweep_table=True) def getContainer(self, nwbfile): """ Return the test SweepTable from the given NWBFile """ return nwbfile.sweep_table def roundtripContainer(self, cache_spec=False): # catch the DeprecationWarning raised when reading the SweepTable object from file with self.assertWarnsWith(DeprecationWarning, "Use of SweepTable is deprecated. Use the IntracellularRecordingsTable instead. " "See also the NWBFile.add_intracellular_recordings function."): return super().roundtripContainer(cache_spec) def roundtripExportContainer(self, cache_spec=False): # catch the DeprecationWarning raised when reading the SweepTable object from file with self.assertWarnsWith(DeprecationWarning, "Use of SweepTable is deprecated. Use the IntracellularRecordingsTable instead. " "See also the NWBFile.add_intracellular_recordings function."): return super().roundtripExportContainer(cache_spec) def test_container(self): """ Test properties of the SweepTable read from file """ description = 'a file to test writing and reading a %s' % self.container_type identifier = 'TEST_%s' % self.container_type nwbfile = NWBFile(description, identifier, self.start_time, file_create_date=self.create_date) self.addContainer(nwbfile) sweep_table = self.getContainer(nwbfile) self.assertEqual(len(sweep_table['series'].data), 1) self.assertEqual(sweep_table.id[0], 0) self.assertEqual(sweep_table['sweep_number'].data[0], 4711) class TestSweepTableRoundTripComplicated(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return the test SweepTable to read/write """ self.device = Device(name='device_name') self.elec = IntracellularElectrode(name="elec0", slice='tissue slice', resistance='something measured in ohms', seal='sealing method', description='a fake electrode object', location='Springfield Elementary School', filtering='a meaningless free-form text field', initial_access_resistance='I guess this changes', device=self.device) self.pcs1 = PatchClampSeries(name="pcs1", data=[1, 2, 3, 4, 5], unit='A', starting_time=123.6, rate=10e3, electrode=self.elec, gain=0.126, stimulus_description="gotcha ya!", sweep_number=np.uint(4711)) self.pcs2a = PatchClampSeries(name="pcs2a", data=[1, 2, 3, 4, 5], unit='A', starting_time=123.6, rate=10e3, electrode=self.elec, gain=0.126, stimulus_description="gotcha ya!", sweep_number=np.uint(4712)) self.pcs2b = PatchClampSeries(name="pcs2b", data=[1, 2, 3, 4, 5], unit='A', starting_time=123.6, rate=10e3, electrode=self.elec, gain=0.126, stimulus_description="gotcha ya!", sweep_number=np.uint(4712)) # Create the SweepTable but ignore the DeprecationWarning with warnings.catch_warnings(record=True) as w: warnings.simplefilter('ignore', DeprecationWarning) sweeptable = SweepTable(name='sweep_table') # Reissue any other warnings that may have occurred for i in w: warnings.warn(i.message, i.category) return sweeptable def addContainer(self, nwbfile): """ Add the test SweepTable, PatchClampSeries, IntracellularElectrode, and Device to the given NWBFile """ nwbfile.sweep_table = self.container nwbfile.add_device(self.device) nwbfile.add_icephys_electrode(self.elec) nwbfile.add_acquisition(self.pcs1, use_sweep_table=True) nwbfile.add_stimulus_template(self.pcs2a, use_sweep_table=True) nwbfile.add_stimulus(self.pcs2b, use_sweep_table=True) def getContainer(self, nwbfile): """ Return the test SweepTable from the given NWBFile """ return nwbfile.sweep_table def roundtripContainer(self, cache_spec=False): # catch the DeprecationWarning raised when reading the SweepTable object from file with self.assertWarnsWith(DeprecationWarning, "Use of SweepTable is deprecated. Use the IntracellularRecordingsTable instead. " "See also the NWBFile.add_intracellular_recordings function."): return super().roundtripContainer(cache_spec) def roundtripExportContainer(self, cache_spec=False): # catch the DeprecationWarning raised when reading the SweepTable object from file with self.assertWarnsWith(DeprecationWarning, "Use of SweepTable is deprecated. Use the IntracellularRecordingsTable instead. " "See also the NWBFile.add_intracellular_recordings function."): return super().roundtripExportContainer(cache_spec) def test_container(self): """ Test properties of the SweepTable read from file """ description = 'a file to test writing and reading a %s' % self.container_type identifier = 'TEST_%s' % self.container_type nwbfile = NWBFile(description, identifier, self.start_time, file_create_date=self.create_date) self.addContainer(nwbfile) sweep_table = self.getContainer(nwbfile) self.assertEqual(len(sweep_table['series'].data), 3) self.assertEqual(sweep_table['sweep_number'].data[0], 4711) self.assertEqual(sweep_table['sweep_number'].data[1], 4712) self.assertEqual(sweep_table['sweep_number'].data[2], 4712) series = sweep_table.get_series(4711) self.assertEqual(len(series), 1) names = [elem.name for elem in series] self.assertEqual(names, ["pcs1"]) sweep_numbers = [elem.sweep_number for elem in series] self.assertEqual(sweep_numbers, [4711]) series = sweep_table.get_series(4712) self.assertEqual(len(series), 2) names = [elem.name for elem in series] self.assertEqual(names, ["pcs2a", "pcs2b"]) sweep_numbers = [elem.sweep_number for elem in series] self.assertEqual(sweep_numbers, [4712, 4712]) pynwb-2.8.2/tests/integration/hdf5/test_image.py0000644000000000000000000000326513615410400016616 0ustar00import numpy as np from pynwb.device import Device from pynwb.image import ImageSeries, OpticalSeries from pynwb.testing import AcquisitionH5IOMixin, NWBH5IOMixin, TestCase class TestImageSeriesIO(AcquisitionH5IOMixin, TestCase): def setUpContainer(self): """ Return a test ImageSeries to read/write """ self.dev1 = Device('dev1') iS = ImageSeries( name='test_iS', unit='unit', external_file=['external_file'], starting_frame=[0], format='external', timestamps=[1., 2., 3.], device=self.dev1, ) return iS def addContainer(self, nwbfile): """ Add the test ElectrodeGroup to the given NWBFile """ nwbfile.add_device(self.dev1) super().addContainer(nwbfile) class TestOpticalSeriesIO(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return a test OpticalSeries to read/write """ self.dev1 = Device('dev1') self.optical_series = OpticalSeries( name='OpticalSeries', distance=8., field_of_view=(4., 5.), orientation='upper left', data=np.ones((10, 3, 3)), unit='m', format='raw', timestamps=np.arange(10.), device=self.dev1, ) return self.optical_series def addContainer(self, nwbfile): """ Add the test OpticalSeries to the given NWBFile """ nwbfile.add_device(self.dev1) nwbfile.add_stimulus(self.optical_series) def getContainer(self, nwbfile): """ Return the test OpticalSeries from the given NWBFile """ return nwbfile.stimulus['OpticalSeries'] pynwb-2.8.2/tests/integration/hdf5/test_io.py0000644000000000000000000006523113615410400016144 0ustar00from datetime import datetime from dateutil.tz import tzlocal, tzutc import numpy as np from h5py import File from pathlib import Path import tempfile from pynwb import NWBFile, TimeSeries, get_manager, NWBHDF5IO, validate from hdmf.backends.io import UnsupportedOperation from hdmf.backends.hdf5 import HDF5IO, H5DataIO from hdmf.data_utils import DataChunkIterator from hdmf.build import GroupBuilder, DatasetBuilder from hdmf.spec import NamespaceCatalog from pynwb.spec import NWBGroupSpec, NWBDatasetSpec, NWBNamespace from pynwb.ecephys import ElectricalSeries, LFP from pynwb.testing import remove_test_file, TestCase from pynwb.testing.mock.file import mock_NWBFile class TestHDF5Writer(TestCase): _required_tests = ('test_nwbio', 'test_write_clobber', 'test_write_cache_spec', 'test_write_no_cache_spec') @property def required_tests(self): return self._required_tests def setUp(self): self.manager = get_manager() self.path = "test_pynwb_io_hdf5.nwb" self.start_time = datetime(1970, 1, 1, 12, tzinfo=tzutc()) self.create_date = datetime(2017, 4, 15, 12, tzinfo=tzlocal()) self.container = NWBFile(session_description='a test NWB File', identifier='TEST123', session_start_time=self.start_time, file_create_date=self.create_date) ts = TimeSeries(name='test_timeseries', data=list(range(100, 200, 10)), unit='SIunit', timestamps=np.arange(10.), resolution=0.1) self.container.add_acquisition(ts) ts_builder = GroupBuilder('test_timeseries', attributes={'neurodata_type': 'TimeSeries'}, datasets={'data': DatasetBuilder('data', list(range(100, 200, 10)), attributes={'unit': 'SIunit', 'conversion': 1.0, 'resolution': 0.1}), 'timestamps': DatasetBuilder('timestamps', np.arange(10.), attributes={'unit': 'seconds', 'interval': 1})}) self.builder = GroupBuilder( 'root', groups={'acquisition': GroupBuilder('acquisition', groups={'test_timeseries': ts_builder}), 'analysis': GroupBuilder('analysis'), 'general': GroupBuilder('general'), 'processing': GroupBuilder('processing'), 'stimulus': GroupBuilder( 'stimulus', groups={'presentation': GroupBuilder('presentation'), 'templates': GroupBuilder('templates')})}, datasets={'file_create_date': DatasetBuilder('file_create_date', [self.create_date.isoformat()]), 'identifier': DatasetBuilder('identifier', 'TEST123'), 'session_description': DatasetBuilder('session_description', 'a test NWB File'), 'nwb_version': DatasetBuilder('nwb_version', '1.0.6'), 'session_start_time': DatasetBuilder('session_start_time', self.start_time.isoformat())}, attributes={'neurodata_type': 'NWBFile'}) def tearDown(self): remove_test_file(self.path) def test_nwbio(self): with HDF5IO(self.path, manager=self.manager, mode='a') as io: io.write(self.container) with File(self.path, 'r') as f: self.assertIn('acquisition', f) self.assertIn('analysis', f) self.assertIn('general', f) self.assertIn('processing', f) self.assertIn('file_create_date', f) self.assertIn('identifier', f) self.assertIn('session_description', f) self.assertIn('session_start_time', f) acq = f.get('acquisition') self.assertIn('test_timeseries', acq) def test_write_clobber(self): with HDF5IO(self.path, manager=self.manager, mode='a') as io: io.write(self.container) with self.assertRaisesWith(UnsupportedOperation, "Unable to open file %s in 'w-' mode. File already exists." % self.path): with HDF5IO(self.path, manager=self.manager, mode='w-') as io: pass def test_write_cache_spec(self): ''' Round-trip test for writing spec and reading it back in ''' with HDF5IO(self.path, manager=self.manager, mode="a") as io: io.write(self.container) with File(self.path, 'r') as f: self.assertIn('specifications', f) ns_catalog = NamespaceCatalog(NWBGroupSpec, NWBDatasetSpec, NWBNamespace) HDF5IO.load_namespaces(ns_catalog, self.path) original_ns = self.manager.namespace_catalog.get_namespace('core') cached_ns = ns_catalog.get_namespace('core') self.maxDiff = None for key in ('author', 'contact', 'doc', 'full_name', 'name'): with self.subTest(namespace_field=key): self.assertEqual(original_ns[key], cached_ns[key]) for dt in original_ns.get_registered_types(): with self.subTest(neurodata_type=dt): original_spec = original_ns.get_spec(dt) cached_spec = cached_ns.get_spec(dt) with self.subTest(test='data_type spec read back in'): self.assertIsNotNone(cached_spec) with self.subTest(test='cached spec preserved original spec'): self.assertDictEqual(original_spec, cached_spec) def test_write_no_cache_spec(self): ''' Round-trip test for not writing spec ''' with HDF5IO(self.path, manager=self.manager, mode="a") as io: io.write(self.container, cache_spec=False) with File(self.path, 'r') as f: self.assertNotIn('specifications', f) def test_file_creation_io_modes(self): io_modes_that_create_file = ["w", "w-", "x"] with tempfile.TemporaryDirectory() as temp_dir: temp_dir = Path(temp_dir) for io_mode in io_modes_that_create_file: file_path = temp_dir / f"test_io_mode={io_mode}.nwb" # Test file creation nwbfile = mock_NWBFile() with NWBHDF5IO(str(file_path), io_mode) as io: io.write(nwbfile) class TestHDF5WriterWithInjectedFile(TestCase): _required_tests = ('test_nwbio', 'test_write_clobber', 'test_write_cache_spec') @property def required_tests(self): return self._required_tests def setUp(self): self.manager = get_manager() self.path = "test_pynwb_io_hdf5_injected.nwb" self.start_time = datetime(1970, 1, 1, 12, tzinfo=tzutc()) self.create_date = datetime(2017, 4, 15, 12, tzinfo=tzlocal()) self.container = NWBFile(session_description='a test NWB File', identifier='TEST123', session_start_time=self.start_time, file_create_date=self.create_date) ts = TimeSeries(name='test_timeseries', data=list(range(100, 200, 10)), unit='SIunit', timestamps=np.arange(10.), resolution=0.1) self.container.add_acquisition(ts) ts_builder = GroupBuilder('test_timeseries', attributes={'neurodata_type': 'TimeSeries'}, datasets={'data': DatasetBuilder('data', list(range(100, 200, 10)), attributes={'unit': 'SIunit', 'conversion': 1.0, 'resolution': 0.1}), 'timestamps': DatasetBuilder('timestamps', np.arange(10.), attributes={'unit': 'seconds', 'interval': 1})}) self.builder = GroupBuilder( 'root', groups={'acquisition': GroupBuilder('acquisition', groups={'test_timeseries': ts_builder}), 'analysis': GroupBuilder('analysis'), 'general': GroupBuilder('general'), 'processing': GroupBuilder('processing'), 'stimulus': GroupBuilder( 'stimulus', groups={'presentation': GroupBuilder('presentation'), 'templates': GroupBuilder('templates')})}, datasets={'file_create_date': DatasetBuilder('file_create_date', [self.create_date.isoformat()]), 'identifier': DatasetBuilder('identifier', 'TEST123'), 'session_description': DatasetBuilder('session_description', 'a test NWB File'), 'nwb_version': DatasetBuilder('nwb_version', '1.0.6'), 'session_start_time': DatasetBuilder('session_start_time', self.start_time.isoformat())}, attributes={'neurodata_type': 'NWBFile'}) def tearDown(self): remove_test_file(self.path) def test_nwbio(self): with File(self.path, 'w') as fil: with HDF5IO(self.path, manager=self.manager, file=fil, mode='a') as io: io.write(self.container) with File(self.path, 'r') as f: self.assertIn('acquisition', f) self.assertIn('analysis', f) self.assertIn('general', f) self.assertIn('processing', f) self.assertIn('file_create_date', f) self.assertIn('identifier', f) self.assertIn('session_description', f) self.assertIn('session_start_time', f) acq = f.get('acquisition') self.assertIn('test_timeseries', acq) def test_write_clobber(self): with File(self.path, 'w') as fil: with HDF5IO(self.path, manager=self.manager, file=fil, mode='a') as io: io.write(self.container) with self.assertRaisesWith(UnsupportedOperation, "Unable to open file %s in 'w-' mode. File already exists." % self.path): with HDF5IO(self.path, manager=self.manager, mode='w-') as io: pass def test_write_cache_spec(self): ''' Round-trip test for writing spec and reading it back in ''' with File(self.path, 'w') as fil: with HDF5IO(self.path, manager=self.manager, file=fil, mode='a') as io: io.write(self.container) with File(self.path, 'r') as f: self.assertIn('specifications', f) ns_catalog = NamespaceCatalog(NWBGroupSpec, NWBDatasetSpec, NWBNamespace) HDF5IO.load_namespaces(ns_catalog, self.path) original_ns = self.manager.namespace_catalog.get_namespace('core') cached_ns = ns_catalog.get_namespace('core') self.maxDiff = None for key in ('author', 'contact', 'doc', 'full_name', 'name'): with self.subTest(namespace_field=key): self.assertEqual(original_ns[key], cached_ns[key]) for dt in original_ns.get_registered_types(): with self.subTest(neurodata_type=dt): original_spec = original_ns.get_spec(dt) cached_spec = cached_ns.get_spec(dt) with self.subTest(test='data_type spec read back in'): self.assertIsNotNone(cached_spec) with self.subTest(test='cached spec preserved original spec'): self.assertDictEqual(original_spec, cached_spec) class TestAppend(TestCase): def setUp(self): self.nwbfile = NWBFile(session_description='hi', identifier='hi', session_start_time=datetime(1970, 1, 1, 12, tzinfo=tzutc())) self.path = "test_append.nwb" def tearDown(self): remove_test_file(self.path) def test_append(self): proc_mod = self.nwbfile.create_processing_module(name='test_proc_mod', description='') proc_inter = LFP(name='LFP') proc_mod.add(proc_inter) device = self.nwbfile.create_device(name='test_device') e_group = self.nwbfile.create_electrode_group( name='test_electrode_group', description='', location='', device=device ) self.nwbfile.add_electrode(x=0.0, y=0.0, z=0.0, imp=np.nan, location='loc', filtering='filt', group=e_group) electrodes = self.nwbfile.create_electrode_table_region(region=[0], description='') e_series = ElectricalSeries( name='test_es', electrodes=electrodes, data=np.ones(shape=(100,)), rate=10000.0, ) proc_inter.add_electrical_series(e_series) with NWBHDF5IO(self.path, mode='w') as io: io.write(self.nwbfile, cache_spec=False) with NWBHDF5IO(self.path, mode='a') as io: nwb = io.read() link_electrodes = nwb.processing['test_proc_mod']['LFP'].electrical_series['test_es'].electrodes ts2 = ElectricalSeries(name='timeseries2', data=[4., 5., 6.], rate=1.0, electrodes=link_electrodes) nwb.add_acquisition(ts2) io.write(nwb) # also attempt to write same spec again self.assertIs(nwb.processing['test_proc_mod']['LFP'].electrical_series['test_es'].electrodes, nwb.acquisition['timeseries2'].electrodes) with NWBHDF5IO(self.path, mode='r') as io: nwb = io.read() np.testing.assert_equal(nwb.acquisition['timeseries2'].data[:], ts2.data) self.assertIs(nwb.processing['test_proc_mod']['LFP'].electrical_series['test_es'].electrodes, nwb.acquisition['timeseries2'].electrodes) errors = validate(io) self.assertEqual(len(errors), 0, errors) def test_electrode_id_uniqueness(self): device = self.nwbfile.create_device(name='test_device') e_group = self.nwbfile.create_electrode_group(name='test_electrode_group', description='', location='', device=device) self.nwbfile.add_electrode(id=0, x=0.0, y=0.0, z=0.0, imp=np.nan, location='loc', filtering='filt', group=e_group) with self.assertRaises(ValueError): self.nwbfile.add_electrode(id=0, x=0.0, y=0.0, z=0.0, imp=np.nan, location='loc', filtering='filt', group=e_group) class TestH5DataIO(TestCase): """ Test that H5DataIO functions correctly on round trip with the HDF5IO backend """ def setUp(self): self.nwbfile = NWBFile(session_description='a', identifier='b', session_start_time=datetime(1970, 1, 1, 12, tzinfo=tzutc())) self.path = "test_pynwb_io_hdf5_h5dataIO.h5" def tearDown(self): remove_test_file(self.path) def test_gzip_timestamps(self): ts = TimeSeries(name='ts_name', data=[1, 2, 3], unit='A', timestamps=H5DataIO(np.array([1., 2., 3.]), compression='gzip')) self.nwbfile.add_acquisition(ts) with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile, cache_spec=False) # confirm that the dataset was indeed compressed with File(self.path, 'r') as f: self.assertEqual(f['/acquisition/ts_name/timestamps'].compression, 'gzip') def test_write_dataset_custom_compress(self): a = H5DataIO(np.arange(30).reshape(5, 2, 3), compression='gzip', compression_opts=5, shuffle=True, fletcher32=True) ts = TimeSeries(name='ts_name', data=a, unit='A', timestamps=np.arange(5.)) self.nwbfile.add_acquisition(ts) with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile, cache_spec=False) with File(self.path, 'r') as f: dset = f['/acquisition/ts_name/data'] self.assertTrue(np.all(dset[:] == a.data)) self.assertEqual(dset.compression, 'gzip') self.assertEqual(dset.compression_opts, 5) self.assertEqual(dset.shuffle, True) self.assertEqual(dset.fletcher32, True) def test_write_dataset_custom_chunks(self): a = H5DataIO(np.arange(30).reshape(5, 2, 3), chunks=(1, 1, 3)) ts = TimeSeries(name='ts_name', data=a, unit='A', timestamps=np.arange(5.)) self.nwbfile.add_acquisition(ts) with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile, cache_spec=False) with File(self.path, 'r') as f: dset = f['/acquisition/ts_name/data'] self.assertTrue(np.all(dset[:] == a.data)) self.assertEqual(dset.chunks, (1, 1, 3)) def test_write_dataset_custom_fillvalue(self): a = H5DataIO(np.arange(20).reshape(5, 4), fillvalue=-1) ts = TimeSeries(name='ts_name', data=a, unit='A', timestamps=np.arange(5.)) self.nwbfile.add_acquisition(ts) with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile, cache_spec=False) with File(self.path, 'r') as f: dset = f['/acquisition/ts_name/data'] self.assertTrue(np.all(dset[:] == a.data)) self.assertEqual(dset.fillvalue, -1) def test_write_dataset_datachunkiterator_data_and_time(self): a = np.arange(30).reshape(5, 2, 3) aiter = iter(a) daiter = DataChunkIterator.from_iterable(aiter, buffer_size=2) tstamps = np.arange(5.) tsiter = DataChunkIterator.from_iterable(tstamps) ts = TimeSeries(name='ts_name', data=daiter, unit='A', timestamps=tsiter) self.nwbfile.add_acquisition(ts) with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile, cache_spec=False) with File(self.path, 'r') as f: dset = f['/acquisition/ts_name/data'] self.assertListEqual(dset[:].tolist(), a.tolist()) def test_write_dataset_datachunkiterator_data_only(self): a = np.arange(30).reshape(5, 2, 3) aiter = iter(a) daiter = DataChunkIterator.from_iterable(aiter, buffer_size=2) tstamps = np.arange(5.) ts = TimeSeries(name='ts_name', data=daiter, unit='A', timestamps=tstamps) self.nwbfile.add_acquisition(ts) with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile, cache_spec=False) with File(self.path, 'r') as f: dset = f['/acquisition/ts_name/data'] self.assertListEqual(dset[:].tolist(), a.tolist()) def test_write_dataset_datachunkiterator_with_compression(self): a = np.arange(30).reshape(5, 2, 3) aiter = iter(a) daiter = DataChunkIterator.from_iterable(aiter, buffer_size=2) wrapped_daiter = H5DataIO(data=daiter, compression='gzip', compression_opts=5, shuffle=True, fletcher32=True) ts = TimeSeries(name='ts_name', data=wrapped_daiter, unit='A', timestamps=np.arange(5.)) self.nwbfile.add_acquisition(ts) with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile, cache_spec=False) with File(self.path, 'r') as f: dset = f['/acquisition/ts_name/data'] self.assertEqual(dset.shape, a.shape) self.assertListEqual(dset[:].tolist(), a.tolist()) self.assertEqual(dset.compression, 'gzip') self.assertEqual(dset.compression_opts, 5) self.assertEqual(dset.shuffle, True) self.assertEqual(dset.fletcher32, True) class TestNWBHDF5IO(TestCase): """Test that file io with NWBHDF5IO works correctly""" def setUp(self): self.nwbfile = NWBFile(session_description='a test NWB File', identifier='TEST123', session_start_time=datetime(1970, 1, 1, 12, tzinfo=tzutc())) self.path = "test_pynwb_io_nwbhdf5.h5" def tearDown(self): remove_test_file(self.path) def test_nwb_version_property(self): """Test reading of files with missing nwb_version""" # check empty version before write with NWBHDF5IO(self.path, 'w') as io: self.assertTupleEqual(io.nwb_version, (None, None)) # write the example file with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile) # check behavior for various different version strings for ver in [("2.0.5", (2, 0, 5)), ("2.0.5-alpha", (2, 0, 5, "alpha")), ("1.0.4_beta", (1, 0, 4, "beta")), ("bad_version", ("bad", "version", ))]: # Set version string with File(self.path, mode='a') as io: io.attrs['nwb_version'] = ver[0] # Assert expected result for nwb_version tuple with NWBHDF5IO(self.path, 'r') as io: self.assertEqual(io.nwb_version[0], ver[0]) self.assertTupleEqual(io.nwb_version[1], ver[1]) # check empty version attribute with File(self.path, mode='a') as io: del io.attrs['nwb_version'] with NWBHDF5IO(self.path, 'r') as io: self.assertTupleEqual(io.nwb_version, (None, None)) # check that it works when setting the attribute to a fixed-length numpy-bytes string with File(self.path, mode='a') as io: io.attrs['nwb_version'] = np.asarray("2.0.5", dtype=np.bytes_)[()] with NWBHDF5IO(self.path, 'r') as io: self.assertTupleEqual(io.nwb_version, ("2.0.5", (2, 0, 5))) def test_check_nwb_version_ok(self): """Test that opening a current NWBFile passes the version check""" with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile) with NWBHDF5IO(self.path, 'r') as io: self.assertIsNotNone(io.nwb_version[0]) self.assertIsNotNone(io.nwb_version[1]) self.assertGreater(io.nwb_version[1][0], 1) read_file = io.read() self.assertContainerEqual(read_file, self.nwbfile) def test_check_nwb_version_missing_version(self): """Test reading of files with missing nwb_version""" # write the example file with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile) # remove the version attribute with File(self.path, mode='a') as io: del io.attrs['nwb_version'] # test that reading the file without a version strings fails with self.assertRaisesWith( TypeError, "Missing NWB version in file. The file is not a valid NWB file."): with NWBHDF5IO(self.path, 'r') as io: _ = io.read() # test that reading the file when skipping the version check works with NWBHDF5IO(self.path, 'r') as io: read_file = io.read(skip_version_check=True) self.assertContainerEqual(read_file, self.nwbfile) def test_check_nwb_version_old_version(self): """Test reading of files with version less than 2 """ # write the example file with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile) # remove the version attribute with File(self.path, mode='a') as io: io.attrs['nwb_version'] = "1.0.5" # test that reading the file without a version strings fails with self.assertRaisesWith( TypeError, "NWB version 1.0.5 not supported. PyNWB supports NWB files version 2 and above."): with NWBHDF5IO(self.path, 'r') as io: _ = io.read() # test that reading the file when skipping the version check works with NWBHDF5IO(self.path, 'r') as io: read_file = io.read(skip_version_check=True) self.assertContainerEqual(read_file, self.nwbfile) def test_round_trip_with_path_string(self): """Opening a NWBHDF5IO with a path string should work correctly""" path_str = self.path with NWBHDF5IO(path_str, 'w') as io: io.write(self.nwbfile) with NWBHDF5IO(path_str, 'r') as io: read_file = io.read() self.assertContainerEqual(read_file, self.nwbfile) def test_round_trip_with_pathlib_path(self): """Opening a NWBHDF5IO with a pathlib path should correctly""" pathlib_path = Path(self.path) with NWBHDF5IO(pathlib_path, 'w') as io: io.write(self.nwbfile) with NWBHDF5IO(pathlib_path, 'r') as io: read_file = io.read() self.assertContainerEqual(read_file, self.nwbfile) def test_can_read_current_nwb_file(self): with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile) self.assertTrue(NWBHDF5IO.can_read(self.path)) def test_can_read_file_does_not_exits(self): self.assertFalse(NWBHDF5IO.can_read('not_a_file.nwb')) def test_can_read_file_no_version(self): # write the example file with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile) # remove the version attribute with File(self.path, mode='a') as io: del io.attrs['nwb_version'] # assert can_read returns False and warning raised warn_msg = "Cannot read because missing NWB version in the HDF5 file. The file is not a valid NWB file." with self.assertWarnsWith(UserWarning, warn_msg): self.assertFalse(NWBHDF5IO.can_read(self.path)) def test_can_read_file_old_version(self): # write the example file with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile) # set the version attribute <2.0 with File(self.path, mode='a') as io: io.attrs['nwb_version'] = "1.0.5" # assert can_read returns False and warning raised warn_msg = "Cannot read because PyNWB supports NWB files version 2 and above." with self.assertWarnsWith(UserWarning, warn_msg): self.assertFalse(NWBHDF5IO.can_read(self.path)) def test_can_read_file_invalid_hdf5_file(self): # current file is not an HDF5 file self.assertFalse(NWBHDF5IO.can_read(__file__)) pynwb-2.8.2/tests/integration/hdf5/test_misc.py0000644000000000000000000002226513615410400016470 0ustar00import numpy as np from hdmf.common import DynamicTable, VectorData, DynamicTableRegion from pynwb import TimeSeries from pynwb.misc import Units, DecompositionSeries from pynwb.testing import NWBH5IOMixin, AcquisitionH5IOMixin, TestCase from pynwb.ecephys import ElectrodeGroup from pynwb.device import Device from pynwb.file import ElectrodeTable as get_electrode_table class TestUnitsIO(AcquisitionH5IOMixin, TestCase): """ Test adding Units into acquisition and accessing Units after read """ def setUpContainer(self): """ Return the test Units to read/write """ ut = Units(name='UnitsTest', description='a simple table for testing Units') ut.add_unit(spike_times=[0., 1., 2.], obs_intervals=[[0., 1.], [2., 3.]], waveform_mean=[1., 2., 3.], waveform_sd=[4., 5., 6.], waveforms=[ [ # elec 1 [1, 2, 3], [1, 2, 3], [1, 2, 3] ], [ # elec 2 [1, 2, 3], [1, 2, 3], [1, 2, 3] ] ]) ut.add_unit(spike_times=[3., 4., 5.], obs_intervals=[[2., 5.], [6., 7.]], waveform_mean=[1., 2., 3.], waveform_sd=[4., 5., 6.], waveforms=np.array([ [ # elec 1 [1, 2, 3], # spike 1, [sample 1, sample 2, sample 3] [1, 2, 3], # spike 2 [1, 2, 3], # spike 3 [1, 2, 3] # spike 4 ], [ # elec 2 [1, 2, 3], # spike 1 [1, 2, 3], # spike 2 [1, 2, 3], # spike 3 [1, 2, 3] # spike 4 ], [ # elec 3 [1, 2, 3], # spike 1 [1, 2, 3], # spike 2 [1, 2, 3], # spike 3 [1, 2, 3] # spike 4 ] ])) ut.waveform_rate = 40000. ut.resolution = 1/40000 return ut def test_get_spike_times(self): """ Test whether the Units spike times read from file are what was written """ ut = self.roundtripContainer() received = ut.get_unit_spike_times(0) np.testing.assert_array_equal(received, [0., 1., 2.]) received = ut.get_unit_spike_times(1) np.testing.assert_array_equal(received, [3., 4., 5.]) np.testing.assert_array_equal(ut['spike_times'][:], [[0., 1., 2.], [3., 4., 5.]]) def test_get_obs_intervals(self): """ Test whether the Units observation intervals read from file are what was written """ ut = self.roundtripContainer() received = ut.get_unit_obs_intervals(0) np.testing.assert_array_equal(received, [[0., 1.], [2., 3.]]) received = ut.get_unit_obs_intervals(1) np.testing.assert_array_equal(received, [[2., 5.], [6., 7.]]) np.testing.assert_array_equal(ut['obs_intervals'][:], [[[0., 1.], [2., 3.]], [[2., 5.], [6., 7.]]]) class TestUnitsFileIO(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return placeholder Units object. Tested units are added directly to the NWBFile in addContainer """ return Units('placeholder') # this will get ignored def addContainer(self, nwbfile): """ Add units to the given NWBFile """ device = nwbfile.create_device(name='trodes_rig123') electrode_name = 'tetrode1' description = "an example tetrode" location = "somewhere in the hippocampus" electrode_group = nwbfile.create_electrode_group(electrode_name, description=description, location=location, device=device) for idx in [1, 2, 3, 4]: nwbfile.add_electrode(id=idx, location='CA1', group=electrode_group) nwbfile.add_unit(id=1, electrodes=[1], electrode_group=electrode_group) nwbfile.add_unit(id=2, electrodes=[1], electrode_group=electrode_group) self.container = nwbfile.units # override self.container which has the placeholder def getContainer(self, nwbfile): """ Return the test Units from the given NWBFile """ return nwbfile.units def test_to_dataframe(self): units = self.roundtripContainer() units.to_dataframe() class TestDecompositionSeriesIO(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return the test DecompositionSeries to read/write """ self.timeseries = TimeSeries( name='dummy timeseries', description='desc', data=np.ones((3, 3)), unit='flibs', timestamps=np.ones((3,)), ) bands = DynamicTable( name='bands', description='band info for LFPSpectralAnalysis', columns=[ VectorData(name='band_name', description='name of bands', data=['alpha', 'beta', 'gamma']), VectorData(name='band_limits', description='low and high cutoffs in Hz', data=np.ones((3, 2))), VectorData(name='band_mean', description='mean gaussian filters in Hz', data=np.ones((3,))), VectorData( name='band_stdev', description='standard deviation of gaussian filters in Hz', data=np.ones((3,)) ), ], ) spec_anal = DecompositionSeries( name='LFPSpectralAnalysis', description='my description', data=np.ones((3, 3, 3)), timestamps=np.ones((3,)), source_timeseries=self.timeseries, metric='amplitude', bands=bands, ) return spec_anal def addContainer(self, nwbfile): """ Add the test DecompositionSeries to the given NWBFile in a processing module """ nwbfile.add_acquisition(self.timeseries) prcs_mod = nwbfile.create_processing_module('test_mod', 'test_mod') prcs_mod.add(self.container) def getContainer(self, nwbfile): """ Return the test DecompositionSeries from the given NWBFile """ return nwbfile.processing['test_mod']['LFPSpectralAnalysis'] class TestDecompositionSeriesWithSourceChannelsIO(AcquisitionH5IOMixin, TestCase): @staticmethod def make_electrode_table(self): """ Make an electrode table, electrode group, and device """ self.table = get_electrode_table() self.dev1 = Device(name='dev1') self.group = ElectrodeGroup( name='tetrode1', description='tetrode description', location='tetrode location', device=self.dev1 ) for _ in range(4): self.table.add_row(location='CA1', group=self.group, group_name='tetrode1') def setUpContainer(self): """ Return the test ElectricalSeries to read/write """ self.make_electrode_table(self) region = DynamicTableRegion( name='source_channels', data=[0, 2], description='the first and third electrodes', table=self.table ) data = np.random.randn(100, 2, 30) timestamps = np.arange(100)/100 bands = DynamicTable( name='bands', description='band info for LFPSpectralAnalysis', columns=[ VectorData(name='band_name', description='name of bands', data=['alpha', 'beta', 'gamma']), VectorData(name='band_limits', description='low and high cutoffs in Hz', data=np.ones((3, 2))), VectorData(name='band_mean', description='mean gaussian filters in Hz', data=np.ones((3,))), VectorData( name='band_stdev', description='standard deviation of gaussian filters in Hz', data=np.ones((3,)) ), ], ) ds = DecompositionSeries( name='test_DS', data=data, source_channels=region, timestamps=timestamps, metric='amplitude', bands=bands, ) return ds def addContainer(self, nwbfile): """ Add the test ElectricalSeries and related objects to the given NWBFile """ nwbfile.add_device(self.dev1) nwbfile.add_electrode_group(self.group) nwbfile.set_electrode_table(self.table) nwbfile.add_acquisition(self.container) def test_eg_ref(self): """ Test that the electrode DynamicTableRegion references of the read ElectricalSeries have a group that correctly resolves to ElectrodeGroup instances. """ read = self.roundtripContainer() row1 = read.source_channels[0] row2 = read.source_channels[1] self.assertIsInstance(row1.iloc[0]['group'], ElectrodeGroup) self.assertIsInstance(row2.iloc[0]['group'], ElectrodeGroup) pynwb-2.8.2/tests/integration/hdf5/test_modular_storage.py0000644000000000000000000002706713615410400020731 0ustar00import os import gc from datetime import datetime from dateutil.tz import tzutc import numpy as np from hdmf.backends.hdf5 import HDF5IO from hdmf.backends.hdf5.h5_utils import H5DataIO from pynwb import get_manager, NWBFile, NWBHDF5IO, TimeSeries, validate as pynwb_validate from pynwb.testing import remove_test_file, TestCase class TestTimeSeriesModular(TestCase): def setUp(self): # File paths self.data_filename = os.path.join(os.getcwd(), 'test_time_series_modular_data.nwb') self.link_filename = os.path.join(os.getcwd(), 'test_time_series_modular_link.nwb') # Make the data container file write self.start_time = datetime(1971, 1, 1, 12, tzinfo=tzutc()) self.data = np.arange(2000).reshape((1000, 2)) self.timestamps = np.linspace(0, 1, 1000) # The container before roundtrip self.container = TimeSeries( name='data_ts', unit='V', data=self.data, timestamps=self.timestamps ) self.data_read_io = None # HDF5IO used for reading the main data file self.read_data_nwbfile = None # The NWBFile read after roundtrip self.read_data_container = None # self.container after roundtrip # Variables for the second file which links the main data file self.link_container = None # The container with the links before write self.read_link_container = None # The container with the links after roundtrip self.read_link_nwbfile = None # The NWBFile container containing link_container after roundtrip self.link_read_io = None # HDF5IO use for reading the read_link_nwbfile def tearDown(self): if self.read_link_container: self.read_link_container.data.file.close() self.read_link_container.timestamps.file.close() if self.link_read_io: self.link_read_io.close() if self.data_read_io: self.data_read_io.close() # necessary to remove all references to the file and garbage # collect on windows in order to be able to truncate/overwrite # the file later. see pynwb GH issue #975 if os.name == 'nt': gc.collect() remove_test_file(self.link_filename) remove_test_file(self.data_filename) def roundtripContainer(self): # create and write data file data_file = NWBFile( session_description='a test file', identifier='data_file', session_start_time=self.start_time ) data_file.add_acquisition(self.container) with HDF5IO(self.data_filename, 'w', manager=get_manager()) as data_write_io: data_write_io.write(data_file) # read data file self.data_read_io = HDF5IO(self.data_filename, 'r', manager=get_manager()) self.read_data_nwbfile = self.data_read_io.read() self.read_data_container = self.read_data_nwbfile.get_acquisition('data_ts') # write "link file" with timeseries.data that is an external link to the timeseries in "data file" # also link timeseries.timestamps.data to the timeseries.timestamps in "data file" with HDF5IO(self.link_filename, 'w', manager=get_manager()) as link_write_io: link_file = NWBFile( session_description='a test file', identifier='link_file', session_start_time=self.start_time ) self.link_container = TimeSeries( name='test_mod_ts', unit='V', data=H5DataIO( data=self.read_data_container.data, link_data=True # test with setting link data ), timestamps=H5DataIO( data=self.read_data_container.timestamps, link_data=True # test with setting link data ) ) link_file.add_acquisition(self.link_container) link_write_io.write(link_file) # read the link file self.link_read_io = HDF5IO(self.link_filename, 'r', manager=get_manager()) self.read_link_nwbfile = self.link_read_io.read() return self.getContainer(self.read_link_nwbfile) def test_roundtrip(self): # Roundtrip the container self.read_link_container = self.roundtripContainer() # 1. Make sure our containers are set correctly for the test # 1.1: Make sure the container we read is not identical to the container we used for writing self.assertNotEqual(id(self.link_container), id(self.read_link_container)) self.assertNotEqual(id(self.container), id(self.read_data_container)) # 1.2: Make sure the container we read is indeed the correct container we should use for testing self.assertIs(self.read_link_nwbfile.objects[self.link_container.object_id], self.read_link_container) self.assertIs(self.read_data_nwbfile.objects[self.container.object_id], self.read_data_container) # 1.3: Make sure the object_ids of the container we wrote and read are the same self.assertEqual(self.read_link_container.object_id, self.link_container.object_id) self.assertEqual(self.read_data_container.object_id, self.container.object_id) # 1.4: Make sure the object_ids between the source data and link data container are different self.assertNotEqual(self.read_link_container.object_id, self.read_data_container.object_id) # Test that printing works for the source data and linked data container self.assertIsNotNone(str(self.container)) self.assertIsNotNone(str(self.read_data_container)) self.assertIsNotNone(str(self.link_container)) self.assertIsNotNone(str(self.read_link_container)) # Test that timestamps and data are valid after write self.assertTrue(self.read_link_container.timestamps.id.valid) self.assertTrue(self.read_link_container.data.id.valid) self.assertTrue(self.read_data_container.timestamps.id.valid) self.assertTrue(self.read_data_container.data.id.valid) # Make sure the data in the read data container and linked data container match the original container self.assertContainerEqual(self.read_link_container, self.container, ignore_name=True, ignore_hdmf_attrs=True) self.assertContainerEqual(self.read_data_container, self.container, ignore_name=True, ignore_hdmf_attrs=True) # Make sure the timestamps and data are linked correctly. I.e., the filename of the h5py dataset should # match between the data file and the file with links even-though they have been read from different files self.assertEqual( self.read_data_container.data.file.filename, # Path where the source data is stored self.read_link_container.data.file.filename # Path where the linked h5py dataset points to ) self.assertEqual( self.read_data_container.timestamps.file.filename, # Path where the source data is stored self.read_link_container.timestamps.file.filename # Path where the linked h5py dataset points to ) # validate both the source data and linked data file via the pynwb validator self.validate() def test_link_root(self): # create and write data file data_file = NWBFile( session_description='a test file', identifier='data_file', session_start_time=self.start_time ) data_file.add_acquisition(self.container) with HDF5IO(self.data_filename, 'w', manager=get_manager()) as data_write_io: data_write_io.write(data_file) # read data file manager = get_manager() with HDF5IO(self.data_filename, 'r', manager=manager) as data_read_io: data_file_obt = data_read_io.read() link_file = NWBFile( session_description='a test file', identifier='link_file', session_start_time=self.start_time ) link_container = data_file_obt.acquisition[self.container.name] link_file.add_acquisition(link_container) self.assertIs(link_container.parent, data_file_obt) with HDF5IO(self.link_filename, 'w', manager=manager) as link_write_io: link_write_io.write(link_file) # read the link file, check container sources with HDF5IO(self.link_filename, 'r+', manager=get_manager()) as link_file_reader: read_nwbfile = link_file_reader.read() self.assertNotEqual(read_nwbfile.acquisition[self.container.name].container_source, read_nwbfile.container_source) self.assertEqual(read_nwbfile.acquisition[self.container.name].container_source, self.data_filename) self.assertEqual(read_nwbfile.container_source, self.link_filename) def validate(self): filenames = [self.data_filename, self.link_filename] for fn in filenames: if os.path.exists(fn): with NWBHDF5IO(fn, mode='r') as io: errors = pynwb_validate(io) if errors: for err in errors: raise Exception(err) def getContainer(self, nwbfile): return nwbfile.get_acquisition('test_mod_ts') class TestTimeSeriesModularLinkViaTimeSeries(TestTimeSeriesModular): """ Same as TestTimeSeriesModular but creating links by setting TimeSeries.data and TimeSeries.timestamps to the other TimeSeries on construction, rather than using H5DataIO. """ def setUp(self): super().setUp() self.skipTest("This behavior is currently broken. See issue .") def roundtripContainer(self): # create and write data file data_file = NWBFile( session_description='a test file', identifier='data_file', session_start_time=self.start_time ) data_file.add_acquisition(self.container) with HDF5IO(self.data_filename, 'w', manager=get_manager()) as data_write_io: data_write_io.write(data_file) # read data file self.data_read_io = HDF5IO(self.data_filename, 'r', manager=get_manager()) self.read_data_nwbfile = self.data_read_io.read() self.read_data_container = self.read_data_nwbfile.get_acquisition('data_ts') # write "link file" with timeseries.data that is an external link to the timeseries in "data file" # also link timeseries.timestamps.data to the timeseries.timestamps in "data file" with HDF5IO(self.link_filename, 'w', manager=get_manager()) as link_write_io: link_file = NWBFile( session_description='a test file', identifier='link_file', session_start_time=self.start_time ) self.link_container = TimeSeries( name='test_mod_ts', unit='V', data=self.read_data_container, # <--- This is the main difference to TestTimeSeriesModular timestamps=self.read_data_container # <--- This is the main difference to TestTimeSeriesModular ) link_file.add_acquisition(self.link_container) link_write_io.write(link_file) # note that self.link_container contains a link to a dataset that is now closed # read the link file self.link_read_io = HDF5IO(self.link_filename, 'r', manager=get_manager()) self.read_link_nwbfile = self.link_read_io.read() return self.getContainer(self.read_link_nwbfile) pynwb-2.8.2/tests/integration/hdf5/test_nwbfile.py0000644000000000000000000006346313615410400017170 0ustar00from datetime import datetime from dateutil.tz import tzlocal, tzutc import pandas as pd import numpy as np from hdmf.backends.hdf5 import HDF5IO from hdmf.common import DynamicTable from pynwb import NWBFile, TimeSeries, NWBHDF5IO, get_manager from pynwb.base import Image, Images from pynwb.file import Subject from pynwb.epoch import TimeIntervals from pynwb.ecephys import ElectricalSeries from pynwb.testing import NWBH5IOMixin, NWBH5IOFlexMixin, TestCase, remove_test_file class TestNWBFileHDF5IO(TestCase): """ Test reading/writing an NWBFile using HDF5IO """ def setUp(self): """ Set up an NWBFile object with an acquisition TimeSeries, analysis TimeSeries, and a processing module """ self.start_time = datetime(1970, 1, 1, 12, tzinfo=tzutc()) self.ref_time = datetime(1979, 1, 1, 0, tzinfo=tzutc()) self.create_date = datetime(2017, 4, 15, 12, tzinfo=tzlocal()) self.manager = get_manager() self.filename = 'test_nwbfileio.h5' self.nwbfile = NWBFile(session_description='a test NWB File', identifier='TEST123', session_start_time=self.start_time, timestamps_reference_time=self.ref_time, file_create_date=self.create_date, experimenter='test experimenter', stimulus_notes='test stimulus notes', data_collection='test data collection notes', experiment_description='test experiment description', institution='nomad', lab='nolab', notes='nonotes', pharmacology='nopharmacology', protocol='noprotocol', related_publications='nopubs', session_id='007', slices='noslices', source_script='nosources', surgery='nosurgery', virus='novirus', source_script_file_name='nofilename') self.ts = TimeSeries(name='test_timeseries', data=list(range(100, 200, 10)), unit='SIunit', timestamps=np.arange(10.), resolution=0.1) self.nwbfile.add_acquisition(self.ts) self.ts2 = TimeSeries(name='test_timeseries2', data=list(range(200, 300, 10)), unit='SIunit', timestamps=np.arange(10.), resolution=0.1) self.nwbfile.add_analysis(self.ts2) self.mod = self.nwbfile.create_processing_module('test_module', 'a test module') self.ts3 = TimeSeries(name='test_timeseries2', data=list(range(100, 200, 10)), unit='SIunit', timestamps=np.arange(10.), resolution=0.1) self.mod.add(self.ts3) def tearDown(self): """ Delete the created test file """ remove_test_file(self.filename) def test_children(self): """ Test that the TimeSeries and processing module are children of their respective parents """ self.assertIn(self.ts, self.nwbfile.children) self.assertIn(self.ts2, self.nwbfile.children) self.assertIn(self.mod, self.nwbfile.children) self.assertIn(self.ts3, self.mod.children) def test_write(self): """ Test writing the NWBFile using HDF5IO """ hdf5io = HDF5IO(self.filename, manager=self.manager, mode='a') hdf5io.write(self.nwbfile) hdf5io.close() # TODO add some asserts def test_read(self): """ Test reading the NWBFile using HDF5IO """ hdf5io = HDF5IO(self.filename, manager=self.manager, mode='w') hdf5io.write(self.nwbfile) hdf5io.close() hdf5io = HDF5IO(self.filename, manager=self.manager, mode='r') container = hdf5io.read() self.assertIsInstance(container, NWBFile) self.assertEqual(len(container.acquisition), 1) self.assertEqual(len(container.analysis), 1) for v in container.acquisition.values(): self.assertIsInstance(v, TimeSeries) self.assertContainerEqual(container, self.nwbfile) hdf5io.close() class TestNWBFileIO(NWBH5IOMixin, TestCase): """ Test writing an NWBFile to disk and reading back the file """ # this uses methods tearDown, test_roundtrip, and validate from NWBH5IOMixin. the rest are overridden def setUp(self): super().setUp() self.start_time = datetime(1970, 1, 1, 12, tzinfo=tzutc()) self.ref_time = datetime(1979, 1, 1, 0, tzinfo=tzutc()) self.create_dates = [datetime(2017, 5, 1, 12, tzinfo=tzlocal()), datetime(2017, 5, 2, 13, 0, 0, 1, tzinfo=tzutc()), datetime(2017, 5, 2, 14, tzinfo=tzutc())] def setUpContainer(self): """ Return a placeholder NWBFile """ return NWBFile('placeholder', 'placeholder', datetime(1970, 1, 1, 12, tzinfo=tzutc())) def build_nwbfile(self): """ Create an NWB file """ self.container = NWBFile(session_description='a test session description for a test NWBFile', identifier='FILE123', session_start_time=self.start_time, file_create_date=self.create_dates, timestamps_reference_time=self.ref_time, experimenter='A test experimenter', lab='a test lab', institution='a test institution', experiment_description='a test experiment description', session_id='test1', notes='my notes', pharmacology='drugs', protocol='protocol', related_publications='my pubs', slices='my slices', surgery='surgery', virus='a virus', source_script='noscript', source_script_file_name='nofilename', stimulus_notes='test stimulus notes', data_collection='test data collection notes', keywords=('these', 'are', 'keywords')) def roundtripContainer(self, cache_spec=False): """ Build and write an NWBFile to disk, read the file, and return the NWBFile """ self.build_nwbfile() self.writer = NWBHDF5IO(self.filename, mode='w') self.writer.write(self.container, cache_spec=cache_spec) self.writer.close() self.reader = NWBHDF5IO(self.filename, mode='r') self.read_nwbfile = self.reader.read() return self.read_nwbfile def addContainer(self, nwbfile): """ No-op. roundtripContainer is overridden and no longer uses addContainer """ pass def getContainer(self, nwbfile): """ Get the NWBFile object from the given NWBFile """ return nwbfile class TestExperimentersConstructorRoundtrip(TestNWBFileIO): """ Test that a list of multiple experimenters in a constructor is written to and read from file """ def build_nwbfile(self): description = 'test nwbfile experimenter' identifier = 'TEST_experimenter' self.nwbfile = NWBFile(session_description=description, identifier=identifier, session_start_time=self.start_time, experimenter=('experimenter1', 'experimenter2')) class TestExperimentersSetterRoundtrip(TestNWBFileIO): """ Test that a list of multiple experimenters in a setter is written to and read from file """ def build_nwbfile(self): description = 'test nwbfile experimenter' identifier = 'TEST_experimenter' self.nwbfile = NWBFile(session_description=description, identifier=identifier, session_start_time=self.start_time) self.nwbfile.experimenter = ('experimenter1', 'experimenter2') class TestPublicationsConstructorRoundtrip(TestNWBFileIO): """ Test that a list of multiple publications in a constructor is written to and read from file """ def build_nwbfile(self): description = 'test nwbfile publications' identifier = 'TEST_publications' self.nwbfile = NWBFile(session_description=description, identifier=identifier, session_start_time=self.start_time, related_publications=('pub1', 'pub2')) class TestPublicationsSetterRoundtrip(TestNWBFileIO): """ Test that a list of multiple publications in a setter is written to and read from file """ def build_nwbfile(self): description = 'test nwbfile publications' identifier = 'TEST_publications' self.nwbfile = NWBFile(session_description=description, identifier=identifier, session_start_time=self.start_time) self.nwbfile.related_publications = ('pub1', 'pub2') class TestSubjectIO(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return the test Subject """ return Subject( age="P90D", age__reference="gestational", description="An unfortunate rat", genotype="WT", sex="M", species="Rattus norvegicus", subject_id="RAT123", weight="2 kg", date_of_birth=datetime(1970, 1, 1, 12, tzinfo=tzutc()), strain="my_strain", ) def addContainer(self, nwbfile): """ Add the test Subject to the given NWBFile """ nwbfile.subject = self.container def getContainer(self, nwbfile): """ Return the test Subject from the given NWBFile """ return nwbfile.subject class TestSubjectAgeReferenceNotSetIO(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return the test Subject """ return Subject( age="P90D", description="An unfortunate rat", genotype="WT", sex="M", species="Rattus norvegicus", subject_id="RAT123", weight="2 kg", date_of_birth=datetime(1970, 1, 1, 12, tzinfo=tzutc()), strain="my_strain", ) def addContainer(self, nwbfile): """ Add the test Subject to the given NWBFile """ nwbfile.subject = self.container def getContainer(self, nwbfile): """ Return the test Subject from the given NWBFile """ return nwbfile.subject class TestEmptySubjectIO(TestSubjectIO): def setUpContainer(self): return Subject() class TestEpochsIO(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return placeholder epochs object. Tested epochs are added directly to the NWBFile in addContainer """ return TimeIntervals('epochs') def addContainer(self, nwbfile): """ Add the test epochs to the given NWBFile """ nwbfile.add_epoch_column( name='temperature', description='average temperature (c) during epoch' ) nwbfile.add_epoch( start_time=5.3, stop_time=6.1, timeseries=[], tags='ambient', temperature=26.4, ) # reset the thing self.container = nwbfile.epochs def getContainer(self, nwbfile): """ Return the test epochs from the given NWBFile """ return nwbfile.epochs class TestEpochsIODf(TestEpochsIO): def addContainer(self, nwbfile): """ Add the test epochs with TimeSeries objects to the given NWBFile """ tsa, tsb = [ TimeSeries(name='a', data=np.arange(11), unit='flubs', timestamps=np.linspace(0, 1, 11)), TimeSeries(name='b', data=np.arange(13), unit='flubs', timestamps=np.linspace(0.1, 5, 13)), ] nwbfile.add_acquisition(tsa) nwbfile.add_acquisition(tsb) nwbfile.epochs = TimeIntervals.from_dataframe( pd.DataFrame({ 'foo': [1, 2, 3, 4], 'bar': ['fish', 'fowl', 'dog', 'cat'], 'start_time': [0.2, 0.25, 0.30, 0.35], 'stop_time': [0.25, 0.30, 0.40, 0.45], 'timeseries': [[(2, 1, tsa)], [(3, 1, tsa)], [(3, 1, tsa)], [(4, 1, tsa)]], 'tags': [[''], [''], ['fizz', 'buzz'], ['qaz']] }), 'epochs', columns=[ {'name': 'foo', 'description': 'a column of integers'}, {'name': 'bar', 'description': 'a column of strings'}, ] ) # reset the thing self.container = nwbfile.epochs def test_df_comparison(self): """ Test that the epochs read from file converted to a data frame are the same as the data frame converted from the original epochs and the timeseries columns within them are the same """ self.read_container = self.roundtripContainer() df_obt = self.read_container.to_dataframe() tsa = self.read_nwbfile.get_acquisition('a') df_exp = pd.DataFrame({ 'foo': [1, 2, 3, 4], 'bar': ['fish', 'fowl', 'dog', 'cat'], 'start_time': [0.2, 0.25, 0.30, 0.35], 'stop_time': [0.25, 0.30, 0.40, 0.45], 'timeseries': [[(2, 1, tsa)], [(3, 1, tsa)], [(3, 1, tsa)], [(4, 1, tsa)]], 'tags': [[''], [''], ['fizz', 'buzz'], ['qaz']] }, index=pd.Index(np.arange(4, dtype=np.int64), name='id') ) # pop the timeseries column out because ts_obt has rows of lists of tuples and ts_exp has rows of lists of lists ts_obt = df_obt.pop('timeseries') ts_exp = df_exp.pop('timeseries') pd.testing.assert_frame_equal(df_exp, df_obt, check_like=True, check_dtype=False) # check the timeseries columns match for ex, obt in zip(ts_exp, ts_obt): self.assertEqual(ex[0][0], obt[0][0]) self.assertEqual(ex[0][1], obt[0][1]) self.assertContainerEqual(ex[0][2], obt[0][2]) def test_df_comparison_no_ts(self): """ Test that the epochs read from file converted to a data frame are the same as the data frame converted from the original epochs without a timeseries column """ self.read_container = self.roundtripContainer() df_exp = pd.DataFrame({ 'foo': [1, 2, 3, 4], 'bar': ['fish', 'fowl', 'dog', 'cat'], 'start_time': [0.2, 0.25, 0.30, 0.35], 'stop_time': [0.25, 0.30, 0.40, 0.45], 'tags': [[''], [''], ['fizz', 'buzz'], ['qaz']] }, index=pd.Index(np.arange(4, dtype=np.int64), name='id') ) df_obt = self.read_container.to_dataframe(exclude=set(['timeseries', 'timeseries_index'])) pd.testing.assert_frame_equal(df_exp, df_obt, check_like=True, check_dtype=False) class TestTrials(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return placeholder Table for trials. Tested trials are added directly to the NWBFile in addContainer """ return DynamicTable(name='trials', description='a placeholder table') # this will get ignored def addContainer(self, nwbfile): """ Add trials and trial columns to the given NWBFile """ nwbfile.add_trial_column('foo', 'an int column') nwbfile.add_trial_column('bar', 'a float column') nwbfile.add_trial_column('baz', 'a string column') nwbfile.add_trial_column('qux', 'a boolean column') nwbfile.add_trial(start_time=0., stop_time=1., foo=27, bar=28.0, baz="29", qux=True) nwbfile.add_trial(start_time=2., stop_time=3., foo=37, bar=38.0, baz="39", qux=False) self.container = nwbfile.trials # override self.container which has the placeholder def getContainer(self, nwbfile): """ Return the test trials table from the given NWBFile """ return nwbfile.trials class TestInvalidTimes(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return placeholder Table for trials. Tested invalid times are added directly to the NWBFile in addContainer """ return DynamicTable(name='invalid times', description='a placeholder table') def addContainer(self, nwbfile): """ Add invalid times and invalid times columns to the given NWBFile """ nwbfile.add_invalid_times_column('foo', 'an int column') nwbfile.add_invalid_times_column('bar', 'a float column') nwbfile.add_invalid_times_column('baz', 'a string column') nwbfile.add_invalid_times_column('qux', 'a boolean column') nwbfile.add_invalid_time_interval(start_time=0., stop_time=1., foo=27, bar=28.0, baz="29", qux=True) nwbfile.add_invalid_time_interval(start_time=2., stop_time=3., foo=37, bar=38.0, baz="39", qux=False) self.container = nwbfile.invalid_times # override self.container which has the placeholder def getContainer(self, nwbfile): """ Return the test invalid times table from the given NWBFile """ return nwbfile.invalid_times class TestUnits(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return placeholder table for Units. Tested units are added directly to the NWBFile in addContainer """ return DynamicTable(name='units', description='a placeholder table') def addContainer(self, nwbfile): """ Add units and unit columns to the given NWBFile """ nwbfile.add_unit_column('foo', 'an int column') nwbfile.add_unit_column('my_bool', 'a bool column') nwbfile.add_unit(foo=27, my_bool=True) nwbfile.add_unit(foo=37, my_bool=False) self.container = nwbfile.units # override self.container which has the placeholder def getContainer(self, nwbfile): """ Return the test units table from the given NWBFile """ return nwbfile.units class TestDynamicTableFromDataframeIO(NWBH5IOMixin, TestCase): def setUpContainer(self): return DynamicTable.from_dataframe(pd.DataFrame({ 'a': [[1, 2, 3], [1, 2, 3], [1, 2, 3]], 'b': ['4', '5', '6'] }), 'test_table') def addContainer(self, nwbfile): test_mod = nwbfile.create_processing_module('test', 'desc') test_mod.add(self.container) def getContainer(self, nwbfile): dyn_tab = nwbfile.processing['test'].data_interfaces['test_table'] return dyn_tab def test_to_dataframe(self): dyn_tab = self.roundtripContainer() dyn_tab.to_dataframe() # also test 2D column round-trip class TestElectrodes(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return placeholder table for electrodes. Tested electrodes are added directly to the NWBFile in addContainer """ return DynamicTable(name='electrodes', description='a placeholder table') def addContainer(self, nwbfile): """ Add electrodes and related objects to the given NWBFile """ self.dev1 = nwbfile.create_device(name='dev1') self.group = nwbfile.create_electrode_group( name='tetrode1', description='tetrode description', location='tetrode location', device=self.dev1 ) nwbfile.add_electrode( id=1, x=1.0, y=2.0, z=3.0, imp=-1.0, location='CA1', filtering='none', group=self.group, group_name='tetrode1' ) nwbfile.add_electrode( id=2, x=1.0, y=2.0, z=3.0, imp=-2.0, location='CA1', filtering='none', group=self.group, group_name='tetrode1' ) self.container = nwbfile.electrodes # override self.container which has the placeholder def getContainer(self, nwbfile): """ Return the test electrodes table from the given NWBFile """ return nwbfile.electrodes def test_roundtrip(self): super().test_roundtrip() # When comparing the pandas dataframes for the row we drop the 'group' column since the # ElectrodeGroup object after reading will naturally have a different address pd.testing.assert_frame_equal(self.read_container[0].drop('group', axis=1), self.container[0].drop('group', axis=1)) class TestElectrodesOptColumns(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return placeholder table for electrodes. Tested electrodes are added directly to the NWBFile in addContainer """ return DynamicTable(name='electrodes', description='a placeholder table') def addContainer(self, nwbfile): """ Add electrodes and related objects to the given NWBFile """ self.dev1 = nwbfile.create_device(name='dev1') self.group = nwbfile.create_electrode_group( name='tetrode1', description='tetrode description', location='tetrode location', device=self.dev1 ) nwbfile.add_electrode( id=1, x=1.0, y=2.0, z=3.0, imp=-1.0, location='CA1', filtering='none', group=self.group, group_name='tetrode1', rel_x=4.0, rel_y=5.0, rel_z=6.0, reference='ref1' ) nwbfile.add_electrode( id=2, x=1.0, y=2.0, z=3.0, imp=-2.0, location='CA1', filtering='none', group=self.group, group_name='tetrode1', rel_x=4.0, rel_y=5.0, rel_z=6.0, reference='ref1' ) self.container = nwbfile.electrodes # override self.container which has the placeholder def getContainer(self, nwbfile): """ Return the test electrodes table from the given NWBFile """ return nwbfile.electrodes def test_roundtrip(self): super().test_roundtrip() # When comparing the pandas dataframes for the row we drop the 'group' column since the # ElectrodeGroup object after reading will naturally have a different address pd.testing.assert_frame_equal(self.read_container[0].drop('group', axis=1), self.container[0].drop('group', axis=1)) class TestElectrodesRegion(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return placeholder table for electrodes. Tested electrodes are added directly to the NWBFile in addContainer """ return DynamicTable(name='electrodes', description='a placeholder table') def addContainer(self, nwbfile): """ Add electrode table region and related objects to the given NWBFile """ self.dev1 = nwbfile.create_device(name='dev1') self.group = nwbfile.create_electrode_group(name='tetrode1', description='tetrode description', location='tetrode location', device=self.dev1) nwbfile.add_electrode(id=1, x=1.0, y=2.0, z=3.0, imp=-1.0, location='CA1', filtering='none', group=self.group, group_name='tetrode1') nwbfile.add_electrode(id=2, x=1.0, y=2.0, z=3.0, imp=-2.0, location='CA1', filtering='none', group=self.group, group_name='tetrode1') nwbfile.add_electrode(id=3, x=1.0, y=2.0, z=3.0, imp=-3.0, location='CA1', filtering='none', group=self.group, group_name='tetrode1') nwbfile.add_electrode(id=4, x=1.0, y=2.0, z=3.0, imp=-4.0, location='CA1', filtering='none', group=self.group, group_name='tetrode1') region = nwbfile.create_electrode_table_region( region=tuple([1, 2, 3]), name='electrodes', description='desc' ) nwbfile.add_acquisition(ElectricalSeries( name='test_data', data=np.arange(10), timestamps=np.arange(10.), electrodes=region )) self.container = region # override self.container which has the placeholder def getContainer(self, nwbfile): """ Return the test electrodes table from the given NWBFile """ self.table = nwbfile.electrodes return nwbfile.get_acquisition('test_data').electrodes def test_roundtrip(self): super().test_roundtrip() for ii, item in enumerate(self.read_container): pd.testing.assert_frame_equal(self.table[ii+1], item) class TestAddStimulusTemplateTimeSeries(NWBH5IOFlexMixin, TestCase): def getContainerType(self): return "time series stored as a stimulus template" def addContainer(self): ts = TimeSeries( name="test_ts", data=[0, 1, 2, 3, 4, 5], unit="grams", timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5] ) self.nwbfile.add_stimulus_template(ts) def getContainer(self, nwbfile): return nwbfile.get_stimulus_template("test_ts") class TestAddStimulusTemplateImages(NWBH5IOFlexMixin, TestCase): def getContainerType(self): return "images stored as a stimulus template" def addContainer(self): image1 = Image(name="test_image1", data=np.ones((10, 10))) images = Images(name="images_name", images=[image1]) self.nwbfile.add_stimulus_template(images) def getContainer(self, nwbfile): return nwbfile.get_stimulus_template("images_name") pynwb-2.8.2/tests/integration/hdf5/test_ogen.py0000644000000000000000000000343013615410400016456 0ustar00from pynwb.ogen import OptogeneticSeries, OptogeneticStimulusSite from pynwb.device import Device from pynwb.testing import NWBH5IOMixin, AcquisitionH5IOMixin, TestCase class TestOptogeneticStimulusSiteIO(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return the test OptogeneticStimulusSite to read/write """ self.device = Device(name='dev1') return OptogeneticStimulusSite(name='stim_site', device=self.device, description='my stim site', excitation_lambda=300., location='in the brain') def addContainer(self, nwbfile): """ Add the test OptogeneticStimulusSite and Device to the given NWBFile """ nwbfile.add_device(self.device) nwbfile.add_ogen_site(self.container) def getContainer(self, nwbfile): """ Return the test OptogeneticStimulusSite from the given NWBFile """ return nwbfile.get_ogen_site(self.container.name) class TestOptogeneticSeriesIO(AcquisitionH5IOMixin, TestCase): def setUpContainer(self): """ Return the test OptogeneticSeries to read/write """ self.device = Device(name='dev1') self.ogen_stim_site = OptogeneticStimulusSite(name='stim_site', device=self.device, description='my stim site', excitation_lambda=300., location='in the brain') return OptogeneticSeries(name='stim_series', data=[1., 2., 3.], site=self.ogen_stim_site, rate=100.) def addContainer(self, nwbfile): """ Add the test OptogeneticSeries as an acquisition and add Device and OptogeneticStimulusSite to the given NWBFile """ nwbfile.add_device(self.device) nwbfile.add_ogen_site(self.ogen_stim_site) nwbfile.add_acquisition(self.container) pynwb-2.8.2/tests/integration/hdf5/test_ophys.py0000644000000000000000000003314113615410400016672 0ustar00from abc import ABCMeta from copy import deepcopy import numpy as np from pynwb.ophys import ( ImagingPlane, OpticalChannel, PlaneSegmentation, ImageSegmentation, OnePhotonSeries, TwoPhotonSeries, RoiResponseSeries, MotionCorrection, CorrectedImageStack, ) from pynwb.base import TimeSeries from pynwb.image import ImageSeries from pynwb.device import Device from pynwb.testing import NWBH5IOMixin, AcquisitionH5IOMixin, TestCase def make_imaging_plane(): """ Make an ImagingPlane and related objects """ device = Device(name='dev1') optical_channel = OpticalChannel( name='optchan1', description='a fake OpticalChannel', emission_lambda=500. ) imaging_plane = ImagingPlane( name='imgpln1', optical_channel=optical_channel, description='a fake ImagingPlane', device=device, excitation_lambda=600., imaging_rate=300., indicator='GFP', location='somewhere in the brain', reference_frame='unknown' ) return device, optical_channel, imaging_plane class TestImagingPlaneIO(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return the test ImagingPlane to read/write """ self.device = Device(name='dev1') self.optical_channel = OpticalChannel( name='optchan1', description='a fake OpticalChannel', emission_lambda=500. ) return ImagingPlane( name='imgpln1', optical_channel=self.optical_channel, description='a fake ImagingPlane', device=self.device, excitation_lambda=600., imaging_rate=300., indicator='GFP', location='somewhere in the brain', reference_frame='unknown', origin_coords=[10., 20.], origin_coords_unit='millimeters', grid_spacing=[0.001, 0.001], grid_spacing_unit='millimeters', ) def addContainer(self, nwbfile): """ Add the test ImagingPlane and Device to the given NWBFile """ nwbfile.add_device(self.device) nwbfile.add_imaging_plane(self.container) def getContainer(self, nwbfile): """ Return the test ImagingPlane from the given NWBFile """ return nwbfile.get_imaging_plane(self.container.name) class TestMotionCorrection(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return the test ImagingPlane to read/write """ self.device, self.optical_channel, self.imaging_plane = make_imaging_plane() self.two_photon_series = TwoPhotonSeries( name='TwoPhotonSeries', data=np.ones((1000, 100, 100)), imaging_plane=self.imaging_plane, rate=1.0, unit='normalized amplitude' ) corrected = ImageSeries( name='corrected', data=np.ones((1000, 100, 100)), unit='na', format='raw', starting_time=0.0, rate=1.0 ) xy_translation = TimeSeries( name='xy_translation', data=np.ones((1000, 2)), unit='pixels', starting_time=0.0, rate=1.0, ) corrected_image_stack = CorrectedImageStack( corrected=corrected, original=self.two_photon_series, xy_translation=xy_translation, ) return MotionCorrection(corrected_image_stacks=[corrected_image_stack]) def addContainer(self, nwbfile): """ Add the test ImagingPlane and Device to the given NWBFile """ nwbfile.add_device(self.device) nwbfile.add_imaging_plane(self.imaging_plane) nwbfile.add_acquisition(self.two_photon_series) ophys_module = nwbfile.create_processing_module( name='ophys', description='optical physiology processed data' ) ophys_module.add(self.container) def getContainer(self, nwbfile): """ Return the test ImagingPlane from the given NWBFile """ return nwbfile.processing['ophys'].data_interfaces['MotionCorrection'] class TestOnePhotonSeriesIO(AcquisitionH5IOMixin, TestCase): def setUpContainer(self): """ Return the test OnePhotonSeries to read/write """ self.device, self.optical_channel, self.imaging_plane = make_imaging_plane() data = np.ones((10, 2, 2)) timestamps = list(map(lambda x: x/10, range(10))) ret = OnePhotonSeries( name='test_2ps', imaging_plane=self.imaging_plane, data=data, unit='image_unit', format='raw', pmt_gain=1.7, scan_line_rate=3.4, exposure_time=123., binning=2, power=9001., intensity=5., timestamps=timestamps, dimension=[2], ) return ret def addContainer(self, nwbfile): """ Add the test OnePhotonSeries as an acquisition and add Device and ImagingPlane to the given NWBFile """ nwbfile.add_device(self.device) nwbfile.add_imaging_plane(self.imaging_plane) nwbfile.add_acquisition(self.container) class TestTwoPhotonSeriesIO(AcquisitionH5IOMixin, TestCase): def setUpContainer(self): """ Return the test TwoPhotonSeries to read/write """ self.device, self.optical_channel, self.imaging_plane = make_imaging_plane() data = np.ones((10, 2, 2)) timestamps = list(map(lambda x: x/10, range(10))) fov = [2.0, 2.0, 5.0] ret = TwoPhotonSeries( name='test_2ps', imaging_plane=self.imaging_plane, data=data, unit='image_unit', format='raw', field_of_view=fov, pmt_gain=1.7, scan_line_rate=3.4, timestamps=timestamps, dimension=[2] ) return ret def addContainer(self, nwbfile): """ Add the test TwoPhotonSeries as an acquisition and add Device and ImagingPlane to the given NWBFile """ nwbfile.add_device(self.device) nwbfile.add_imaging_plane(self.imaging_plane) nwbfile.add_acquisition(self.container) class TestPlaneSegmentationIO(NWBH5IOMixin, TestCase): @staticmethod def buildPlaneSegmentation(self): """ Return an PlaneSegmentation and set related objects """ w, h = 5, 5 img_mask = [[[1.0 for x in range(w)] for y in range(h)], [[2.0 for x in range(w)] for y in range(h)]] pix_mask = [(1, 2, 1.0), (3, 4, 1.0), (5, 6, 1.0), (7, 8, 2.0), (9, 10, 2.)] ts = [0.0, 0.1, 0.2, 0.3, 0.4, 0.5, 0.6, 0.7, 0.8, 0.9] self.image_series = ImageSeries( name='test_iS', dimension=[2], external_file=['images.tiff'], starting_frame=[0], format='external', timestamps=ts ) self.device = Device(name='dev1') self.optical_channel = OpticalChannel( name='test_optical_channel', description='optical channel description', emission_lambda=500. ) self.imaging_plane = ImagingPlane( name='imgpln1', optical_channel=self.optical_channel, description='a fake ImagingPlane', device=self.device, excitation_lambda=600., imaging_rate=300., indicator='GFP', location='somewhere in the brain', reference_frame='unknown' ) self.img_mask = deepcopy(img_mask) self.pix_mask = deepcopy(pix_mask) self.pxmsk_index = [3, 5] pS = PlaneSegmentation( description='plane segmentation description', imaging_plane=self.imaging_plane, name='test_plane_seg_name', reference_images=self.image_series ) pS.add_roi(pixel_mask=pix_mask[0:3], image_mask=img_mask[0]) pS.add_roi(pixel_mask=pix_mask[3:5], image_mask=img_mask[1]) return pS def setUpContainer(self): """ Return the test PlaneSegmentation to read/write """ return self.buildPlaneSegmentation(self) def addContainer(self, nwbfile): """ Add an ImageSegmentation in processing with a PlaneSegmentation and add Device and ImagingPlane to the given NWBFile """ nwbfile.add_device(self.device) nwbfile.add_imaging_plane(self.imaging_plane) img_seg = ImageSegmentation() img_seg.add_plane_segmentation(self.container) self.mod = nwbfile.create_processing_module(name='plane_seg_test_module', description='a plain module for testing') self.mod.add(img_seg) def getContainer(self, nwbfile): """ Return the test PlaneSegmentation from the given NWBFile """ mod = nwbfile.get_processing_module(self.mod.name) img_seg = mod.get('ImageSegmentation') return img_seg.get_plane_segmentation(self.container.name) class MaskIO(TestPlaneSegmentationIO, metaclass=ABCMeta): def buildPlaneSegmentationNoRois(self): """ Return an PlaneSegmentation and set related objects """ ts = [0.0, 0.1, 0.2, 0.3, 0.4, 0.5, 0.6, 0.7, 0.8, 0.9] self.image_series = ImageSeries( name='test_iS', dimension=[2], external_file=['images.tiff'], starting_frame=[0], format='external', timestamps=ts ) self.device = Device(name='dev1') self.optical_channel = OpticalChannel( name='test_optical_channel', description='optical channel description', emission_lambda=500. ) self.imaging_plane = ImagingPlane( name='test_imaging_plane', optical_channel=self.optical_channel, description='imaging plane description', device=self.device, excitation_lambda=600., imaging_rate=300., indicator='GFP', location='somewhere in the brain', reference_frame='a frame to refer to' ) return PlaneSegmentation( description='description', imaging_plane=self.imaging_plane, name='test_plane_seg_name', reference_images=self.image_series ) class TestPixelMaskIO(MaskIO): def setUpContainer(self): """ Return the test PlaneSegmentation with pixel mask ROIs to read/write """ pix_mask = [(1, 2, 1.0), (3, 4, 1.0), (5, 6, 1.0), (7, 8, 2.0), (9, 10, 2.)] pS = self.buildPlaneSegmentationNoRois() pS.add_roi(pixel_mask=pix_mask[0:3]) pS.add_roi(pixel_mask=pix_mask[3:5]) return pS class TestImageMaskIO(MaskIO): def setUpContainer(self): """ Return the test PlaneSegmentation with voxel mask ROIs to read/write """ w, h = 5, 5 img_mask = [[[1.0 for x in range(w)] for y in range(h)], [[2.0 for x in range(w)] for y in range(h)]] pS = self.buildPlaneSegmentationNoRois() pS.add_roi(image_mask=img_mask[0]) pS.add_roi(image_mask=img_mask[1]) return pS class TestRoiResponseSeriesIO(AcquisitionH5IOMixin, TestCase): def setUpContainer(self): """ Return the test RoiResponseSeries to read/write """ self.plane_segmentation = TestPlaneSegmentationIO.buildPlaneSegmentation(self) self.rt_region = self.plane_segmentation.create_roi_table_region('the first of two ROIs', region=[0]) data = [0., 1., 2., 3., 4., 5., 6., 7., 8., 9.] timestamps = [0.0, 0.1, 0.2, 0.3, 0.4, 0.5, 0.6, 0.7, 0.8, 0.9] return RoiResponseSeries( name='test_roi_response_series', data=data, rois=self.rt_region, unit='lumens', timestamps=timestamps ) def addContainer(self, nwbfile): """ Add the test RoiResponseSeries as an acquisition and add Device, ImagingPlane, ImageSegmentation, and PlaneSegmentation to the given NWBFile """ nwbfile.add_device(self.device) nwbfile.add_imaging_plane(self.imaging_plane) img_seg = ImageSegmentation() img_seg.add_plane_segmentation(self.plane_segmentation) mod = nwbfile.create_processing_module(name='plane_seg_test_module', description='a plain module for testing') mod.add(img_seg) super().addContainer(nwbfile) class TestCorrectedImageStackIO(AcquisitionH5IOMixin, TestCase): def setUpContainer(self): """Return the test CorrectedImageStack to read/write.""" timestamps = [1., 2.] corrected_is = ImageSeries( name='corrected', unit='unit', external_file=['external_file'], starting_frame=[0], format='external', timestamps=timestamps ) self.original_is = ImageSeries( name='original_is', unit='unit', external_file=['external_file'], starting_frame=[0], format='external', timestamps=timestamps ) tstamps = [1., 2., 3.] ts = TimeSeries( name='xy_translation', data=list(range(len(tstamps))), unit='unit', timestamps=tstamps ) return CorrectedImageStack( corrected=corrected_is, original=self.original_is, xy_translation=ts ) def addContainer(self, nwbfile): """Add the test CorrectedImageStack and the original ImageSeries in acquisition.""" nwbfile.add_acquisition(self.original_is) super().addContainer(nwbfile) pynwb-2.8.2/tests/integration/hdf5/test_retinotopy.py0000644000000000000000000000334013615410400017742 0ustar00# import numpy as np # # from pynwb.retinotopy import ImagingRetinotopy, AxisMap, RetinotopyImage, FocalDepthImage, RetinotopyMap # from pynwb.testing import AcquisitionH5IOMixin, TestCase # # # class TestImagingRetinotopy(AcquisitionH5IOMixin, TestCase): # # def setUpContainer(self): # """ Return the test ImagingRetinotopy to read/write """ # data = np.ones((2, 2)) # field_of_view = [1, 2] # dimension = [1, 2] # sign_map = RetinotopyMap('sign_map', data, field_of_view, dimension) # axis_1_phase_map = AxisMap('axis_1_phase_map', data, field_of_view, 'unit', dimension) # axis_1_power_map = AxisMap('axis_1_power_map', data, field_of_view, 'unit', dimension) # axis_2_phase_map = AxisMap('axis_2_phase_map', data, field_of_view, 'unit', dimension) # axis_2_power_map = AxisMap('axis_2_power_map', data, field_of_view, 'unit', dimension) # axis_descriptions = ['altitude', 'azimuth'] # # data = [[1, 1], [1, 1]] # bits_per_pixel = 8 # dimension = [3, 4] # format = 'raw' # field_of_view = [1, 2] # focal_depth = 1.0 # focal_depth_image = FocalDepthImage('focal_depth_image', data, bits_per_pixel, dimension, format, # field_of_view, focal_depth) # vasculature_image = RetinotopyImage('vasculature_image', np.uint16(data), bits_per_pixel, dimension, format, # field_of_view) # # return ImagingRetinotopy(sign_map, axis_1_phase_map, axis_1_power_map, axis_2_phase_map, # axis_2_power_map, axis_descriptions, focal_depth_image, # vasculature_image) pynwb-2.8.2/tests/integration/hdf5/test_scratch.py0000644000000000000000000000701013615410400017153 0ustar00import pandas as pd import numpy as np from numpy.testing import assert_array_equal from pynwb import NWBFile, NWBHDF5IO, TimeSeries from pynwb.core import ScratchData from pynwb.testing import NWBH5IOMixin, TestCase class TestScratchDataIO(NWBH5IOMixin, TestCase): def setUpContainer(self): """ Return the test ScratchData to read/write """ return ScratchData(name='foo', data=[1, 2, 3, 4], description='test scratch') def addContainer(self, nwbfile): """ Add the test ScratchData to the given NWBFile """ nwbfile.add_scratch(self.container) def getContainer(self, nwbfile): """ Return the test ScratchData from the given NWBFile """ return nwbfile.get_scratch('foo', convert=False) def roundtrip_scratch(self, data, case, **kwargs): self.filename = 'test_scratch_%s.nwb' % case description = 'a file to test writing and reading a scratch data of type %s' % case identifier = 'TEST_scratch_%s' % case nwbfile = NWBFile(session_description=description, identifier=identifier, session_start_time=self.start_time, file_create_date=self.create_date) nwbfile.add_scratch(data, name='foo', **kwargs) self.writer = NWBHDF5IO(self.filename, mode='w') self.writer.write(nwbfile) self.writer.close() self.reader = NWBHDF5IO(self.filename, mode='r') self.read_nwbfile = self.reader.read() return self.read_nwbfile.get_scratch('foo') def test_scratch_convert_int(self): data = 2 ret = self.roundtrip_scratch(data, 'int', description='test scratch') self.assertEqual(data, ret) self.validate() def test_scratch_convert_list(self): data = [1, 2, 3, 4] ret = self.roundtrip_scratch(data, 'list', description='test scratch') assert_array_equal(data, ret) self.validate() def test_scratch_convert_ndarray(self): data = np.array([1, 2, 3, 4]) ret = self.roundtrip_scratch(data, 'ndarray', description='test scratch') assert_array_equal(data, ret) self.validate() def test_scratch_convert_DataFrame_table_desc(self): """Test round trip convert of DataFrame with a table description""" data = pd.DataFrame(data={'col1': [1, 2, 3, 4], 'col2': ['a', 'b', 'c', 'd']}) self.roundtrip_scratch(data, 'DataFrame', description='my_table') ret = self.read_nwbfile.get_scratch('foo', convert=False) ret_df = ret.to_dataframe() self.assertEqual(ret.description, 'my_table') assert_array_equal(data.values, ret_df.values) assert_array_equal(data.index.values, ret_df.index.values) self.validate() def test_scratch_container(self): data = TimeSeries( name='test_ts', data=[1, 2, 3, 4, 5], unit='unit', timestamps=[1.1, 1.2, 1.3, 1.4, 1.5] ) nwbfile = NWBFile( session_description='test', identifier='test', session_start_time=self.start_time, file_create_date=self.create_date ) nwbfile.add_scratch(data) self.writer = NWBHDF5IO(self.filename, mode='w') self.writer.write(nwbfile) self.writer.close() self.reader = NWBHDF5IO(self.filename, mode='r') self.read_nwbfile = self.reader.read() ret = self.read_nwbfile.get_scratch('test_ts') self.assertContainerEqual(data, ret) self.validate() pynwb-2.8.2/tests/integration/helpers/__init__.py0000644000000000000000000000000013615410400017030 0ustar00pynwb-2.8.2/tests/integration/helpers/utils.py0000644000000000000000000000214113615410400016441 0ustar00"""Utilities for creating a custom TypeMap for testing so that we don't use the global type map.""" import tempfile from pynwb import get_type_map from pynwb.spec import NWBNamespaceBuilder, export_spec NAMESPACE_NAME = "test_core" def create_test_extension(specs, container_classes, mappers=None): ns_builder = NWBNamespaceBuilder( name=NAMESPACE_NAME, version="0.1.0", doc="test extension", ) ns_builder.include_namespace("core") output_dir = tempfile.TemporaryDirectory() export_spec(ns_builder, specs, output_dir.name) # this will copy the global pynwb TypeMap and add the extension types to the copy type_map = get_type_map(f"{output_dir.name}/{NAMESPACE_NAME}.namespace.yaml") for type_name, container_cls in container_classes.items(): type_map.register_container_type(NAMESPACE_NAME, type_name, container_cls) if mappers: for type_name, mapper_cls in mappers.items(): container_cls = container_classes[type_name] type_map.register_map(container_cls, mapper_cls) output_dir.cleanup() return type_map pynwb-2.8.2/tests/integration/ros3/__init__.py0000644000000000000000000000000013615410400016254 0ustar00pynwb-2.8.2/tests/integration/ros3/test_ros3.py0000644000000000000000000000726313615410400016464 0ustar00from pynwb import NWBHDF5IO from pynwb import validate from pynwb.validate import get_cached_namespaces_to_validate from pynwb.testing import TestCase import urllib.request import h5py import warnings class TestRos3Streaming(TestCase): """ Test file access using the HDF5 ros3 driver. This test module requires h5py to be built with the ROS3 driver: conda install -c conda-forge h5py """ @classmethod def setUpClass(cls): # this is the NWB Test Data dandiset #000126 sub-1/sub-1.nwb cls.s3_test_path = "https://dandiarchive.s3.amazonaws.com/blobs/11e/c89/11ec8933-1456-4942-922b-94e5878bb991" def setUp(self): # Skip ROS3 tests if internet is not available or the ROS3 driver is not installed try: urllib.request.urlopen('https://dandiarchive.s3.amazonaws.com/ros3test.nwb', timeout=1) except urllib.request.URLError: self.skipTest("Internet access to DANDI failed. Skipping all Ros3 streaming tests.") if 'ros3' not in h5py.registered_drivers(): self.skipTest("ROS3 driver not installed. Skipping all Ros3 streaming tests.") def test_read(self): s3_path = 'https://dandiarchive.s3.amazonaws.com/ros3test.nwb' with warnings.catch_warnings(): warnings.filterwarnings( "ignore", message=r"Ignoring cached namespace .*", category=UserWarning, ) with NWBHDF5IO(s3_path, mode='r', driver='ros3') as io: nwbfile = io.read() test_data = nwbfile.acquisition['ts_name'].data[:] self.assertEqual(len(test_data), 3) def test_dandi_read(self): with warnings.catch_warnings(): warnings.filterwarnings( "ignore", message=r"Ignoring cached namespace .*", category=UserWarning, ) with NWBHDF5IO(path=self.s3_test_path, mode='r', driver='ros3') as io: nwbfile = io.read() test_data = nwbfile.acquisition['TestData'].data[:] self.assertEqual(len(test_data), 3) def test_dandi_get_cached_namespaces(self): expected_namespaces = ["core"] expected_namespace_dependencies = { 'core': { 'hdmf-common': ( 'AlignedDynamicTable', 'CSRMatrix', 'Container', 'Data', 'DynamicTable', 'DynamicTableRegion', 'ElementIdentifiers', 'SimpleMultiContainer', 'VectorData', 'VectorIndex' ) }, 'hdmf-common': {}, 'hdmf-experimental': { 'hdmf-common': ( 'AlignedDynamicTable', 'CSRMatrix', 'Container', 'Data', 'DynamicTable', 'DynamicTableRegion', 'ElementIdentifiers', 'SimpleMultiContainer', 'VectorData', 'VectorIndex' ) } } found_namespaces, _, found_namespace_dependencies = get_cached_namespaces_to_validate( path=self.s3_test_path, driver="ros3" ) self.assertCountEqual(first=found_namespaces, second=expected_namespaces) self.assertDictEqual(d1=expected_namespace_dependencies, d2=expected_namespace_dependencies) def test_dandi_validate(self): result, status = validate(paths=[self.s3_test_path], driver="ros3") assert result == [] assert status == 0 pynwb-2.8.2/tests/integration/utils/__init__.py0000644000000000000000000000000013615410400016526 0ustar00pynwb-2.8.2/tests/integration/utils/test_io_utils.py0000644000000000000000000000466113615410400017676 0ustar00"""Tests related to pynwb.io.utils.""" import pytest from hdmf.build import GroupBuilder from pynwb.io.utils import get_nwb_version from pynwb.testing import TestCase class TestGetNWBVersion(TestCase): def test_get_nwb_version(self): """Get the NWB version from a builder.""" builder1 = GroupBuilder(name="root") builder1.set_attribute(name="nwb_version", value="2.0.0") builder2 = GroupBuilder(name="another") builder1.set_group(builder2) assert get_nwb_version(builder1) == (2, 0, 0) assert get_nwb_version(builder2) == (2, 0, 0) def test_get_nwb_version_missing(self): """Get the NWB version from a builder where the root builder does not have an nwb_version attribute.""" builder1 = GroupBuilder(name="root") builder2 = GroupBuilder(name="another") builder1.set_group(builder2) with pytest.raises(ValueError, match="'nwb_version' attribute is missing from the root of the NWB file."): get_nwb_version(builder1) with pytest.raises(ValueError, match="'nwb_version' attribute is missing from the root of the NWB file."): get_nwb_version(builder1) def test_get_nwb_version_prerelease_false(self): """Get the NWB version from a builder.""" builder1 = GroupBuilder(name="root") builder1.set_attribute(name="nwb_version", value="2.0.0-alpha") assert get_nwb_version(builder1) == (2, 0, 0) def test_get_nwb_version_prerelease_true1(self): """Get the NWB version from a builder.""" builder1 = GroupBuilder(name="root") builder1.set_attribute(name="nwb_version", value="2.0.0-alpha") assert get_nwb_version(builder1, include_prerelease=True) == (2, 0, 0, "alpha") def test_get_nwb_version_prerelease_true2(self): """Get the NWB version from a builder.""" builder1 = GroupBuilder(name="root") builder1.set_attribute(name="nwb_version", value="2.0.0-alpha.sha-test.5114f85") assert get_nwb_version(builder1, include_prerelease=True) == (2, 0, 0, "alpha.sha-test.5114f85") def test_get_nwb_version_20b(self): """Get the NWB version from a builder where version == "2.0b".""" builder1 = GroupBuilder(name="root") builder1.set_attribute(name="nwb_version", value="2.0b") assert get_nwb_version(builder1) == (2, 0, 0) assert get_nwb_version(builder1, include_prerelease=True) == (2, 0, 0, "b") pynwb-2.8.2/tests/read_dandi/__init__.py0000644000000000000000000000000013615410400015115 0ustar00pynwb-2.8.2/tests/read_dandi/read_first_nwb_asset.py0000644000000000000000000000445113615410400017563 0ustar00"""Test reading NWB files from the DANDI Archive using fsspec.""" from dandi.dandiapi import DandiAPIClient import fsspec import h5py import random import sys import traceback from pynwb import NWBHDF5IO # NOTE: do not name the function with "test_" prefix, otherwise pytest # will try to run it as a test # TODO read dandisets systematically, not randomly # see https://github.com/NeurodataWithoutBorders/pynwb/issues/1804 def read_first_nwb_asset(): """Test reading the first NWB asset from a random selection of 2 dandisets that uses NWB.""" num_dandisets_to_read = 2 client = DandiAPIClient() dandisets = list(client.get_dandisets()) random.shuffle(dandisets) dandisets_to_read = dandisets[:num_dandisets_to_read] print("Reading NWB files from the following dandisets:") print([d.get_raw_metadata()["identifier"] for d in dandisets_to_read]) fs = fsspec.filesystem("http") failed_reads = dict() for i, dandiset in enumerate(dandisets_to_read): dandiset_metadata = dandiset.get_raw_metadata() # skip any dandisets that do not use NWB if not any( data_standard["identifier"] == "RRID:SCR_015242" # this is the RRID for NWB for data_standard in dandiset_metadata["assetsSummary"].get("dataStandard", []) ): continue dandiset_identifier = dandiset_metadata["identifier"] print("--------------") print(f"{i}: {dandiset_identifier}") # iterate through assets until we get an NWB file (it could be MP4) assets = dandiset.get_assets() first_asset = next(assets) while first_asset.path.split(".")[-1] != "nwb": first_asset = next(assets) if first_asset.path.split(".")[-1] != "nwb": print("No NWB files?!") continue s3_url = first_asset.get_content_url(follow_redirects=1, strip_query=True) try: with fs.open(s3_url, "rb") as f: with h5py.File(f) as file: with NWBHDF5IO(file=file) as io: io.read() except Exception as e: print(traceback.format_exc()) failed_reads[dandiset] = e if failed_reads: print(failed_reads) sys.exit(1) if __name__ == "__main__": read_first_nwb_asset() pynwb-2.8.2/tests/unit/__init__.py0000644000000000000000000000000013615410400014022 0ustar00pynwb-2.8.2/tests/unit/test_base.py0000644000000000000000000010565713615410400014264 0ustar00import numpy as np from numpy.testing import assert_array_equal from pynwb.base import ( ProcessingModule, TimeSeries, Images, Image, TimeSeriesReferenceVectorData, TimeSeriesReference, ImageReferences ) from pynwb.testing import TestCase from pynwb.testing.mock.base import mock_TimeSeries from hdmf.data_utils import DataChunkIterator from hdmf.backends.hdf5 import H5DataIO class TestProcessingModule(TestCase): def setUp(self): self.pm = ProcessingModule( name="test_procmod", description="a test processing module" ) def _create_time_series(self): ts = TimeSeries( name="test_ts", data=[0, 1, 2, 3, 4, 5], unit="grams", timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5], ) return ts def test_init(self): """Test creating a ProcessingModule.""" self.assertEqual(self.pm.name, "test_procmod") self.assertEqual(self.pm.description, "a test processing module") def test_add_data_interface(self): """Test adding a data interface to a ProcessingModule using add(...) and retrieving it.""" ts = self._create_time_series() self.pm.add(ts) self.assertIn(ts.name, self.pm.containers) self.assertIs(ts, self.pm.containers[ts.name]) def test_deprecated_add_data_interface(self): ts = self._create_time_series() with self.assertWarnsWith( PendingDeprecationWarning, "add_data_interface will be replaced by add" ): self.pm.add_data_interface(ts) self.assertIn(ts.name, self.pm.containers) self.assertIs(ts, self.pm.containers[ts.name]) def test_deprecated_add_container(self): ts = self._create_time_series() with self.assertWarnsWith( PendingDeprecationWarning, "add_container will be replaced by add" ): self.pm.add_container(ts) self.assertIn(ts.name, self.pm.containers) self.assertIs(ts, self.pm.containers[ts.name]) def test_get_data_interface(self): """Test adding a data interface to a ProcessingModule and retrieving it using get(...).""" ts = self._create_time_series() self.pm.add(ts) tmp = self.pm.get("test_ts") self.assertIs(tmp, ts) self.assertIs(self.pm["test_ts"], self.pm.get("test_ts")) def test_deprecated_get_data_interface(self): ts = self._create_time_series() self.pm.add(ts) with self.assertWarnsWith( PendingDeprecationWarning, "get_data_interface will be replaced by get" ): tmp = self.pm.get_data_interface("test_ts") self.assertIs(tmp, ts) def test_deprecated_get_container(self): ts = self._create_time_series() self.pm.add(ts) with self.assertWarnsWith( PendingDeprecationWarning, "get_container will be replaced by get" ): tmp = self.pm.get_container("test_ts") self.assertIs(tmp, ts) def test_getitem(self): """Test adding a data interface to a ProcessingModule and retrieving it using __getitem__(...).""" ts = self._create_time_series() self.pm.add(ts) tmp = self.pm["test_ts"] self.assertIs(tmp, ts) class TestTimeSeries(TestCase): def test_init_no_parent(self): """Test creating an empty TimeSeries and that it has no parent.""" ts = TimeSeries(name="test_ts", data=list(), unit="unit", timestamps=list()) self.assertEqual(ts.name, "test_ts") self.assertIsNone(ts.parent) def test_init_datalink_set(self): """Test creating a TimeSeries and that data_link is an empty set.""" ts = TimeSeries(name="test_ts", data=list(), unit="unit", timestamps=list()) self.assertIsInstance(ts.data_link, set) self.assertEqual(len(ts.data_link), 0) def test_init_timestampslink_set(self): """Test creating a TimeSeries and that timestamps_link is an empty set.""" ts = TimeSeries(name="test_ts", data=list(), unit="unit", timestamps=list()) self.assertIsInstance(ts.timestamp_link, set) self.assertEqual(len(ts.timestamp_link), 0) def test_init_data_timestamps(self): data = [0, 1, 2, 3, 4] timestamps = [0.0, 0.1, 0.2, 0.3, 0.4] ts = TimeSeries(name="test_ts", data=data, unit="volts", timestamps=timestamps) self.assertIs(ts.data, data) self.assertIs(ts.timestamps, timestamps) self.assertEqual(ts.conversion, 1.0) self.assertEqual(ts.offset, 0.0) self.assertEqual(ts.resolution, -1.0) self.assertEqual(ts.unit, "volts") self.assertEqual(ts.interval, 1) self.assertEqual(ts.time_unit, "seconds") self.assertEqual(ts.num_samples, 5) self.assertIsNone(ts.continuity) self.assertIsNone(ts.rate) self.assertIsNone(ts.starting_time) def test_init_conversion_offset(self): data = [0, 1, 2, 3, 4] timestamps = [0.0, 0.1, 0.2, 0.3, 0.4] conversion = 2.1 offset = 1.2 ts = TimeSeries( name="test_ts", data=data, unit="volts", timestamps=timestamps, conversion=conversion, offset=offset, ) self.assertIs(ts.data, data) self.assertEqual(ts.conversion, conversion) self.assertEqual(ts.offset, offset) def test_no_time(self): with self.assertRaisesWith( TypeError, "either 'timestamps' or 'rate' must be specified" ): TimeSeries(name="test_ts2", data=[10, 11, 12, 13, 14, 15], unit="grams") def test_no_starting_time(self): """Test that if no starting_time is given, 0.0 is assumed.""" ts1 = TimeSeries(name="test_ts1", data=[1, 2, 3], unit="unit", rate=0.1) self.assertEqual(ts1.starting_time, 0.0) def test_init_rate(self): ts = TimeSeries( name="test_ts", data=list(), unit="volts", starting_time=1.0, rate=2.0, ) self.assertEqual(ts.starting_time, 1.0) self.assertEqual(ts.starting_time_unit, "seconds") self.assertEqual(ts.rate, 2.0) self.assertEqual(ts.time_unit, "seconds") self.assertIsNone(ts.timestamps) def test_data_timeseries(self): """Test that setting a TimeSeries.data to another TimeSeries links the data correctly.""" data = [0, 1, 2, 3] timestamps1 = [0.0, 0.1, 0.2, 0.3] timestamps2 = [1.0, 1.1, 1.2, 1.3] ts1 = TimeSeries( name="test_ts1", data=data, unit="grams", timestamps=timestamps1 ) ts2 = TimeSeries( name="test_ts2", data=ts1, unit="grams", timestamps=timestamps2 ) self.assertEqual(ts2.data, data) self.assertEqual(ts1.num_samples, ts2.num_samples) self.assertEqual(ts1.data_link, set([ts2])) def test_timestamps_timeseries(self): """Test that setting a TimeSeries.timestamps to another TimeSeries links the timestamps correctly.""" data1 = [0, 1, 2, 3] data2 = [10, 11, 12, 13] timestamps = [0.0, 0.1, 0.2, 0.3] ts1 = TimeSeries( name="test_ts1", data=data1, unit="grams", timestamps=timestamps ) ts2 = TimeSeries(name="test_ts2", data=data2, unit="grams", timestamps=ts1) self.assertEqual(ts2.timestamps, timestamps) self.assertEqual(ts1.timestamp_link, set([ts2])) def test_good_continuity_timeseries(self): ts = TimeSeries( name="test_ts1", data=[0, 1, 2, 3, 4, 5], unit="grams", timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5], continuity="continuous", ) self.assertEqual(ts.continuity, "continuous") def test_bad_continuity_timeseries(self): msg = ( "TimeSeries.__init__: forbidden value for 'continuity' (got 'wrong', " "expected ['continuous', 'instantaneous', 'step'])" ) with self.assertRaisesWith(ValueError, msg): TimeSeries( name="test_ts1", data=[0, 1, 2, 3, 4, 5], unit="grams", timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5], continuity="wrong", ) def _create_time_series_with_data(self, data): ts = TimeSeries(name="test_ts1", data=data, unit="grams", rate=0.1) return ts def test_dataio_list_data(self): length = 100 data = list(range(length)) ts = self._create_time_series_with_data(data) self.assertEqual(ts.num_samples, length) assert data == list(ts.data) def test_dataio_dci_data(self): def generator_factory(): return (i for i in range(100)) data = H5DataIO(DataChunkIterator(data=generator_factory())) ts = self._create_time_series_with_data(data) with self.assertWarnsWith( UserWarning, "The data attribute on this TimeSeries (named: test_ts1) has a " "__len__, but it cannot be read", ): self.assertIsNone(ts.num_samples) for xi, yi in zip(data, generator_factory()): assert np.allclose(xi, yi) def test_dci_data(self): def generator_factory(): return (i for i in range(100)) data = DataChunkIterator(data=generator_factory()) ts = self._create_time_series_with_data(data) with self.assertWarnsWith( UserWarning, "The data attribute on this TimeSeries (named: test_ts1) has no __len__", ): self.assertIsNone(ts.num_samples) for xi, yi in zip(data, generator_factory()): assert np.allclose(xi, yi) def test_dci_data_arr(self): def generator_factory(): return (np.array([i, i + 1]) for i in range(100)) data = DataChunkIterator(data=generator_factory()) ts = self._create_time_series_with_data(data) with self.assertWarnsWith( UserWarning, "The data attribute on this TimeSeries (named: test_ts1) has no __len__", ): self.assertIsNone(ts.num_samples) for xi, yi in zip(data, generator_factory()): assert np.allclose(xi, yi) def test_dataio_list_timestamps(self): length = 100 data = list(range(length)) ts = self._create_time_series_with_data(data) self.assertEqual(ts.num_samples, length) assert data == list(ts.data) def _create_time_series_with_timestamps(self, timestamps): # data has no __len__ for these tests def generator_factory(): return (i for i in range(100)) ts = TimeSeries( name="test_ts1", data=DataChunkIterator(data=generator_factory()), unit="grams", timestamps=timestamps, ) return ts def test_dataio_dci_timestamps(self): def generator_factory(): return (i for i in range(100)) timestamps = H5DataIO(DataChunkIterator(data=generator_factory())) ts = self._create_time_series_with_timestamps(timestamps) with self.assertWarns(UserWarning) as record: self.assertIsNone(ts.num_samples) assert len(record.warnings) == 2 assert record.warnings[0].message.args[0] == ( "The data attribute on this TimeSeries (named: test_ts1) has no __len__" ) assert record.warnings[1].message.args[0] == ( "The timestamps attribute on this TimeSeries (named: test_ts1) has a " "__len__, but it cannot be read" ) for xi, yi in zip(timestamps, generator_factory()): assert np.allclose(xi, yi) def test_dci_timestamps(self): def generator_factory(): return (i for i in range(100)) timestamps = DataChunkIterator(data=generator_factory()) ts = self._create_time_series_with_timestamps(timestamps) with self.assertWarns(UserWarning) as record: self.assertIsNone(ts.num_samples) assert len(record.warnings) == 2 assert record.warnings[0].message.args[0] == ( "The data attribute on this TimeSeries (named: test_ts1) has no __len__" ) assert record.warnings[1].message.args[0] == ( "The timestamps attribute on this TimeSeries (named: test_ts1) has no __len__" ) for xi, yi in zip(timestamps, generator_factory()): assert np.allclose(xi, yi) def test_dci_timestamps_arr(self): def generator_factory(): return np.array(np.arange(100)) timestamps = DataChunkIterator(data=generator_factory()) ts = self._create_time_series_with_timestamps(timestamps) with self.assertWarns(UserWarning) as record: self.assertIsNone(ts.num_samples) assert len(record.warnings) == 2 assert record.warnings[0].message.args[0] == ( "The data attribute on this TimeSeries (named: test_ts1) has no __len__" ) assert record.warnings[1].message.args[0] == ( "The timestamps attribute on this TimeSeries (named: test_ts1) has no __len__" ) for xi, yi in zip(timestamps, generator_factory()): assert np.allclose(xi, yi) def test_conflicting_time_args(self): with self.assertRaisesWith( ValueError, "Specifying rate and timestamps is not supported." ): TimeSeries( name="test_ts2", data=[10, 11, 12], unit="grams", rate=30.0, timestamps=[0.3, 0.4, 0.5], ) with self.assertRaisesWith( ValueError, "Specifying starting_time and timestamps is not supported." ): TimeSeries( name="test_ts2", data=[10, 11, 12], unit="grams", starting_time=30.0, timestamps=[0.3, 0.4, 0.5], ) def test_dimension_warning(self): msg = ( "TimeSeries 'test_ts2': Length of data does not match length of timestamps. Your data may be " "transposed. Time should be on the 0th dimension" ) with self.assertWarnsWith(UserWarning, msg): TimeSeries( name="test_ts2", data=[10, 11, 12], unit="grams", timestamps=[0.3, 0.4, 0.5, 0.6, 0.7, 0.8], ) def test_get_timestamps(self): time_series = mock_TimeSeries(data=[1, 2, 3], rate=40.0, starting_time=30.0) assert_array_equal(time_series.get_timestamps(), [30, 30+1/40, 30+2/40]) time_series = mock_TimeSeries(data=[1, 2, 3], timestamps=[3, 4, 5], rate=None) assert_array_equal(time_series.get_timestamps(), [3, 4, 5]) def test_get_data_in_units(self): ts = mock_TimeSeries(data=[1., 2., 3.], conversion=2., offset=3.) assert_array_equal(ts.get_data_in_units(), [5., 7., 9.]) ts = mock_TimeSeries(data=[1., 2., 3.], conversion=2.) assert_array_equal(ts.get_data_in_units(), [2., 4., 6.]) ts = mock_TimeSeries(data=[1., 2., 3.]) assert_array_equal(ts.get_data_in_units(), [1., 2., 3.]) def test_non_positive_rate(self): with self.assertRaisesWith(ValueError, 'Rate must not be a negative value.'): TimeSeries(name='test_ts', data=list(), unit='volts', rate=-1.0) with self.assertWarnsWith(UserWarning, 'Timeseries has a rate of 0.0 Hz, but the length of the data is greater than 1.'): TimeSeries(name='test_ts1', data=[1, 2, 3], unit='volts', rate=0.0) def test_file_with_non_positive_rate_in_construct_mode(self): """Test that UserWarning is raised when rate is 0 or negative while being in construct mode (i.e,. on data read).""" obj = TimeSeries.__new__(TimeSeries, container_source=None, parent=None, object_id="test", in_construct_mode=True) with self.assertWarnsWith(warn_type=UserWarning, exc_msg='Rate must not be a negative value.'): obj.__init__( name="test_ts", data=list(), unit="volts", rate=-1.0 ) def test_file_with_rate_and_timestamps_in_construct_mode(self): """Test that UserWarning is raised when rate and timestamps are both specified while being in construct mode (i.e,. on data read).""" obj = TimeSeries.__new__(TimeSeries, container_source=None, parent=None, object_id="test", in_construct_mode=True) with self.assertWarnsWith(warn_type=UserWarning, exc_msg='Specifying rate and timestamps is not supported.'): obj.__init__( name="test_ts", data=[11, 12, 13, 14, 15], unit="volts", rate=1.0, timestamps=[1, 2, 3, 4, 5] ) def test_file_with_starting_time_and_timestamps_in_construct_mode(self): """Test that UserWarning is raised when starting_time and timestamps are both specified while being in construct mode (i.e,. on data read).""" obj = TimeSeries.__new__(TimeSeries, container_source=None, parent=None, object_id="test", in_construct_mode=True) with self.assertWarnsWith(warn_type=UserWarning, exc_msg='Specifying starting_time and timestamps is not supported.'): obj.__init__( name="test_ts", data=[11, 12, 13, 14, 15], unit="volts", starting_time=1.0, timestamps=[1, 2, 3, 4, 5] ) def test_repr_html(self): """ Test that html representation of linked timestamp data will occur as expected and will not cause a RecursionError """ data1 = [0, 1, 2, 3] data2 = [4, 5, 6, 7] timestamps = [0.0, 0.1, 0.2, 0.3] ts1 = TimeSeries(name="test_ts1", data=data1, unit="grams", timestamps=timestamps) ts2 = TimeSeries(name="test_ts2", data=data2, unit="grams", timestamps=ts1) pm = ProcessingModule(name="processing", description="a test processing module") pm.add(ts1) pm.add(ts2) self.assertIn('(link to processing/test_ts1/timestamps)', pm._repr_html_()) class TestImage(TestCase): def test_init(self): im = Image(name="test_image", data=np.ones((10, 10))) assert im.name == "test_image" assert np.all(im.data == np.ones((10, 10))) class TestImages(TestCase): def test_images(self): image1 = Image(name='test_image1', data=np.ones((10, 10))) image2 = Image(name='test_image2', data=np.ones((10, 10))) image_references = ImageReferences(name='order_of_images', data=[image2, image1]) images = Images(name='images_name', images=[image1, image2], order_of_images=image_references) assert images.name == "images_name" assert images.images == dict(test_image1=image1, test_image2=image2) self.assertIs(images.order_of_images[0], image2) self.assertIs(images.order_of_images[1], image1) class TestTimeSeriesReferenceVectorData(TestCase): def _create_time_series_with_rate(self): ts = TimeSeries( name="test", description="test", data=np.arange(10), unit="unit", starting_time=5.0, rate=0.1, ) return ts def _create_time_series_with_timestamps(self): ts = TimeSeries( name="test", description="test", data=np.arange(10), unit="unit", timestamps=np.arange(10.0), ) return ts def test_init(self): temp = TimeSeriesReferenceVectorData() self.assertEqual(temp.name, "timeseries") self.assertEqual( temp.description, "Column storing references to a TimeSeries (rows). For each TimeSeries this " "VectorData column stores the start_index and count to indicate the range in time " "to be selected as well as an object reference to the TimeSeries.", ) self.assertListEqual(temp.data, []) temp = TimeSeriesReferenceVectorData(name="test", description="test") self.assertEqual(temp.name, "test") self.assertEqual(temp.description, "test") def test_get_empty(self): """Get data from an empty TimeSeriesReferenceVectorData""" temp = TimeSeriesReferenceVectorData() self.assertListEqual(temp[:], []) with self.assertRaises(IndexError): temp[0] def test_append_get_length1_valid_data(self): """Get data from a TimeSeriesReferenceVectorData with one element and valid data""" temp = TimeSeriesReferenceVectorData() value = TimeSeriesReference(0, 5, self._create_time_series_with_rate()) temp.append(value) self.assertTupleEqual(temp[0], value) self.assertListEqual( temp[:], [ TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE(*value), ], ) def test_add_row_get_length1_valid_data(self): """Get data from a TimeSeriesReferenceVectorData with one element and valid data""" temp = TimeSeriesReferenceVectorData() value = TimeSeriesReference(0, 5, self._create_time_series_with_rate()) temp.add_row(value) self.assertTupleEqual(temp[0], value) self.assertListEqual( temp[:], [ TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE(*value), ], ) def test_get_length1_invalid_data(self): """Get data from a TimeSeriesReferenceVectorData with one element and invalid data""" temp = TimeSeriesReferenceVectorData() value = TimeSeriesReference(-1, -1, self._create_time_series_with_rate()) temp.append(value) # test index slicing re = temp[0] self.assertTrue( isinstance(re, TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE) ) self.assertTupleEqual( re, TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_NONE_TYPE ) # test array slicing and list slicing selection = [ slice(None), [ 0, ], ] for s in selection: re = temp[s] self.assertTrue(isinstance(re, list)) self.assertTrue(len(re), 1) self.assertTrue( isinstance( re[0], TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE ) ) self.assertTupleEqual( re[0], TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_NONE_TYPE ) def test_get_length5_valid_data(self): """Get data from a TimeSeriesReferenceVectorData with 5 elements""" temp = TimeSeriesReferenceVectorData() num_values = 5 values = [ TimeSeriesReference(0, 5, self._create_time_series_with_rate()) for i in range(num_values) ] for v in values: temp.append(v) # Test single element selection for i in range(num_values): # test index slicing re = temp[i] self.assertTupleEqual(re, values[i]) # test slicing re = temp[i : i + 1] self.assertTupleEqual( re[0], TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE(*values[i]), ) # Test multi element selection re = temp[0:2] self.assertTupleEqual( re[0], TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE(*values[0]) ) self.assertTupleEqual( re[1], TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE(*values[1]) ) def test_get_length5_with_invalid_data(self): """Get data from a TimeSeriesReferenceVectorData with 5 elements""" temp = TimeSeriesReferenceVectorData() num_values = 5 values = [ TimeSeriesReference(0, 5, self._create_time_series_with_rate()) for i in range(num_values - 2) ] values = ( [ TimeSeriesReference(-1, -1, self._create_time_series_with_rate()), ] + values + [ TimeSeriesReference(-1, -1, self._create_time_series_with_rate()), ] ) for v in values: temp.append(v) # Test single element selection for i in range(num_values): # test index slicing re = temp[i] if i in [0, 4]: self.assertTrue( isinstance( re, TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE ) ) self.assertTupleEqual( re, TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_NONE_TYPE ) else: self.assertTupleEqual(re, values[i]) # test slicing re = temp[i : i + 1] if i in [0, 4]: self.assertTrue( isinstance( re[0], TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE ) ) self.assertTupleEqual( re[0], TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_NONE_TYPE ) else: self.assertTupleEqual( re[0], TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE( *values[i] ), ) # Test multi element selection re = temp[0:2] self.assertTupleEqual( re[0], TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_NONE_TYPE ) self.assertTupleEqual( re[1], TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE(*values[1]) ) def test_add_row(self): v = TimeSeriesReferenceVectorData(name='a', description='a') val = TimeSeriesReference(0, 5, TimeSeries(name='test', description='test', data=np.arange(10), unit='unit', starting_time=5.0, rate=0.1)) v.add_row(val) self.assertTupleEqual(v[0], val) def test_add_row_with_plain_tuple(self): v = TimeSeriesReferenceVectorData(name='a', description='a') val = (0, 5, TimeSeries(name='test', description='test', data=np.arange(10), unit='unit', starting_time=5.0, rate=0.1)) v.add_row(val) self.assertTupleEqual(v[0], val) def test_add_row_with_bad_tuple(self): v = TimeSeriesReferenceVectorData(name='a', description='a') val = (0.0, 5, TimeSeries(name='test', description='test', data=np.arange(10), unit='unit', starting_time=5.0, rate=0.1)) with self.assertRaisesWith(TypeError, "idx_start must be an integer not "): v.add_row(val) def test_add_row_restricted_type(self): v = TimeSeriesReferenceVectorData(name="a", description="a") with self.assertRaisesWith( TypeError, "TimeSeriesReferenceVectorData.add_row: incorrect type for " "'val' (got 'int', expected 'TimeSeriesReference or tuple')", ): v.add_row(1) def test_append(self): v = TimeSeriesReferenceVectorData(name='a', description='a') val = TimeSeriesReference(0, 5, TimeSeries(name='test', description='test', data=np.arange(10), unit='unit', starting_time=5.0, rate=0.1)) v.append(val) self.assertTupleEqual(v[0], val) def test_append_with_plain_tuple(self): v = TimeSeriesReferenceVectorData(name='a', description='a') val = (0, 5, TimeSeries(name='test', description='test', data=np.arange(10), unit='unit', starting_time=5.0, rate=0.1)) v.append(val) self.assertTupleEqual(v[0], val) def test_append_with_bad_tuple(self): v = TimeSeriesReferenceVectorData(name='a', description='a') val = (0.0, 5, TimeSeries(name='test', description='test', data=np.arange(10), unit='unit', starting_time=5.0, rate=0.1)) with self.assertRaisesWith(TypeError, "idx_start must be an integer not "): v.append(val) def test_append_restricted_type(self): v = TimeSeriesReferenceVectorData(name="a", description="a") with self.assertRaisesWith( TypeError, "TimeSeriesReferenceVectorData.append: incorrect type for " "'arg' (got 'float', expected 'TimeSeriesReference or tuple')", ): v.append(2.0) class TestTimeSeriesReference(TestCase): def _create_time_series_with_rate(self): ts = TimeSeries( name="test", description="test", data=np.arange(10), unit="unit", starting_time=5.0, rate=0.1, ) return ts def _create_time_series_with_timestamps(self): ts = TimeSeries( name="test", description="test", data=np.arange(10), unit="unit", timestamps=np.arange(10.0), ) return ts def test_check_types(self): # invalid selection but with correct types tsr = TimeSeriesReference(-1, -1, self._create_time_series_with_rate()) self.assertTrue(tsr.check_types()) # invalid types, use float instead of int for both idx_start and count tsr = TimeSeriesReference(1.0, 5.0, self._create_time_series_with_rate()) with self.assertRaisesWith( TypeError, "idx_start must be an integer not " ): tsr.check_types() # invalid types, use float instead of int for idx_start only tsr = TimeSeriesReference(1.0, 5, self._create_time_series_with_rate()) with self.assertRaisesWith( TypeError, "idx_start must be an integer not " ): tsr.check_types() # invalid types, use float instead of int for count only tsr = TimeSeriesReference(1, 5.0, self._create_time_series_with_rate()) with self.assertRaisesWith( TypeError, "count must be an integer " ): tsr.check_types() # invalid type for TimeSeries but valid idx_start and count tsr = TimeSeriesReference(1, 5, None) with self.assertRaisesWith( TypeError, "timeseries must be of type TimeSeries. " ): tsr.check_types() def test_is_invalid(self): tsr = TimeSeriesReference(-1, -1, self._create_time_series_with_rate()) self.assertFalse(tsr.isvalid()) def test_is_valid(self): tsr = TimeSeriesReference(0, 10, self._create_time_series_with_rate()) self.assertTrue(tsr.isvalid()) def test_is_valid_bad_index(self): # Error: negative start_index but positive count tsr = TimeSeriesReference(-1, 10, self._create_time_series_with_rate()) with self.assertRaisesWith( IndexError, "'idx_start' -1 out of range for timeseries 'test'" ): tsr.isvalid() # Error: start_index too large tsr = TimeSeriesReference(10, 0, self._create_time_series_with_rate()) with self.assertRaisesWith( IndexError, "'idx_start' 10 out of range for timeseries 'test'" ): tsr.isvalid() # Error: positive start_index but negative count tsr = TimeSeriesReference(0, -3, self._create_time_series_with_rate()) with self.assertRaisesWith( IndexError, "'count' -3 invalid. 'count' must be positive" ): tsr.isvalid() # Error: start_index + count too large tsr = TimeSeriesReference(3, 10, self._create_time_series_with_rate()) with self.assertRaisesWith( IndexError, "'idx_start + count' out of range for timeseries 'test'" ): tsr.isvalid() def test_is_valid_no_num_samples(self): def generator_factory(): return (i for i in range(100)) data = DataChunkIterator(data=generator_factory()) ts = TimeSeries(name="test_ts1", data=data, unit="grams", rate=0.1) tsr = TimeSeriesReference(0, 10, ts) with self.assertWarnsWith( UserWarning, "The data attribute on this TimeSeries (named: test_ts1) has no __len__", ): self.assertTrue(tsr.isvalid()) def test_timestamps_property(self): # Timestamps from starting_time and rate tsr = TimeSeriesReference(5, 4, self._create_time_series_with_rate()) np.testing.assert_array_equal(tsr.timestamps, np.array([5.5, 5.6, 5.7, 5.8])) # Timestamps from timestamps directly tsr = TimeSeriesReference(5, 4, self._create_time_series_with_timestamps()) np.testing.assert_array_equal(tsr.timestamps, np.array([5.0, 6.0, 7.0, 8.0])) def test_timestamps_property_invalid_reference(self): # Timestamps from starting_time and rate tsr = TimeSeriesReference(-1, -1, self._create_time_series_with_rate()) self.assertIsNone(tsr.timestamps) def test_timestamps_property_bad_reference(self): tsr = TimeSeriesReference(0, 12, self._create_time_series_with_timestamps()) with self.assertRaisesWith( IndexError, "'idx_start + count' out of range for timeseries 'test'" ): tsr.timestamps tsr = TimeSeriesReference(0, 12, self._create_time_series_with_rate()) with self.assertRaisesWith( IndexError, "'idx_start + count' out of range for timeseries 'test'" ): tsr.timestamps def test_data_property(self): tsr = TimeSeriesReference(5, 4, self._create_time_series_with_rate()) np.testing.assert_array_equal(tsr.data, np.array([5.0, 6.0, 7.0, 8.0])) def test_data_property_invalid_reference(self): tsr = TimeSeriesReference(-1, -1, self._create_time_series_with_rate()) self.assertIsNone(tsr.data) def test_data_property_bad_reference(self): tsr = TimeSeriesReference(0, 12, self._create_time_series_with_rate()) with self.assertRaisesWith( IndexError, "'idx_start + count' out of range for timeseries 'test'" ): tsr.data def test_empty_reference_creation(self): tsr = TimeSeriesReference.empty(self._create_time_series_with_rate()) self.assertFalse(tsr.isvalid()) self.assertIsNone(tsr.data) self.assertIsNone(tsr.timestamps) pynwb-2.8.2/tests/unit/test_behavior.py0000644000000000000000000000712413615410400015137 0ustar00import numpy as np from pynwb import TimeSeries from pynwb.misc import IntervalSeries from pynwb.behavior import (SpatialSeries, BehavioralEpochs, BehavioralEvents, BehavioralTimeSeries, PupilTracking, EyeTracking, CompassDirection, Position) from pynwb.testing import TestCase class SpatialSeriesConstructor(TestCase): def test_init(self): sS = SpatialSeries( name='test_sS', data=np.ones((3, 2)), bounds=[(-1,1),(-1,1),(-1,1)], reference_frame='reference_frame', timestamps=[1., 2., 3.] ) self.assertEqual(sS.name, 'test_sS') self.assertEqual(sS.unit, 'meters') self.assertEqual(sS.bounds, [(-1,1),(-1,1),(-1,1)]) self.assertEqual(sS.reference_frame, 'reference_frame') def test_set_unit(self): sS = SpatialSeries( name='test_sS', data=np.ones((3, 2)), reference_frame='reference_frame', unit='degrees', timestamps=[1., 2., 3.] ) self.assertEqual(sS.unit, 'degrees') def test_gt_3_cols(self): msg = ("SpatialSeries 'test_sS' has data shape (5, 4) which is not compliant with NWB 2.5 and greater. " "The second dimension should have length <= 3 to represent at most x, y, z.") with self.assertWarnsWith(UserWarning, msg): SpatialSeries( name="test_sS", data=np.ones((5, 4)), reference_frame="reference_frame", rate=30. ) class BehavioralEpochsConstructor(TestCase): def test_init(self): data = [0, 1, 0] iS = IntervalSeries(name='test_iS', data=data, timestamps=[1., 2., 3.]) bE = BehavioralEpochs(iS) self.assertEqual(bE.interval_series['test_iS'], iS) class BehavioralEventsConstructor(TestCase): def test_init(self): ts = TimeSeries(name='test_ts', data=np.ones((3, 2)), unit='unit', timestamps=[1., 2., 3.]) bE = BehavioralEvents(ts) self.assertEqual(bE.time_series['test_ts'], ts) class BehavioralTimeSeriesConstructor(TestCase): def test_init(self): ts = TimeSeries(name='test_ts', data=np.ones((3, 2)), unit='unit', timestamps=[1., 2., 3.]) bts = BehavioralTimeSeries(ts) self.assertEqual(bts.time_series['test_ts'], ts) class PupilTrackingConstructor(TestCase): def test_init(self): ts = TimeSeries(name='test_ts', data=np.ones((3, 2)), unit='unit', timestamps=[1., 2., 3.]) pt = PupilTracking(ts) self.assertEqual(pt.time_series['test_ts'], ts) class EyeTrackingConstructor(TestCase): def test_init(self): sS = SpatialSeries( name='test_sS', data=np.ones((3, 2)), reference_frame='reference_frame', timestamps=[1., 2., 3.] ) et = EyeTracking(sS) self.assertEqual(et.spatial_series['test_sS'], sS) class CompassDirectionConstructor(TestCase): def test_init(self): sS = SpatialSeries( name='test_sS', data=np.ones((3, 2)), reference_frame='reference_frame', timestamps=[1., 2., 3.] ) cd = CompassDirection(sS) self.assertEqual(cd.spatial_series['test_sS'], sS) class PositionConstructor(TestCase): def test_init(self): sS = SpatialSeries( name='test_sS', data=np.ones((3, 2)), reference_frame='reference_frame', timestamps=[1., 2., 3.] ) pc = Position(sS) self.assertEqual(pc.spatial_series.get('test_sS'), sS) pynwb-2.8.2/tests/unit/test_config.py0000644000000000000000000000427113615410400014605 0ustar00from dateutil import tz from datetime import datetime from uuid import uuid4 import os from hdmf.term_set import TermSetWrapper from pynwb import NWBFile, get_loaded_type_config, load_type_config, unload_type_config from pynwb.file import Subject from pynwb.testing import TestCase try: from linkml_runtime.utils.schemaview import SchemaView # noqa: F401 REQUIREMENTS_INSTALLED = True except ImportError: REQUIREMENTS_INSTALLED = False class TestPyNWBTypeConfig(TestCase): def setUp(self): if not REQUIREMENTS_INSTALLED: self.skipTest("optional LinkML module is not installed") CUR_DIR = os.path.dirname(os.path.realpath(__file__)) path_to_config = os.path.join(CUR_DIR, 'test_config/test_nwb_config.yaml') load_type_config(config_path=path_to_config) def tearDown(self): unload_type_config() def test_get_loaded_type_config(self): config = get_loaded_type_config() self.assertEqual(config, {'namespaces': {'core': {'version': '2.7.0-alpha', 'data_types': {'Subject': {'species': {'termset': 'nwb_subject_termset.yaml'}}}}}}) def test_default_config(self): session_start_time = datetime(2018, 4, 25, 2, 30, 3, tzinfo=tz.gettz("US/Pacific")) nwbfile = NWBFile( session_description="Mouse exploring an open field", # required identifier=str(uuid4()), # required session_start_time=session_start_time, # required session_id="session_1234", # optional experimenter=[ "Ryan Ly", ], # optional lab="Bag End Laboratory", # optional institution="University of My Institution", # optional experiment_description="I went on an adventure to reclaim vast treasures.", # optional related_publications="DOI:10.1016/j.neuron.2016.12.011", # optional ) subject = Subject( subject_id="01", age="One shouldn't ask", description="A human.", species="Homo sapiens", sex="M", ) nwbfile.subject = subject self.assertIsInstance(nwbfile.subject.species, TermSetWrapper) pynwb-2.8.2/tests/unit/test_core.py0000644000000000000000000001102313615410400014261 0ustar00from datetime import datetime from dateutil.tz import tzlocal import numpy as np from hdmf.utils import docval from pynwb import NWBFile, TimeSeries, available_namespaces from pynwb.core import NWBContainer, NWBData from pynwb.testing import TestCase class MyTestClass(NWBContainer): __nwbfields__ = ("prop1", "prop2") @docval({"name": "name", "type": str, "doc": "The name of this container"}) def __init__(self, **kwargs): super().__init__(**kwargs) self.prop1 = "test1" class TestNWBContainer(TestCase): def test_constructor(self): """Test constructor """ obj = MyTestClass("obj1") self.assertEqual(obj.name, "obj1") obj.prop2 = "test2" def test_nwbfields(self): """Test that getters and setters work for nwbfields """ obj = MyTestClass("obj1") obj.prop2 = "test2" self.assertEqual(obj.prop1, "test1") self.assertEqual(obj.prop2, "test2") def test_get_data_type(self): obj = NWBContainer("obj1") dt = obj.data_type self.assertEqual(dt, 'NWBContainer') class MyNWBData(NWBData): __nwbfields__ = ("data", ) @docval( {"name": "name", "type": str, "doc": "The name of this container"}, {"name": "data", "type": ("array_data", "data"), "doc": "any data"}, ) def __init__(self, **kwargs): super().__init__(**kwargs) class TestNWBData(TestCase): def test_constructor(self): """Test constructor """ obj = MyNWBData("obj1", data=[[1, 2, 3], [1, 2, 3]]) self.assertEqual(obj.name, "obj1") def test_append_list(self): obj = MyNWBData("obj1", data=[[1, 2, 3], [1, 2, 3]]) obj.append([4, 5, 6]) np.testing.assert_array_equal(obj.data, [[1, 2, 3], [1, 2, 3], [4, 5, 6]]) def test_append_ndarray_2d(self): obj = MyNWBData("obj1", data=np.array([[1, 2, 3], [1, 2, 3]])) obj.append([4, 5, 6]) np.testing.assert_array_equal(obj.data, [[1, 2, 3], [1, 2, 3], [4, 5, 6]]) def test_append_ndarray_1d(self): obj = MyNWBData("obj1", data=np.array([1, 2, 3])) obj.append([4]) np.testing.assert_array_equal(obj.data, [1, 2, 3, 4]) def test_extend_list(self): obj = MyNWBData("obj1", data=[[1, 2, 3], [1, 2, 3]]) obj.extend([[4, 5, 6]]) np.testing.assert_array_equal(obj.data, [[1, 2, 3], [1, 2, 3], [4, 5, 6]]) def test_extend_ndarray_1d(self): obj = MyNWBData("obj1", data=np.array([1, 2, 3])) obj.extend([4, 5, 6]) np.testing.assert_array_equal(obj.data, [1, 2, 3, 4, 5, 6]) def test_extend_ndarray_2d(self): obj = MyNWBData("obj1", data=np.array([[1, 2, 3], [1, 2, 3]])) obj.extend([[4, 5, 6]]) np.testing.assert_array_equal(obj.data, [[1, 2, 3], [1, 2, 3], [4, 5, 6]]) class TestPrint(TestCase): def test_print_file(self): nwbfile = NWBFile( session_description="session_description", identifier="identifier", session_start_time=datetime.now(tzlocal()), ) ts1 = TimeSeries( name="name1", data=[1000, 2000, 3000], unit="unit", timestamps=[1.0, 2.0, 3.0], ) ts2 = TimeSeries( name="name2", data=[1000, 2000, 3000], unit="unit", timestamps=[1.0, 2.0, 3.0], ) expected = """name1 pynwb.base.TimeSeries at 0x%d Fields: comments: no comments conversion: 1.0 data: [1000 2000 3000] description: no description interval: 1 offset: 0.0 resolution: -1.0 timestamps: [1. 2. 3.] timestamps_unit: seconds unit: unit """ expected %= id(ts1) self.assertEqual(str(ts1), expected) nwbfile.add_acquisition(ts1) nwbfile.add_acquisition(ts2) nwbfile.add_epoch(start_time=1.0, stop_time=10.0, tags=["tag1", "tag2"]) expected_re = r"""root pynwb\.file\.NWBFile at 0x\d+ Fields: acquisition: { name1 , name2 } epochs: epochs file_create_date: \[datetime.datetime\(.*\)\] identifier: identifier session_description: session_description session_start_time: .* timestamps_reference_time: .* """ self.assertRegex(str(nwbfile), expected_re) class TestAvailableNamespaces(TestCase): def test_available_namespaces(self): self.assertEqual( available_namespaces(), ("hdmf-common", "hdmf-experimental", "core") ) pynwb-2.8.2/tests/unit/test_core_NWBContainer.py0000644000000000000000000000154013615410400016635 0ustar00import unittest from pynwb.core import NWBContainer from hdmf.utils import docval class MyTestClass(NWBContainer): __nwbfields__ = ('prop1', 'prop2') @docval({'name': 'name', 'type': str, 'doc': 'The name of this container'}) def __init__(self, **kwargs): super().__init__(**kwargs) self.prop1 = 'test1' class TestNWBContainer(unittest.TestCase): def test_constructor(self): """Test constructor """ obj = MyTestClass('obj1') self.assertEqual(obj.name, 'obj1') obj.prop2 = 'test2' def test_nwbfields(self): """Test that getters and setters work for nwbfields """ obj = MyTestClass('obj1') obj.prop2 = 'test2' self.assertEqual(obj.prop1, 'test1') self.assertEqual(obj.prop2, 'test2') if __name__ == '__main__': unittest.main() pynwb-2.8.2/tests/unit/test_device.py0000644000000000000000000000067713615410400014605 0ustar00from pynwb.device import Device from pynwb.testing import TestCase class TestDevice(TestCase): def test_init(self): device = Device(name='device_name', description='description', manufacturer='manufacturer') self.assertEqual(device.name, 'device_name') self.assertEqual(device.description, 'description') self.assertEqual(device.manufacturer, 'manufacturer') pynwb-2.8.2/tests/unit/test_ecephys.py0000644000000000000000000003744513615410400015011 0ustar00import warnings import numpy as np from pynwb.base import ProcessingModule from pynwb.ecephys import ( ElectricalSeries, SpikeEventSeries, EventDetection, Clustering, EventWaveform, ClusterWaveforms, LFP, FilteredEphys, FeatureExtraction, ElectrodeGroup, ) from pynwb.device import Device from pynwb.file import ElectrodeTable from pynwb.testing import TestCase from pynwb.testing.mock.ecephys import mock_ElectricalSeries from hdmf.common import DynamicTableRegion def make_electrode_table(): table = ElectrodeTable() dev1 = Device('dev1') group = ElectrodeGroup('tetrode1', 'tetrode description', 'tetrode location', dev1) table.add_row(location='CA1', group=group, group_name='tetrode1') table.add_row(location='CA1', group=group, group_name='tetrode1') table.add_row(location='CA1', group=group, group_name='tetrode1') table.add_row(location='CA1', group=group, group_name='tetrode1') return table class ElectricalSeriesConstructor(TestCase): def _create_table_and_region(self): table = make_electrode_table() region = DynamicTableRegion( name='electrodes', data=[0, 2], description='the first and third electrodes', table=table ) return table, region def test_init(self): data = list(range(10)) ts = [0.1, 0.2, 0.3, 0.4, 0.5, 0.6, 0.7, 0.8, 0.9, 1.0] channel_conversion = [2., 6.3] filtering = 'Low-pass filter at 300 Hz' table, region = self._create_table_and_region() eS = ElectricalSeries( name='test_eS', data=data, electrodes=region, channel_conversion=channel_conversion, filtering=filtering, timestamps=ts ) self.assertEqual(eS.name, 'test_eS') self.assertEqual(eS.data, data) self.assertEqual(eS.electrodes, region) self.assertEqual(eS.timestamps, ts) self.assertEqual(eS.channel_conversion, [2., 6.3]) self.assertEqual(eS.filtering, filtering) def test_link(self): table, region = self._create_table_and_region() ts1 = ElectricalSeries('test_ts1', [0, 1, 2, 3, 4, 5], region, timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5]) ts2 = ElectricalSeries('test_ts2', ts1, region, timestamps=ts1) ts3 = ElectricalSeries('test_ts3', ts2, region, timestamps=ts2) self.assertEqual(ts2.data, [0, 1, 2, 3, 4, 5]) self.assertEqual(ts2.timestamps, [0.0, 0.1, 0.2, 0.3, 0.4, 0.5]) self.assertEqual(ts3.data, [0, 1, 2, 3, 4, 5]) self.assertEqual(ts3.timestamps, [0.0, 0.1, 0.2, 0.3, 0.4, 0.5]) def test_invalid_data_shape(self): table, region = self._create_table_and_region() with self.assertRaisesWith(ValueError, ("ElectricalSeries.__init__: incorrect shape for 'data' (got '(2, 2, 2, " "2)', expected '((None,), (None, None), (None, None, None))')")): ElectricalSeries('test_ts1', np.ones((2, 2, 2, 2)), region, timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5]) def test_dimensions_warning(self): table, region = self._create_table_and_region() with warnings.catch_warnings(record=True) as w: # Cause all warnings to always be triggered. warnings.simplefilter("always") ElectricalSeries( name="test_ts1", data=np.ones((6, 3)), electrodes=region, timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5] ) self.assertEqual(len(w), 1) assert ( "ElectricalSeries 'test_ts1': The second dimension of data does not match the length of electrodes. " "Your data may be transposed." ) in str(w[-1].message) with warnings.catch_warnings(record=True) as w: # Cause all warnings to always be triggered. warnings.simplefilter("always") ElectricalSeries( name="test_ts1", data=np.ones((2, 6)), electrodes=region, rate=30000., ) self.assertEqual(len(w), 1) assert ( "ElectricalSeries 'test_ts1': The second dimension of data does not match the length of electrodes, " "but instead the first does. Data is oriented incorrectly and should be transposed." ) in str(w[-1].message) def test_get_data_in_units(self): samples = 100 channels = 5 conversion = 10.0 offset = 3.0 channel_conversion = np.random.rand(channels) electrical_series = mock_ElectricalSeries( data=np.ones((samples, channels)), conversion=conversion, offset=offset, channel_conversion=channel_conversion, ) data_in_units = electrical_series.get_data_in_units() for channel_index in range(channels): np.testing.assert_almost_equal( data_in_units[:, channel_index], np.ones(samples) * conversion * channel_conversion[channel_index] + offset ) class SpikeEventSeriesConstructor(TestCase): def _create_table_and_region(self): table = make_electrode_table() region = DynamicTableRegion( name='electrodes', data=[1, 3], description='the second and fourth electrodes', table=table ) return table, region def test_init(self): table, region = self._create_table_and_region() data = ((1, 1), (2, 2), (3, 3)) timestamps = np.arange(3) sES = SpikeEventSeries(name='test_sES', data=data, timestamps=timestamps, electrodes=region) self.assertEqual(sES.name, 'test_sES') # self.assertListEqual(sES.data, data) np.testing.assert_array_equal(sES.data, data) np.testing.assert_array_equal(sES.timestamps, timestamps) def test_no_rate(self): table, region = self._create_table_and_region() data = ((1, 1, 1), (2, 2, 2)) with self.assertRaises(TypeError): SpikeEventSeries(name='test_sES', data=data, electrodes=region, rate=1.) def test_incorrect_timestamps(self): table, region = self._create_table_and_region() data = ((1, 1, 1), (2, 2, 2)) with self.assertRaisesWith(ValueError, "Must provide the same number of timestamps and spike events"): SpikeEventSeries(name='test_sES', data=data, electrodes=region, timestamps=[1.0, 2.0, 3.0]) class ElectrodeGroupConstructor(TestCase): def test_init(self): dev1 = Device('dev1') group = ElectrodeGroup('elec1', 'electrode description', 'electrode location', dev1, (1, 2, 3)) self.assertEqual(group.name, 'elec1') self.assertEqual(group.description, 'electrode description') self.assertEqual(group.location, 'electrode location') self.assertEqual(group.device, dev1) self.assertEqual(group.position, (1, 2, 3)) def test_init_position_none(self): dev1 = Device('dev1') group = ElectrodeGroup('elec1', 'electrode description', 'electrode location', dev1) self.assertEqual(group.name, 'elec1') self.assertEqual(group.description, 'electrode description') self.assertEqual(group.location, 'electrode location') self.assertEqual(group.device, dev1) self.assertIsNone(group.position) def test_init_position_bad(self): dev1 = Device('dev1') with self.assertRaises(ValueError): ElectrodeGroup('elec1', 'electrode description', 'electrode location', dev1, (1, 2)) class EventDetectionConstructor(TestCase): def _create_table_and_region(self): table = make_electrode_table() region = DynamicTableRegion( name='electrodes', data=[0, 2], description='the first and third electrodes', table=table ) return table, region def test_init(self): data = list(range(10)) ts = [0.1, 0.2, 0.3, 0.4, 0.5, 0.6, 0.7, 0.8, 0.9, 1.0] table, region = self._create_table_and_region() eS = ElectricalSeries('test_eS', data, region, timestamps=ts) eD = EventDetection('detection_method', eS, (1, 2, 3), (0.1, 0.2, 0.3)) self.assertEqual(eD.detection_method, 'detection_method') self.assertEqual(eD.source_electricalseries, eS) self.assertEqual(eD.source_idx, (1, 2, 3)) self.assertEqual(eD.times, (0.1, 0.2, 0.3)) self.assertEqual(eD.unit, 'seconds') class EventWaveformConstructor(TestCase): def _create_table_and_region(self): table = make_electrode_table() region = DynamicTableRegion( name='electrodes', data=[0, 2], description='the first and third electrodes', table=table ) return table, region def test_init(self): table, region = self._create_table_and_region() sES = SpikeEventSeries('test_sES', list(range(10)), list(range(10)), region) pm = ProcessingModule(name='test_module', description='a test module') ew = EventWaveform() pm.add(table) pm.add(ew) ew.add_spike_event_series(sES) self.assertEqual(ew.spike_event_series['test_sES'], sES) self.assertEqual(ew['test_sES'], ew.spike_event_series['test_sES']) class ClusteringConstructor(TestCase): def test_init(self): times = [1.3, 2.3] num = [3, 4] peak_over_rms = [5.3, 6.3] with self.assertWarnsWith(DeprecationWarning, 'use pynwb.misc.Units or NWBFile.units instead'): cc = Clustering(description='description', num=num, peak_over_rms=peak_over_rms, times=times) self.assertEqual(cc.description, 'description') self.assertEqual(cc.num, num) self.assertEqual(cc.peak_over_rms, peak_over_rms) self.assertEqual(cc.times, times) class ClusterWaveformsConstructor(TestCase): def test_init(self): times = [1.3, 2.3] num = [3, 4] peak_over_rms = [5.3, 6.3] with self.assertWarnsWith(DeprecationWarning, 'use pynwb.misc.Units or NWBFile.units instead'): cc = Clustering(description='description', num=num, peak_over_rms=peak_over_rms, times=times) means = [[7.3, 7.3]] stdevs = [[8.3, 8.3]] with self.assertWarnsWith(DeprecationWarning, 'use pynwb.misc.Units or NWBFile.units instead'): cw = ClusterWaveforms( clustering_interface=cc, waveform_filtering='filtering', waveform_mean=means, waveform_sd=stdevs ) self.assertEqual(cw.clustering_interface, cc) self.assertEqual(cw.waveform_filtering, 'filtering') self.assertEqual(cw.waveform_mean, means) self.assertEqual(cw.waveform_sd, stdevs) class LFPTest(TestCase): def _create_table_and_region(self): table = make_electrode_table() region = DynamicTableRegion( name='electrodes', data=[0, 2], description='the first and third electrodes', table=table ) return table, region def test_init(self): _, region = self._create_table_and_region() eS = ElectricalSeries('test_eS', [0, 1, 2, 3], region, timestamps=[0.1, 0.2, 0.3, 0.4]) msg = ( "The linked table for DynamicTableRegion 'electrodes' does not share " "an ancestor with the DynamicTableRegion." ) with self.assertWarnsRegex(UserWarning, msg): lfp = LFP(eS) self.assertEqual(lfp.electrical_series.get('test_eS'), eS) self.assertEqual(lfp['test_eS'], lfp.electrical_series.get('test_eS')) def test_add_electrical_series(self): lfp = LFP() table, region = self._create_table_and_region() eS = ElectricalSeries('test_eS', [0, 1, 2, 3], region, timestamps=[0.1, 0.2, 0.3, 0.4]) pm = ProcessingModule(name='test_module', description='a test module') pm.add(table) pm.add(lfp) lfp.add_electrical_series(eS) self.assertEqual(lfp.electrical_series.get('test_eS'), eS) class FilteredEphysTest(TestCase): def _create_table_and_region(self): table = make_electrode_table() region = DynamicTableRegion( name='electrodes', data=[0, 2], description='the first and third electrodes', table=table ) return table, region def test_init(self): _, region = self._create_table_and_region() eS = ElectricalSeries('test_eS', [0, 1, 2, 3], region, timestamps=[0.1, 0.2, 0.3, 0.4]) msg = ( "The linked table for DynamicTableRegion 'electrodes' does not share " "an ancestor with the DynamicTableRegion." ) with self.assertWarnsRegex(UserWarning, msg): fe = FilteredEphys(eS) self.assertEqual(fe.electrical_series.get('test_eS'), eS) self.assertEqual(fe['test_eS'], fe.electrical_series.get('test_eS')) def test_add_electrical_series(self): table, region = self._create_table_and_region() eS = ElectricalSeries('test_eS', [0, 1, 2, 3], region, timestamps=[0.1, 0.2, 0.3, 0.4]) pm = ProcessingModule(name='test_module', description='a test module') fe = FilteredEphys() pm.add(table) pm.add(fe) fe.add_electrical_series(eS) self.assertEqual(fe.electrical_series.get('test_eS'), eS) self.assertEqual(fe['test_eS'], fe.electrical_series.get('test_eS')) class FeatureExtractionConstructor(TestCase): def _create_table_and_region(self): table = make_electrode_table() region = DynamicTableRegion( name='electrodes', data=[0, 2], description='the first and third electrodes', table=table ) return table, region def test_init(self): event_times = [1.9, 3.5] table, region = self._create_table_and_region() description = ['desc1', 'desc2', 'desc3'] features = [[[0, 1, 2], [3, 4, 5]], [[6, 7, 8], [9, 10, 11]]] fe = FeatureExtraction(region, description, event_times, features) self.assertEqual(fe.description, description) self.assertEqual(fe.times, event_times) self.assertEqual(fe.features, features) def test_invalid_init_mismatched_event_times(self): event_times = [] # Need 1 event time but give 0 table, region = self._create_table_and_region() description = ['desc1', 'desc2', 'desc3'] features = [[[0, 1, 2], [3, 4, 5]]] self.assertRaises(ValueError, FeatureExtraction, region, description, event_times, features) def test_invalid_init_mismatched_electrodes(self): event_times = [1] table = make_electrode_table() region = DynamicTableRegion(name='electrodes', data=[0], description='the first electrode', table=table) description = ['desc1', 'desc2', 'desc3'] features = [[[0, 1, 2], [3, 4, 5]]] self.assertRaises(ValueError, FeatureExtraction, region, description, event_times, features) def test_invalid_init_mismatched_description(self): event_times = [1] table, region = self._create_table_and_region() description = ['desc1', 'desc2', 'desc3', 'desc4'] # Need 3 descriptions but give 4 features = [[[0, 1, 2], [3, 4, 5]]] self.assertRaises(ValueError, FeatureExtraction, region, description, event_times, features) def test_invalid_init_mismatched_description2(self): event_times = [1] table, region = self._create_table_and_region() description = ['desc1', 'desc2', 'desc3'] features = [[0, 1, 2], [3, 4, 5]] # Need 3D feature array but give only 2D array self.assertRaises(ValueError, FeatureExtraction, region, description, event_times, features) pynwb-2.8.2/tests/unit/test_epoch.py0000644000000000000000000001047613615410400014442 0ustar00import numpy as np import pandas as pd from datetime import datetime from dateutil import tz from pynwb.epoch import TimeIntervals from pynwb import TimeSeries, NWBFile from pynwb.base import TimeSeriesReference, TimeSeriesReferenceVectorData from pynwb.testing import TestCase class TimeIntervalsTest(TestCase): def test_init(self): tstamps = np.arange(1.0, 100.0, 0.1, dtype=np.float64) ts = TimeSeries(name="test_ts", data=list(range(len(tstamps))), unit='unit', timestamps=tstamps) ept = TimeIntervals(name='epochs', description="TimeIntervals unittest") self.assertEqual(ept.name, 'epochs') ept.add_interval(10.0, 20.0, ["test", "unittest", "pynwb"], ts) row = ept[0] self.assertEqual(row.index[0], 0) self.assertEqual(row.loc[0]['start_time'], 10.0) self.assertEqual(row.loc[0]['stop_time'], 20.0) self.assertEqual(row.loc[0]['tags'], ["test", "unittest", "pynwb"]) self.assertEqual(row.loc[0]['timeseries'], [(90, 100, ts)]) def get_timeseries(self): return [ TimeSeries(name='a', data=[1]*11, unit='unit', timestamps=np.linspace(0, 1, 11)), TimeSeries(name='b', data=[1]*13, unit='unit', timestamps=np.linspace(0.1, 5, 13)), ] def get_dataframe(self): tsa, tsb = self.get_timeseries() return pd.DataFrame({ 'foo': [1, 2, 3, 4], 'bar': ['fish', 'fowl', 'dog', 'cat'], 'start_time': [0.2, 0.25, 0.30, 0.35], 'stop_time': [0.25, 0.30, 0.40, 0.45], 'timeseries': [[TimeSeriesReference(idx_start=0, count=11, timeseries=tsa)], [TimeSeriesReference(idx_start=0, count=13, timeseries=tsb)], [], [TimeSeriesReference(idx_start=4, count=6, timeseries=tsb), TimeSeriesReference(idx_start=3, count=4, timeseries=tsa)]], 'keys': ['q', 'w', 'e', 'r'], 'tags': [[], [], ['fizz', 'buzz'], ['qaz']] }) def test_dataframe_roundtrip(self): df = self.get_dataframe() epochs = TimeIntervals.from_dataframe(df, name='test epochs') obtained = epochs.to_dataframe() self.assertTupleEqual(obtained.loc[3, 'timeseries'][1], df.loc[3, 'timeseries'][1]) self.assertIsInstance(epochs.timeseries, TimeSeriesReferenceVectorData) self.assertIsInstance(obtained.loc[3, 'timeseries'][1], TimeSeriesReference) self.assertIsInstance(df.loc[3, 'timeseries'][1], TimeSeriesReference) self.assertEqual(obtained.loc[2, 'foo'], df.loc[2, 'foo']) def test_dataframe_roundtrip_drop_ts(self): df = self.get_dataframe() epochs = TimeIntervals.from_dataframe(df, name='test epochs') self.assertIsInstance(epochs.timeseries, TimeSeriesReferenceVectorData) obtained = epochs.to_dataframe(exclude=set(['timeseries', 'timeseries_index'])) self.assertNotIn('timeseries', obtained.columns) self.assertEqual(obtained.loc[2, 'foo'], df.loc[2, 'foo']) def test_no_tags(self): nwbfile = NWBFile("a file with header data", "NB123A", datetime(1970, 1, 1, tzinfo=tz.tzutc())) df = self.get_dataframe() for i, row in df.iterrows(): nwbfile.add_epoch(start_time=row['start_time'], stop_time=row['stop_time']) def test_from_dataframe(self): df = pd.DataFrame({'start_time': [1., 2., 3.], 'stop_time': [2., 3., 4.], 'label': ['a', 'b', 'c']}, columns=('start_time', 'stop_time', 'label')) ti = TimeIntervals.from_dataframe(df, name='ti_name') self.assertEqual(ti.colnames, ('start_time', 'stop_time', 'label')) self.assertEqual(ti.columns[0].data, [1.0, 2.0, 3.0]) self.assertEqual(ti.columns[2].data, ['a', 'b', 'c']) def test_from_dataframe_missing_required_cols(self): df = pd.DataFrame({'start_time': [1., 2., 3.], 'label': ['a', 'b', 'c']}) with self.assertRaises(ValueError): TimeIntervals.from_dataframe(df, name='ti_name') def test_from_dataframe_missing_supplied_col(self): df = pd.DataFrame({'start_time': [1., 2., 3.], 'stop_time': [2., 3., 4.], 'label': ['a', 'b', 'c']}) with self.assertRaises(ValueError): TimeIntervals.from_dataframe(df, name='ti_name', columns=[{'name': 'not there'}]) pynwb-2.8.2/tests/unit/test_epoch_legacy.py0000644000000000000000000001101213615410400015751 0ustar00from pynwb.epoch import TimeIntervals from pynwb.testing import NWBH5IOMixin, TestCase from pynwb import NWBFile, NWBHDF5IO from pynwb.base import TimeSeries, TimeSeriesReference, TimeSeriesReferenceVectorData import numpy as np import h5py class TestTimeIntervalsIO(NWBH5IOMixin, TestCase): """ Test that reading NWB files with version 2.4 and earlier function correctly with the TimeIntervals type. In NWB 2.5 TimeIntervals.timeseries was updated to use the TimeSeriesReferenceVectorData type and to keep the API consistent old files are migrated on read to present the same API for those files. This is possible because the previous and updated schema are identical aside from the fact that a dedicated neurodata_type was created for the TimeIntervals.timeseries columns which is also used in the IntracellularRecordingTable type. This is technically a round-trip test, but without round-trip we can't test the object-mapper and including it here makes sure this gets included in code-coverage tests as well. """ def setUpContainer(self): """ Return placeholder epochs object. Tested epochs are added directly to the NWBFile in addContainer """ return TimeIntervals('epochs') def addContainer(self, nwbfile): """ Add the test epochs to the given NWBFile """ # Add some timeseries tsa, tsb = [ TimeSeries(name='a', data=np.arange(11), unit='flubs', timestamps=np.linspace(0, 1.0, 11)), TimeSeries(name='b', data=np.arange(13), unit='flubs', timestamps=np.linspace(0.1, 2.0, 13)), ] nwbfile.add_acquisition(tsa) nwbfile.add_acquisition(tsb) # Add a custom column nwbfile.add_epoch_column( name='temperature', description='average temperature (c) during epoch' ) # Add some epochs nwbfile.add_epoch( start_time=0.0, stop_time=0.5, timeseries=[tsa, tsb], tags='ambient', temperature=26.4, ) nwbfile.add_epoch( start_time=1.3, stop_time=4.1, timeseries=[tsa, ], tags='ambient', temperature=26.4, ) # reset the thing self.container = nwbfile.epochs def getContainer(self, nwbfile): """ Return the test epochs from the given NWBFile """ return nwbfile.epochs def test_legacy_format(self): description = 'a file to test writing and reading a %s' % self.container_type identifier = 'TEST_%s' % self.container_type nwbfile = NWBFile(description, identifier, self.start_time, file_create_date=self.create_date) self.addContainer(nwbfile) # write the file with NWBHDF5IO(self.filename, mode='w') as write_io: write_io.write(nwbfile, cache_spec=False) # Modify the HDF5 file to look like NWB 2.4 and earlier. This simply means # modifying the neurodata_type on the TimeIntervals.timeseries column with h5py.File(self.filename, mode='a') as infile: infile['/intervals/epochs/timeseries'].attrs['neurodata_type'] = 'VectorData' infile.attrs['nwb_version'] = '2.3.0' # Read the file back self.reader = NWBHDF5IO(self.filename, mode='r') self.read_nwbfile = self.reader.read() # Test that the VectorData column for timeseries has been converted to TimeSeriesReferenceVectorData self.assertIsInstance(self.read_nwbfile.epochs.timeseries, TimeSeriesReferenceVectorData) # Test that slicing into epochs.timeseries works as expected re = self.read_nwbfile.epochs.timeseries[0] self.assertIsInstance(re, TimeSeriesReference) self.assertTupleEqual((re[0], re[1], re[2].object_id), (0, 5, nwbfile.get_acquisition('a').object_id)) # Test that slicing into epochs works as expected re = self.read_nwbfile.epochs[0:1] self.assertListEqual(re.columns.tolist(), ['start_time', 'stop_time', 'temperature', 'tags', 'timeseries']) for i in re.loc[0, 'timeseries']: self.assertIsInstance(i, TimeSeriesReference) self.assertTupleEqual( (re.loc[0, 'timeseries'][0][0], re.loc[0, 'timeseries'][0][1], re.loc[0, 'timeseries'][0][2].object_id), (0, 5, nwbfile.get_acquisition('a').object_id)) self.assertTupleEqual( (re.loc[0, 'timeseries'][1][0], re.loc[0, 'timeseries'][1][1], re.loc[0, 'timeseries'][1][2].object_id), (0, 3, nwbfile.get_acquisition('b').object_id)) pynwb-2.8.2/tests/unit/test_extension.py0000644000000000000000000002001413615410400015345 0ustar00import os import random import string from datetime import datetime from dateutil.tz import tzlocal from tempfile import gettempdir from hdmf.spec import RefSpec from hdmf.utils import get_docval, docval, popargs from pynwb import get_type_map, TimeSeries, NWBFile, register_class, load_namespaces, get_class from pynwb.spec import NWBNamespaceBuilder, NWBGroupSpec, NWBAttributeSpec, NWBDatasetSpec from pynwb.file import LabMetaData from pynwb.testing import TestCase, remove_test_file def id_generator(N=10): """ Generator a random string of characters. """ return ''.join(random.choice(string.ascii_uppercase + string.digits) for _ in range(N)) class TestExtension(TestCase): def setUp(self): self.tempdir = gettempdir() self.prefix = id_generator() self.ext_source = '%s_extension.yaml' % self.prefix self.ns_path = '%s_namespace.yaml' % self.prefix def tearDown(self): for f in (self.ext_source, self.ns_path): path = os.path.join(self.tempdir, f) remove_test_file(path) def test_export(self): ns_builder = NWBNamespaceBuilder('Extension for use in my Lab', self.prefix, version='0.1.0') ext1 = NWBGroupSpec('A custom ElectricalSeries for my lab', attributes=[NWBAttributeSpec(name='trode_id', doc='the tetrode id', dtype='int')], neurodata_type_inc='ElectricalSeries', neurodata_type_def='TetrodeSeries') ns_builder.add_spec(self.ext_source, ext1) ns_builder.export(self.ns_path, outdir=self.tempdir) def test_load_namespace(self): self.test_export() get_type_map(extensions=os.path.join(self.tempdir, self.ns_path)) def test_get_class(self): self.test_export() type_map = get_type_map(extensions=os.path.join(self.tempdir, self.ns_path)) type_map.get_dt_container_cls('TetrodeSeries', self.prefix) def test_load_namespace_with_reftype_attribute(self): ns_builder = NWBNamespaceBuilder('Extension for use in my Lab', self.prefix, version='0.1.0') test_ds_ext = NWBDatasetSpec(doc='test dataset to add an attr', name='test_data', shape=(None,), attributes=[NWBAttributeSpec(name='target_ds', doc='the target the dataset applies to', dtype=RefSpec('TimeSeries', 'object'))], neurodata_type_def='my_new_type') ns_builder.add_spec(self.ext_source, test_ds_ext) ns_builder.export(self.ns_path, outdir=self.tempdir) get_type_map(extensions=os.path.join(self.tempdir, self.ns_path)) def test_load_namespace_with_reftype_attribute_check_autoclass_const(self): ns_builder = NWBNamespaceBuilder('Extension for use in my Lab', self.prefix, version='0.1.0') test_ds_ext = NWBDatasetSpec(doc='test dataset to add an attr', name='test_data', shape=(None,), attributes=[NWBAttributeSpec(name='target_ds', doc='the target the dataset applies to', dtype=RefSpec('TimeSeries', 'object'))], neurodata_type_def='my_new_type') ns_builder.add_spec(self.ext_source, test_ds_ext) ns_builder.export(self.ns_path, outdir=self.tempdir) type_map = get_type_map(extensions=os.path.join(self.tempdir, self.ns_path)) my_new_type = type_map.get_dt_container_cls('my_new_type', self.prefix) docval = None for tmp in get_docval(my_new_type.__init__): if tmp['name'] == 'target_ds': docval = tmp break self.assertIsNotNone(docval) self.assertEqual(docval['type'], TimeSeries) def test_lab_meta(self): ns_builder = NWBNamespaceBuilder('Extension for use in my Lab', self.prefix, version='0.1.0') test_meta_ext = NWBGroupSpec( neurodata_type_def='MyTestMetaData', neurodata_type_inc='LabMetaData', doc='my test meta data', attributes=[ NWBAttributeSpec(name='test_attr', dtype='float', doc='test_dtype')]) ns_builder.add_spec(self.ext_source, test_meta_ext) ns_builder.export(self.ns_path, outdir=self.tempdir) ns_abs_path = os.path.join(self.tempdir, self.ns_path) load_namespaces(ns_abs_path) @register_class('MyTestMetaData', self.prefix) class MyTestMetaData(LabMetaData): __nwbfields__ = ('test_attr',) @docval({'name': 'name', 'type': str, 'doc': 'name'}, {'name': 'test_attr', 'type': float, 'doc': 'test attribute'}) def __init__(self, **kwargs): test_attr = popargs('test_attr', kwargs) super().__init__(**kwargs) self.test_attr = test_attr nwbfile = NWBFile("a file with header data", "NB123A", datetime(2017, 5, 1, 12, 0, 0, tzinfo=tzlocal())) nwbfile.add_lab_meta_data(MyTestMetaData(name='test_name', test_attr=5.)) def test_lab_meta_auto(self): ns_builder = NWBNamespaceBuilder('Extension for use in my Lab', self.prefix, version='0.1.0') test_meta_ext = NWBGroupSpec( neurodata_type_def='MyTestMetaData', neurodata_type_inc='LabMetaData', doc='my test meta data', attributes=[ NWBAttributeSpec(name='test_attr', dtype='float', doc='test_dtype')]) ns_builder.add_spec(self.ext_source, test_meta_ext) ns_builder.export(self.ns_path, outdir=self.tempdir) ns_abs_path = os.path.join(self.tempdir, self.ns_path) load_namespaces(ns_abs_path) MyTestMetaData = get_class('MyTestMetaData', self.prefix) nwbfile = NWBFile("a file with header data", "NB123A", datetime(2017, 5, 1, 12, 0, 0, tzinfo=tzlocal())) nwbfile.add_lab_meta_data(MyTestMetaData(name='test_name', test_attr=5.)) class TestCatchDupNS(TestCase): def setUp(self): self.tempdir = gettempdir() self.prefix = id_generator() self.ext_source1 = '%s_extension1.yaml' % self.prefix self.ns_path1 = '%s_namespace1.yaml' % self.prefix self.ext_source2 = '%s_extension2.yaml' % self.prefix self.ns_path2 = '%s_namespace2.yaml' % self.prefix def tearDown(self): files = (self.ext_source1, self.ns_path1, self.ext_source2, self.ns_path2) for f in files: path = os.path.join(self.tempdir, f) remove_test_file(path) def test_catch_dup_name(self): ns_builder1 = NWBNamespaceBuilder('Extension for us in my Lab', "pynwb_test_extension1", version='0.1.0') ext1 = NWBGroupSpec('A custom ElectricalSeries for my lab', attributes=[NWBAttributeSpec(name='trode_id', doc='the tetrode id', dtype='int')], neurodata_type_inc='ElectricalSeries', neurodata_type_def='TetrodeSeries') ns_builder1.add_spec(self.ext_source1, ext1) ns_builder1.export(self.ns_path1, outdir=self.tempdir) ns_builder2 = NWBNamespaceBuilder('Extension for us in my Lab', "pynwb_test_extension1", version='0.1.0') ext2 = NWBGroupSpec('A custom ElectricalSeries for my lab', attributes=[NWBAttributeSpec(name='trode_id', doc='the tetrode id', dtype='int')], neurodata_type_inc='ElectricalSeries', neurodata_type_def='TetrodeSeries') ns_builder2.add_spec(self.ext_source2, ext2) ns_builder2.export(self.ns_path2, outdir=self.tempdir) type_map = get_type_map(extensions=os.path.join(self.tempdir, self.ns_path1)) type_map.load_namespaces(os.path.join(self.tempdir, self.ns_path2)) pynwb-2.8.2/tests/unit/test_file.py0000644000000000000000000007422513615410400014265 0ustar00import numpy as np import pandas as pd from datetime import datetime, timedelta from dateutil.tz import tzlocal, tzutc from hdmf.common import DynamicTable from hdmf.common import VectorData from hdmf.utils import docval, get_docval, popargs from pynwb import NWBFile, TimeSeries, NWBHDF5IO from pynwb.base import Image, Images from pynwb.file import Subject, ElectrodeTable, _add_missing_timezone from pynwb.epoch import TimeIntervals from pynwb.ecephys import ElectricalSeries from pynwb.testing import TestCase, remove_test_file class NWBFileTest(TestCase): def setUp(self): self.start = datetime(2017, 5, 1, 12, 0, 0, tzinfo=tzlocal()) self.ref_time = datetime(1979, 1, 1, 0, tzinfo=tzutc()) self.create = [datetime(2017, 5, 1, 12, tzinfo=tzlocal()), datetime(2017, 5, 2, 13, 0, 0, 1, tzinfo=tzutc()), datetime(2017, 5, 2, 14, tzinfo=tzutc())] self.path = 'nwbfile_test.h5' self.nwbfile = NWBFile(session_description='a test session description for a test NWBFile', identifier='FILE123', session_start_time=self.start, file_create_date=self.create, timestamps_reference_time=self.ref_time, experimenter='A test experimenter', lab='a test lab', institution='a test institution', experiment_description='a test experiment description', session_id='test1', notes='my notes', pharmacology='drugs', protocol='protocol', related_publications='my pubs', slices='my slices', surgery='surgery', virus='a virus', source_script='noscript', source_script_file_name='nofilename', stimulus_notes='test stimulus notes', data_collection='test data collection notes', keywords=('these', 'are', 'keywords')) def test_constructor(self): self.assertEqual(self.nwbfile.session_description, 'a test session description for a test NWBFile') self.assertEqual(self.nwbfile.identifier, 'FILE123') self.assertEqual(self.nwbfile.session_start_time, self.start) self.assertEqual(self.nwbfile.file_create_date, self.create) self.assertEqual(self.nwbfile.lab, 'a test lab') self.assertEqual(self.nwbfile.experimenter, ('A test experimenter',)) self.assertEqual(self.nwbfile.institution, 'a test institution') self.assertEqual(self.nwbfile.experiment_description, 'a test experiment description') self.assertEqual(self.nwbfile.session_id, 'test1') self.assertEqual(self.nwbfile.stimulus_notes, 'test stimulus notes') self.assertEqual(self.nwbfile.data_collection, 'test data collection notes') self.assertEqual(self.nwbfile.related_publications, ('my pubs',)) self.assertEqual(self.nwbfile.source_script, 'noscript') self.assertEqual(self.nwbfile.source_script_file_name, 'nofilename') self.assertEqual(self.nwbfile.keywords, ('these', 'are', 'keywords')) self.assertEqual(self.nwbfile.timestamps_reference_time, self.ref_time) def test_create_electrode_group(self): name = 'example_electrode_group' desc = 'An example electrode' loc = 'an example location' d = self.nwbfile.create_device('a fake device') elecgrp = self.nwbfile.create_electrode_group(name, desc, loc, d) self.assertEqual(elecgrp.description, desc) self.assertEqual(elecgrp.location, loc) self.assertIs(elecgrp.device, d) def test_create_custom_intervals(self): df_words = pd.DataFrame({'start_time': [.1, 2.], 'stop_time': [.8, 2.3], 'label': ['hello', 'there']}) words = TimeIntervals.from_dataframe(df_words, name='words') self.nwbfile.add_time_intervals(words) self.assertEqual(self.nwbfile.intervals['words'], words) def test_create_electrode_group_invalid_index(self): """ Test the case where the user creates an electrode table region with indexes that are out of range of the amount of electrodes added. """ nwbfile = NWBFile('a', 'b', datetime.now(tzlocal())) device = nwbfile.create_device('a') elecgrp = nwbfile.create_electrode_group('a', 'b', device=device, location='a') for i in range(4): nwbfile.add_electrode(location='a', group=elecgrp, id=i) with self.assertRaises(IndexError): nwbfile.create_electrode_table_region(list(range(6)), 'test') def test_access_group_after_io(self): """ Motivated by #739 """ nwbfile = NWBFile('a', 'b', datetime.now(tzlocal())) device = nwbfile.create_device('a') elecgrp = nwbfile.create_electrode_group('a', 'b', device=device, location='a') nwbfile.add_electrode(location='a', group=elecgrp, id=0) with NWBHDF5IO('electrodes_mwe.nwb', 'w') as io: io.write(nwbfile) with NWBHDF5IO('electrodes_mwe.nwb', 'a') as io: nwbfile_i = io.read() for aa, bb in zip(nwbfile_i.electrodes['group'][:], nwbfile.electrodes['group'][:]): self.assertEqual(aa.name, bb.name) for i in range(4): nwbfile.add_electrode(location='a', group=elecgrp, id=i + 1) with NWBHDF5IO('electrodes_mwe.nwb', 'w') as io: io.write(nwbfile) with NWBHDF5IO('electrodes_mwe.nwb', 'a') as io: nwbfile_i = io.read() for aa, bb in zip(nwbfile_i.electrodes['group'][:], nwbfile.electrodes['group'][:]): self.assertEqual(aa.name, bb.name) remove_test_file("electrodes_mwe.nwb") def test_access_processing(self): self.nwbfile.create_processing_module('test_mod', 'test_description') # test deprecate .modules with self.assertWarnsWith(DeprecationWarning, 'NWBFile.modules has been replaced by NWBFile.processing.'): modules = self.nwbfile.modules['test_mod'] self.assertIs(self.nwbfile.processing['test_mod'], modules) def test_epoch_tags(self): tags1 = ['t1', 't2'] tags2 = ['t3', 't4'] tstamps = np.arange(1.0, 100.0, 0.1, dtype=np.float64) ts = TimeSeries("test_ts", list(range(len(tstamps))), 'unit', timestamps=tstamps) expected_tags = tags1 + tags2 self.nwbfile.add_epoch(0.0, 1.0, tags1, ts) self.nwbfile.add_epoch(0.0, 1.0, tags2, ts) tags = self.nwbfile.epoch_tags self.assertEqual(set(expected_tags), set(tags)) def test_epoch_tags_single_string(self): tags1 = 't1' tags2 = 't2' expected_tags = set([tags1, tags2]) self.nwbfile.add_epoch(0.0, 1.0, tags=tags1) self.nwbfile.add_epoch(1.0, 2.0, tags=tags2) tags = self.nwbfile.epoch_tags self.assertEqual(expected_tags, tags) def test_epoch_tags_no_table(self): self.assertEqual(set(), self.nwbfile.epoch_tags) def test_add_acquisition(self): self.nwbfile.add_acquisition(TimeSeries('test_ts', [0, 1, 2, 3, 4, 5], 'grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5])) self.assertEqual(len(self.nwbfile.acquisition), 1) def test_add_stimulus(self): self.nwbfile.add_stimulus(TimeSeries('test_ts', [0, 1, 2, 3, 4, 5], 'grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5])) self.assertEqual(len(self.nwbfile.stimulus), 1) def test_add_stimulus_timeseries_arg(self): """Test nwbfile.add_stimulus using the deprecated 'timeseries' keyword argument""" msg = ( "The 'timeseries' keyword argument is deprecated and will be removed in PyNWB 3.0. " "Use the 'stimulus' argument instead." ) with self.assertWarnsWith(DeprecationWarning, msg): self.nwbfile.add_stimulus( timeseries=TimeSeries( name='test_ts', data=[0, 1, 2, 3, 4, 5], unit='grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5] ) ) self.assertEqual(len(self.nwbfile.stimulus), 1) def test_add_stimulus_no_stimulus_arg(self): """Test nwbfile.add_stimulus using the deprecated 'timeseries' keyword argument""" msg = ( "The 'stimulus' keyword argument is required. The 'timeseries' keyword argument can be " "provided for backwards compatibility but is deprecated in favor of 'stimulus' and will be " "removed in PyNWB 3.0." ) with self.assertRaisesWith(ValueError, msg): self.nwbfile.add_stimulus(None) self.assertEqual(len(self.nwbfile.stimulus), 0) def test_add_stimulus_dynamic_table(self): dt = DynamicTable( name='test_dynamic_table', description='a test dynamic table', ) self.nwbfile.add_stimulus(dt) self.assertEqual(len(self.nwbfile.stimulus), 1) self.assertIs(self.nwbfile.stimulus['test_dynamic_table'], dt) def test_add_stimulus_template(self): self.nwbfile.add_stimulus_template(TimeSeries('test_ts', [0, 1, 2, 3, 4, 5], 'grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5])) self.assertEqual(len(self.nwbfile.stimulus_template), 1) def test_add_stimulus_template_images(self): image1 = Image(name='test_image1', data=np.ones((10, 10))) images = Images(name='images_name', images=[image1]) self.nwbfile.add_stimulus_template(images) self.assertEqual(len(self.nwbfile.stimulus_template), 1) def test_add_analysis(self): self.nwbfile.add_analysis(TimeSeries('test_ts', [0, 1, 2, 3, 4, 5], 'grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5])) self.assertEqual(len(self.nwbfile.analysis), 1) def test_add_acquisition_check_dups(self): self.nwbfile.add_acquisition(TimeSeries('test_ts', [0, 1, 2, 3, 4, 5], 'grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5])) with self.assertRaises(ValueError): self.nwbfile.add_acquisition(TimeSeries('test_ts', [0, 1, 2, 3, 4, 5], 'grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5])) def test_get_acquisition_empty(self): with self.assertRaisesWith(ValueError, "acquisition of NWBFile 'root' is empty."): self.nwbfile.get_acquisition() def test_get_acquisition_multiple_elements(self): self.nwbfile.add_acquisition(TimeSeries('test_ts1', [0, 1, 2, 3, 4, 5], 'grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5])) self.nwbfile.add_acquisition(TimeSeries('test_ts2', [0, 1, 2, 3, 4, 5], 'grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5])) msg = "More than one element in acquisition of NWBFile 'root' -- must specify a name." with self.assertRaisesWith(ValueError, msg): self.nwbfile.get_acquisition() def test_add_acquisition_invalid_name(self): self.nwbfile.add_acquisition(TimeSeries('test_ts', [0, 1, 2, 3, 4, 5], 'grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5])) msg = "\"'TEST_TS' not found in acquisition of NWBFile 'root'.\"" with self.assertRaisesWith(KeyError, msg): self.nwbfile.get_acquisition("TEST_TS") def test_set_electrode_table(self): table = ElectrodeTable() dev1 = self.nwbfile.create_device('dev1') group = self.nwbfile.create_electrode_group('tetrode1', 'tetrode description', 'tetrode location', dev1) table.add_row(location='CA1', group=group, group_name='tetrode1') table.add_row(location='CA1', group=group, group_name='tetrode1') table.add_row(location='CA1', group=group, group_name='tetrode1') table.add_row(location='CA1', group=group, group_name='tetrode1') self.nwbfile.set_electrode_table(table) self.assertIs(self.nwbfile.electrodes, table) self.assertIs(table.parent, self.nwbfile) def test_add_unit_column(self): self.nwbfile.add_unit_column('unit_type', 'the type of unit') self.assertEqual(self.nwbfile.units.colnames, ('unit_type',)) def test_add_unit(self): self.nwbfile.add_unit(id=1) self.assertEqual(len(self.nwbfile.units), 1) self.nwbfile.add_unit(id=2) self.nwbfile.add_unit(id=3) self.assertEqual(len(self.nwbfile.units), 3) def test_add_trial_column(self): self.nwbfile.add_trial_column('trial_type', 'the type of trial') self.assertEqual(self.nwbfile.trials.colnames, ('start_time', 'stop_time', 'trial_type')) def test_add_trial_column_custom_class(self): class SubVectorData(VectorData): __fields__ = ('extra_kwarg', ) @docval( *get_docval(VectorData.__init__, "name", "description", "data"), {'name': 'extra_kwarg', 'type': 'str', 'doc': 'An extra kwarg.'}, ) def __init__(self, **kwargs): extra_kwarg = popargs('extra_kwarg', kwargs) super().__init__(**kwargs) self.extra_kwarg = extra_kwarg self.nwbfile.add_trial_column( name="test", description="test", col_cls=SubVectorData, extra_kwarg="test_extra_kwarg" ) self.assertEqual(self.nwbfile.trials["test"].extra_kwarg, "test_extra_kwarg") def test_add_trial(self): self.nwbfile.add_trial(start_time=10.0, stop_time=20.0) self.assertEqual(len(self.nwbfile.trials), 1) self.nwbfile.add_trial(start_time=30.0, stop_time=40.0) self.nwbfile.add_trial(start_time=50.0, stop_time=70.0) self.assertEqual(len(self.nwbfile.trials), 3) def test_add_invalid_times_column(self): self.nwbfile.add_invalid_times_column('comments', 'description of reason for omitting time') self.assertEqual(self.nwbfile.invalid_times.colnames, ('start_time', 'stop_time', 'comments')) def test_add_invalid_time_interval(self): self.nwbfile.add_invalid_time_interval(start_time=0.0, stop_time=12.0) self.assertEqual(len(self.nwbfile.invalid_times), 1) self.nwbfile.add_invalid_time_interval(start_time=15.0, stop_time=16.0) self.nwbfile.add_invalid_time_interval(start_time=17.0, stop_time=20.5) self.assertEqual(len(self.nwbfile.invalid_times), 3) def test_add_invalid_time_w_ts(self): ts = TimeSeries(name='name', data=[1.2], rate=1.0, unit='na') self.nwbfile.add_invalid_time_interval(start_time=18.0, stop_time=20.6, timeseries=ts, tags=('hi', 'there')) def test_add_electrode(self): dev1 = self.nwbfile.create_device(name='dev1') group = self.nwbfile.create_electrode_group( name='tetrode1', description='tetrode description', location='tetrode location', device=dev1 ) self.nwbfile.add_electrode( x=1.0, y=2.0, z=3.0, imp=-1.0, location='CA1', filtering='none', group=group, id=1 ) elec = self.nwbfile.electrodes[0] self.assertEqual(elec.index[0], 1) self.assertEqual(elec.iloc[0]['x'], 1.0) self.assertEqual(elec.iloc[0]['y'], 2.0) self.assertEqual(elec.iloc[0]['z'], 3.0) self.assertEqual(elec.iloc[0]['location'], 'CA1') self.assertEqual(elec.iloc[0]['filtering'], 'none') self.assertEqual(elec.iloc[0]['group'], group) def test_add_electrode_some_opt(self): dev1 = self.nwbfile.create_device(name='dev1') group = self.nwbfile.create_electrode_group( name='tetrode1', description='tetrode description', location='tetrode location', device=dev1 ) self.nwbfile.add_electrode( x=1.0, y=2.0, z=3.0, imp=-1.0, location='CA1', filtering='none', group=group, id=1, rel_x=4.0, rel_y=5.0, rel_z=6.0, reference='ref1' ) self.nwbfile.add_electrode( x=1.0, y=2.0, z=3.0, imp=-1.0, location='CA1', filtering='none', group=group, id=2, rel_x=7.0, rel_y=8.0, rel_z=9.0, reference='ref2' ) elec = self.nwbfile.electrodes[0] self.assertEqual(elec.iloc[0]['rel_x'], 4.0) self.assertEqual(elec.iloc[0]['rel_y'], 5.0) self.assertEqual(elec.iloc[0]['rel_z'], 6.0) self.assertEqual(elec.iloc[0]['reference'], 'ref1') elec = self.nwbfile.electrodes[1] self.assertEqual(elec.iloc[0]['rel_x'], 7.0) self.assertEqual(elec.iloc[0]['rel_y'], 8.0) self.assertEqual(elec.iloc[0]['rel_z'], 9.0) self.assertEqual(elec.iloc[0]['reference'], 'ref2') def test_add_electrode_missing_location(self): """ Test the case where the user creates an electrode table region with indexes that are out of range of the amount of electrodes added. """ nwbfile = NWBFile('a', 'b', datetime.now(tzlocal())) device = nwbfile.create_device('a') elecgrp = nwbfile.create_electrode_group('a', 'b', device=device, location='a') msg = "The 'location' argument is required when creating an electrode." with self.assertRaisesWith(ValueError, msg): nwbfile.add_electrode(group=elecgrp, id=0) def test_add_electrode_missing_group(self): """ Test the case where the user creates an electrode table region with indexes that are out of range of the amount of electrodes added. """ nwbfile = NWBFile('a', 'b', datetime.now(tzlocal())) msg = "The 'group' argument is required when creating an electrode." with self.assertRaisesWith(ValueError, msg): nwbfile.add_electrode(location='a', id=0) def test_all_children(self): ts1 = TimeSeries('test_ts1', [0, 1, 2, 3, 4, 5], 'grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5]) ts2 = TimeSeries('test_ts2', [0, 1, 2, 3, 4, 5], 'grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5]) self.nwbfile.add_acquisition(ts1) self.nwbfile.add_acquisition(ts2) name = 'example_electrode_group' desc = 'An example electrode' loc = 'an example location' device = self.nwbfile.create_device('a fake device') elecgrp = self.nwbfile.create_electrode_group(name, desc, loc, device) children = self.nwbfile.all_children() self.assertIn(ts1, children) self.assertIn(ts2, children) self.assertIn(device, children) self.assertIn(elecgrp, children) def test_fail_if_source_script_file_name_without_source_script(self): with self.assertRaises(ValueError): # <-- source_script_file_name without source_script is not allowed NWBFile('a test session description for a test NWBFile', 'FILE123', self.start, source_script=None, source_script_file_name='nofilename') def test_get_neurodata_type(self): ts1 = TimeSeries('test_ts1', [0, 1, 2, 3, 4, 5], 'grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5]) ts2 = TimeSeries('test_ts2', [0, 1, 2, 3, 4, 5], 'grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5]) self.nwbfile.add_acquisition(ts1) self.nwbfile.add_acquisition(ts2) p1 = ts1.get_ancestor(neurodata_type='NWBFile') self.assertIs(p1, self.nwbfile) p2 = ts2.get_ancestor(neurodata_type='NWBFile') self.assertIs(p2, self.nwbfile) def test_print_units(self): self.nwbfile.add_unit(spike_times=[1., 2., 3.]) expected = """units pynwb.misc.Units at 0x%d Fields: colnames: ['spike_times'] columns: ( spike_times_index , spike_times ) description: Autogenerated by NWBFile id: id waveform_unit: volts """ expected = expected % id(self.nwbfile.units) self.assertEqual(str(self.nwbfile.units), expected) def test_copy(self): self.nwbfile.add_unit(spike_times=[1., 2., 3.]) device = self.nwbfile.create_device('a') elecgrp = self.nwbfile.create_electrode_group('a', 'b', device=device, location='a') self.nwbfile.add_electrode(x=1.0, location='a', group=elecgrp, id=0) self.nwbfile.add_electrode(x=2.0, location='b', group=elecgrp) elec_region = self.nwbfile.create_electrode_table_region([1], 'name') ts1 = TimeSeries('test_ts1', [0, 1, 2, 3, 4, 5], 'grams', timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5]) ts2 = ElectricalSeries('test_ts2', [0, 1, 2, 3, 4, 5], electrodes=elec_region, timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5]) self.nwbfile.add_acquisition(ts1) self.nwbfile.add_acquisition(ts2) self.nwbfile.add_trial(start_time=50.0, stop_time=70.0) self.nwbfile.add_invalid_times_column('comments', 'description of reason for omitting time') self.nwbfile.create_processing_module('test_mod', 'test_description') self.nwbfile.create_time_intervals('custom_interval', 'a custom time interval') self.nwbfile.intervals['custom_interval'].add_interval(start_time=10., stop_time=20.) newfile = self.nwbfile.copy() # test dictionaries self.assertIs(self.nwbfile.devices['a'], newfile.devices['a']) self.assertIs(self.nwbfile.acquisition['test_ts1'], newfile.acquisition['test_ts1']) self.assertIs(self.nwbfile.acquisition['test_ts2'], newfile.acquisition['test_ts2']) self.assertIs(self.nwbfile.processing['test_mod'], newfile.processing['test_mod']) # test dynamic tables self.assertIsNot(self.nwbfile.electrodes, newfile.electrodes) self.assertIs(self.nwbfile.electrodes['x'], newfile.electrodes['x']) self.assertIsNot(self.nwbfile.units, newfile.units) self.assertIs(self.nwbfile.units['spike_times'], newfile.units['spike_times']) self.assertIsNot(self.nwbfile.trials, newfile.trials) self.assertIsNot(self.nwbfile.trials.parent, newfile.trials.parent) self.assertIs(self.nwbfile.trials.id, newfile.trials.id) self.assertIs(self.nwbfile.trials['start_time'], newfile.trials['start_time']) self.assertIs(self.nwbfile.trials['stop_time'], newfile.trials['stop_time']) self.assertIsNot(self.nwbfile.invalid_times, newfile.invalid_times) self.assertTupleEqual(self.nwbfile.invalid_times.colnames, newfile.invalid_times.colnames) self.assertIsNot(self.nwbfile.intervals['custom_interval'], newfile.intervals['custom_interval']) self.assertTupleEqual(self.nwbfile.intervals['custom_interval'].colnames, newfile.intervals['custom_interval'].colnames) self.assertIs(self.nwbfile.intervals['custom_interval']['start_time'], newfile.intervals['custom_interval']['start_time']) self.assertIs(self.nwbfile.intervals['custom_interval']['stop_time'], newfile.intervals['custom_interval']['stop_time']) def test_multi_experimenters(self): self.nwbfile = NWBFile('a test session description for a test NWBFile', 'FILE123', self.start, experimenter=('experimenter1', 'experimenter2')) self.assertTupleEqual(self.nwbfile.experimenter, ('experimenter1', 'experimenter2')) def test_multi_publications(self): self.nwbfile = NWBFile('a test session description for a test NWBFile', 'FILE123', self.start, related_publications=('pub1', 'pub2')) self.assertTupleEqual(self.nwbfile.related_publications, ('pub1', 'pub2')) class SubjectTest(TestCase): def setUp(self): self.subject = Subject( age='P90D', age__reference="birth", description='An unfortunate rat', genotype='WT', sex='M', species='Rattus norvegicus', subject_id='RAT123', weight='2 kg', date_of_birth=datetime(2017, 5, 1, 12, tzinfo=tzlocal()), strain='my_strain', ) self.start = datetime(2017, 5, 1, 12, tzinfo=tzlocal()) self.path = 'nwbfile_test.h5' self.nwbfile = NWBFile( 'a test session description for a test NWBFile', 'FILE123', self.start, experimenter='A test experimenter', lab='a test lab', institution='a test institution', experiment_description='a test experiment description', session_id='test1', subject=self.subject, ) def test_constructor(self): self.assertEqual(self.subject.age, 'P90D') self.assertEqual(self.subject.age__reference, "birth") self.assertEqual(self.subject.description, 'An unfortunate rat') self.assertEqual(self.subject.genotype, 'WT') self.assertEqual(self.subject.sex, 'M') self.assertEqual(self.subject.species, 'Rattus norvegicus') self.assertEqual(self.subject.subject_id, 'RAT123') self.assertEqual(self.subject.weight, '2 kg') self.assertEqual(self.subject.date_of_birth, datetime(2017, 5, 1, 12, tzinfo=tzlocal())) self.assertEqual(self.subject.strain, 'my_strain') def test_nwbfile_constructor(self): self.assertIs(self.nwbfile.subject, self.subject) def test_weight_float(self): subject = Subject( subject_id='RAT123', weight=2.3, ) self.assertEqual(subject.weight, '2.3 kg') def test_age_reference_arg_check(self): with self.assertRaisesWith(ValueError, "age__reference, if supplied, must be 'birth' or 'gestational'."): Subject(subject_id='RAT123', age='P90D', age__reference='brth') def test_age_regression_1(self): subject = Subject( age='P90D', description='An unfortunate rat', subject_id='RAT123', ) self.assertEqual(subject.age, 'P90D') self.assertEqual(subject.age__reference, "birth") self.assertEqual(subject.description, 'An unfortunate rat') self.assertEqual(subject.subject_id, 'RAT123') def test_age_regression_2(self): subject = Subject( description='An unfortunate rat', subject_id='RAT123', ) self.assertEqual(subject.description, 'An unfortunate rat') self.assertEqual(subject.subject_id, 'RAT123') def test_subject_age_duration(self): subject = Subject( subject_id='RAT123', age=timedelta(seconds=99999) ) self.assertEqual(subject.age, "P1DT3H46M39S") class TestCacheSpec(TestCase): """Test whether the file can be written and read when caching the spec.""" def setUp(self): self.path = 'unittest_cached_spec.nwb' def tearDown(self): remove_test_file(self.path) def test_simple(self): nwbfile = NWBFile('sess_desc', 'identifier', datetime.now(tzlocal()), file_create_date=datetime.now(tzlocal()), institution='University of California, San Francisco', lab='Chang Lab') with NWBHDF5IO(self.path, 'w') as io: io.write(nwbfile) with NWBHDF5IO(self.path, 'r') as reader: nwbfile = reader.read() assert nwbfile.session_description == "sess_desc" class TestNoCacheSpec(TestCase): """Test whether the file can be written and read when not caching the spec.""" def setUp(self): self.path = 'unittest_cached_spec.nwb' def tearDown(self): remove_test_file(self.path) def test_simple(self): nwbfile = NWBFile('sess_desc', 'identifier', datetime.now(tzlocal()), file_create_date=datetime.now(tzlocal()), institution='University of California, San Francisco', lab='Chang Lab') with NWBHDF5IO(self.path, 'w') as io: io.write(nwbfile, cache_spec=False) with NWBHDF5IO(self.path, 'r') as reader: nwbfile = reader.read() assert nwbfile.session_description == "sess_desc" class TestTimestampsRefDefault(TestCase): def setUp(self): self.start_time = datetime(2017, 5, 1, 12, 0, 0, tzinfo=tzlocal()) self.nwbfile = NWBFile('test session description', 'TEST123', self.start_time) def test_reftime_default(self): # 'timestamps_reference_time' should default to 'session_start_time' self.assertEqual(self.nwbfile.timestamps_reference_time, self.start_time) class TestTimestampsRefAware(TestCase): def setUp(self): self.start_time = datetime(2017, 5, 1, 12, 0, 0, tzinfo=tzlocal()) self.ref_time_notz = datetime(1979, 1, 1, 0, 0, 0) def test_reftime_tzaware(self): with self.assertRaises(ValueError): # 'timestamps_reference_time' must be a timezone-aware datetime NWBFile('test session description', 'TEST124', self.start_time, timestamps_reference_time=self.ref_time_notz) class TestTimezone(TestCase): def test_raise_warning__add_missing_timezone(self): with self.assertWarnsWith(UserWarning, "Date is missing timezone information. Updating to local timezone."): _add_missing_timezone(datetime(2017, 5, 1, 12)) pynwb-2.8.2/tests/unit/test_icephys.py0000644000000000000000000003516113615410400015006 0ustar00import numpy as np from pynwb.icephys import ( PatchClampSeries, CurrentClampSeries, IZeroClampSeries, CurrentClampStimulusSeries, VoltageClampSeries, VoltageClampStimulusSeries, IntracellularElectrode, SweepTable, ) from pynwb.device import Device from pynwb.testing import TestCase from pynwb.file import NWBFile # Needed to test icephys functionality defined on NWBFile from datetime import datetime from dateutil.tz import tzlocal def GetElectrode(): device = Device(name='device_name') elec = IntracellularElectrode( name='test_iS', device=device, description='description', slice='slice', seal='seal', location='location', resistance='resistance', filtering='filtering', initial_access_resistance='initial_access_resistance', cell_id='this_cell', ) return elec class NWBFileICEphys(TestCase): """Test ICEphys-specific functionality on NWBFile""" def setUp(self): self.icephys_electrode = GetElectrode() def test_sweep_table_depractation_warn(self): msg = ("Use of SweepTable is deprecated. Use the IntracellularRecordingsTable " "instead. See also the NWBFile.add_intracellular_recordings function.") with self.assertWarnsWith(DeprecationWarning, msg): _ = NWBFile( session_description='NWBFile icephys test', identifier='NWB123', # required session_start_time=datetime(2017, 4, 3, 11, tzinfo=tzlocal()), ic_electrodes=[self.icephys_electrode, ], sweep_table=SweepTable()) def test_ic_electrodes_parameter_deprecation(self): # Make sure we warn when using the ic_electrodes parameter on NWBFile msg = "Use of the ic_electrodes parameter is deprecated. Use the icephys_electrodes parameter instead" with self.assertWarnsWith(DeprecationWarning, msg): _ = NWBFile( session_description='NWBFile icephys test', identifier='NWB123', # required session_start_time=datetime(2017, 4, 3, 11, tzinfo=tzlocal()), ic_electrodes=[self.icephys_electrode, ]) def test_icephys_electrodes_parameter(self): nwbfile = NWBFile( session_description='NWBFile icephys test', identifier='NWB123', # required session_start_time=datetime(2017, 4, 3, 11, tzinfo=tzlocal()), icephys_electrodes=[self.icephys_electrode, ]) self.assertEqual(nwbfile.get_icephys_electrode('test_iS'), self.icephys_electrode) def test_add_ic_electrode_deprecation(self): # Make sure we warn when using the add_ic_electrodes parameter on NWBFile nwbfile = NWBFile( session_description='NWBFile icephys test', identifier='NWB123', # required session_start_time=datetime(2017, 4, 3, 11, tzinfo=tzlocal())) msg = "NWBFile.add_ic_electrode has been replaced by NWBFile.add_icephys_electrode." with self.assertWarnsWith(DeprecationWarning, msg): nwbfile.add_ic_electrode(self.icephys_electrode) def test_ic_electrodes_attribute_deprecation(self): nwbfile = NWBFile( session_description='NWBFile icephys test', identifier='NWB123', # required session_start_time=datetime(2017, 4, 3, 11, tzinfo=tzlocal()), icephys_electrodes=[self.icephys_electrode, ]) # make sure NWBFile.ic_electrodes property warns msg = "NWBFile.ic_electrodes has been replaced by NWBFile.icephys_electrodes." with self.assertWarnsWith(DeprecationWarning, msg): nwbfile.ic_electrodes # make sure NWBFile.get_ic_electrode warns msg = "NWBFile.get_ic_electrode has been replaced by NWBFile.get_icephys_electrode." with self.assertWarnsWith(DeprecationWarning, msg): nwbfile.get_ic_electrode(self.icephys_electrode.name) def test_create_ic_electrode_deprecation(self): nwbfile = NWBFile( session_description='NWBFile icephys test', identifier='NWB123', # required session_start_time=datetime(2017, 4, 3, 11, tzinfo=tzlocal())) device = Device(name='device_name') msg = "NWBFile.create_ic_electrode has been replaced by NWBFile.create_icephys_electrode." with self.assertWarnsWith(DeprecationWarning, msg): nwbfile.create_ic_electrode( name='test_iS', device=device, description='description', slice='slice', seal='seal', location='location', resistance='resistance', filtering='filtering', initial_access_resistance='initial_access_resistance') class IntracellularElectrodeConstructor(TestCase): def test_constructor(self): device = Device(name='device_name') elec = IntracellularElectrode('test_iS', device, 'description', 'slice', 'seal', 'location', 'resistance', 'filtering', 'initial_access_resistance', 'this_cell') self.assertEqual(elec.name, 'test_iS') self.assertEqual(elec.device, device) self.assertEqual(elec.description, 'description') self.assertEqual(elec.slice, 'slice') self.assertEqual(elec.seal, 'seal') self.assertEqual(elec.location, 'location') self.assertEqual(elec.resistance, 'resistance') self.assertEqual(elec.filtering, 'filtering') self.assertEqual(elec.initial_access_resistance, 'initial_access_resistance') self.assertEqual(elec.cell_id, 'this_cell') class PatchClampSeriesConstructor(TestCase): def test_default(self): electrode_name = GetElectrode() pCS = PatchClampSeries('test_pCS', list(), 'unit', electrode_name, 1.0, timestamps=list()) self.assertEqual(pCS.name, 'test_pCS') self.assertEqual(pCS.unit, 'unit') self.assertEqual(pCS.electrode, electrode_name) self.assertEqual(pCS.gain, 1.0) def test_sweepNumber_valid(self): electrode_name = GetElectrode() pCS = PatchClampSeries('test_pCS', list(), 'unit', electrode_name, 1.0, timestamps=list(), sweep_number=4711) self.assertEqual(pCS.name, 'test_pCS') self.assertEqual(pCS.unit, 'unit') self.assertEqual(pCS.electrode, electrode_name) self.assertEqual(pCS.gain, 1.0) self.assertEqual(pCS.sweep_number, 4711) def test_sweepNumber_valid_np(self): electrode_name = GetElectrode() pCS = PatchClampSeries('test_pCS', list(), 'unit', electrode_name, 1.0, timestamps=list(), sweep_number=1) self.assertEqual(pCS.name, 'test_pCS') self.assertEqual(pCS.unit, 'unit') self.assertEqual(pCS.electrode, electrode_name) self.assertEqual(pCS.gain, 1.0) self.assertEqual(pCS.sweep_number, np.uint32(1)) def test_sweepNumber_large_and_valid(self): electrode_name = GetElectrode() pCS = PatchClampSeries('test_pCS', list(), 'unit', electrode_name, 1.0, timestamps=list(), sweep_number=np.uint64(2**63-1)) self.assertEqual(pCS.name, 'test_pCS') self.assertEqual(pCS.unit, 'unit') self.assertEqual(pCS.electrode, electrode_name) self.assertEqual(pCS.gain, 1.0) self.assertEqual(pCS.sweep_number, 2**63-1) def test_sweepNumber_throws_with_negative(self): electrode_name = GetElectrode() with self.assertRaises(ValueError): PatchClampSeries('test_pCS', list(), 'unit', electrode_name, 1.0, timestamps=list(), sweep_number=-1) def test_sweepNumber_throws_with_NaN(self): electrode_name = GetElectrode() with self.assertRaises(TypeError): PatchClampSeries('test_pCS', list(), 'unit', electrode_name, 1.0, timestamps=list(), sweep_number=float('nan')) def test_sweepNumber_throws_with_Float(self): electrode_name = GetElectrode() with self.assertRaises(TypeError): PatchClampSeries('test_pCS', list(), 'unit', electrode_name, 1.0, timestamps=list(), sweep_number=1.5) def test_data_shape(self): electrode_name = GetElectrode() with self.assertRaises(ValueError): PatchClampSeries( name="test_pCS", data=np.ones((30, 2)), unit="unit", electrode=electrode_name, gain=1.0, rate=100_000., ) class CurrentClampSeriesConstructor(TestCase): def test_init(self): electrode_name = GetElectrode() cCS = CurrentClampSeries('test_cCS', list(), electrode_name, 1.0, "stimset", 2.0, 3.0, 4.0, timestamps=list()) self.assertEqual(cCS.name, 'test_cCS') self.assertEqual(cCS.unit, 'volts') self.assertEqual(cCS.electrode, electrode_name) self.assertEqual(cCS.stimulus_description, "stimset") self.assertEqual(cCS.gain, 1.0) self.assertEqual(cCS.bias_current, 2.0) self.assertEqual(cCS.bridge_balance, 3.0) self.assertEqual(cCS.capacitance_compensation, 4.0) def test_unit_warning(self): electrode_name = GetElectrode() msg = "Unit 'unit' for CurrentClampSeries 'test_cCS' is ignored and will be set to 'volts' as per NWB 2.1.0." with self.assertWarnsWith(UserWarning, msg): cCS = CurrentClampSeries('test_cCS', list(), electrode_name, 1.0, "stimset", 2.0, 3.0, 4.0, timestamps=list(), unit='unit') self.assertEqual(cCS.unit, 'volts') class IZeroClampSeriesConstructor(TestCase): def test_init(self): electrode_name = GetElectrode() iZCS = IZeroClampSeries('test_iZCS', list(), electrode_name, 1.0, timestamps=list()) self.assertEqual(iZCS.name, 'test_iZCS') self.assertEqual(iZCS.unit, 'volts') self.assertEqual(iZCS.electrode, electrode_name) self.assertEqual(iZCS.gain, 1.0) self.assertEqual(iZCS.bias_current, 0.0) self.assertEqual(iZCS.bridge_balance, 0.0) self.assertEqual(iZCS.capacitance_compensation, 0.0) self.assertEqual(iZCS.stimulus_description, 'N/A') def test_unit_warning(self): electrode_name = GetElectrode() msg = "Unit 'unit' for IZeroClampSeries 'test_iZCS' is ignored and will be set to 'volts' as per NWB 2.1.0." with self.assertWarnsWith(UserWarning, msg): iZCS = IZeroClampSeries('test_iZCS', list(), electrode_name, 1.0, timestamps=list(), unit='unit') self.assertEqual(iZCS.unit, 'volts') def test_stim_desc_warning(self): electrode_name = GetElectrode() msg = ("Stimulus description 'desc' for IZeroClampSeries 'test_iZCS' is ignored and will be set to 'N/A' " "as per NWB 2.3.0.") with self.assertWarnsWith(UserWarning, msg): iZCS = IZeroClampSeries('test_iZCS', list(), electrode_name, 1.0, timestamps=list(), stimulus_description='desc') self.assertEqual(iZCS.stimulus_description, 'N/A') class CurrentClampStimulusSeriesConstructor(TestCase): def test_init(self): electrode_name = GetElectrode() cCSS = CurrentClampStimulusSeries('test_cCSS', list(), electrode_name, 1.0, timestamps=list()) self.assertEqual(cCSS.name, 'test_cCSS') self.assertEqual(cCSS.unit, 'amperes') self.assertEqual(cCSS.electrode, electrode_name) self.assertEqual(cCSS.gain, 1.0) def test_unit_warning(self): electrode_name = GetElectrode() msg = ("Unit 'unit' for CurrentClampStimulusSeries 'test_cCSS' is ignored and will be set " "to 'amperes' as per NWB 2.1.0.") with self.assertWarnsWith(UserWarning, msg): cCSS = CurrentClampStimulusSeries('test_cCSS', list(), electrode_name, 1.0, timestamps=list(), unit='unit') self.assertEqual(cCSS.unit, 'amperes') class VoltageClampSeriesConstructor(TestCase): def test_init(self): electrode_name = GetElectrode() vCS = VoltageClampSeries('test_vCS', list(), electrode_name, 1.0, "stimset", 2.0, 3.0, 4.0, 5.0, 6.0, 7.0, 8.0, timestamps=list()) self.assertEqual(vCS.name, 'test_vCS') self.assertEqual(vCS.unit, 'amperes') self.assertEqual(vCS.electrode, electrode_name) self.assertEqual(vCS.stimulus_description, "stimset") self.assertEqual(vCS.gain, 1.0) self.assertEqual(vCS.capacitance_fast, 2.0) self.assertEqual(vCS.capacitance_slow, 3.0) self.assertEqual(vCS.resistance_comp_bandwidth, 4.0) self.assertEqual(vCS.resistance_comp_correction, 5.0) self.assertEqual(vCS.resistance_comp_prediction, 6.0) self.assertEqual(vCS.whole_cell_capacitance_comp, 7.0) self.assertEqual(vCS.whole_cell_series_resistance_comp, 8.0) def test_unit_warning(self): electrode_name = GetElectrode() msg = "Unit 'unit' for VoltageClampSeries 'test_vCS' is ignored and will be set " \ "to 'amperes' as per NWB 2.1.0." with self.assertWarnsWith(UserWarning, msg): vCS = VoltageClampSeries('test_vCS', list(), electrode_name, 1.0, "stimset", 2.0, 3.0, 4.0, 5.0, 6.0, 7.0, 8.0, timestamps=list(), unit='unit') self.assertEqual(vCS.unit, 'amperes') class VoltageClampStimulusSeriesConstructor(TestCase): def test_init(self): electrode_name = GetElectrode() vCSS = VoltageClampStimulusSeries('test_vCSS', list(), electrode_name, 1.0, timestamps=list()) self.assertEqual(vCSS.name, 'test_vCSS') self.assertEqual(vCSS.unit, 'volts') self.assertEqual(vCSS.electrode, electrode_name) def test_unit_warning(self): electrode_name = GetElectrode() msg = "Unit 'unit' for VoltageClampStimulusSeries 'test_vCSS' is ignored and will be set " \ "to 'volts' as per NWB 2.1.0." with self.assertWarnsWith(UserWarning, msg): vCSS = VoltageClampStimulusSeries('test_vCSS', list(), electrode_name, 1.0, timestamps=list(), unit='unit') self.assertEqual(vCSS.unit, 'volts') pynwb-2.8.2/tests/unit/test_icephys_metadata_tables.py0000644000000000000000000020720613615410400020201 0ustar00""" Module for testing of the intracellular electrophysiology experiment metadata tables originally created as part of the ndx-icephys-meta extension. These are tested in this separate module to avoid crowding of the main test_icephys test module and to allow us to test the main experiment metadata structures separately. """ import numpy as np from datetime import datetime from dateutil.tz import tzlocal from pandas.testing import assert_frame_equal from numpy.testing import assert_array_equal import warnings import h5py from pynwb.testing import TestCase, remove_test_file, create_icephys_stimulus_and_response from pynwb.file import NWBFile from pynwb.icephys import ( VoltageClampStimulusSeries, VoltageClampSeries, CurrentClampStimulusSeries, IZeroClampSeries, SimultaneousRecordingsTable, SequentialRecordingsTable, RepetitionsTable, ExperimentalConditionsTable, IntracellularElectrode, CurrentClampSeries, IntracellularRecordingsTable ) from pynwb.device import Device from pynwb.base import TimeSeriesReferenceVectorData from pynwb import NWBHDF5IO from hdmf.utils import docval, popargs class ICEphysMetaTestBase(TestCase): """ Base helper class for setting up tests for the ndx-icephys-meta extension. """ def setUp(self): # Create an example nwbfile with a device, intracellular electrode, stimulus, and response self.nwbfile = NWBFile( session_description='my first synthetic recording', identifier='EXAMPLE_ID', session_start_time=datetime.now(tzlocal()), experimenter='Dr. Bilbo Baggins', lab='Bag End Laboratory', institution='University of Middle Earth at the Shire', experiment_description='I went on an adventure with thirteen dwarves to reclaim vast treasures.', session_id='LONELYMTN' ) self.device = self.nwbfile.create_device(name='Heka ITC-1600') self.electrode = self.nwbfile.create_icephys_electrode( name="elec0", description='a mock intracellular electrode', device=self.device ) self.stimulus = VoltageClampStimulusSeries( name="ccss", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=self.electrode, gain=0.02, sweep_number=np.uint64(15) ) self.nwbfile.add_stimulus(self.stimulus) self.response = VoltageClampSeries( name='vcs', data=[0.1, 0.2, 0.3, 0.4, 0.5], conversion=1e-12, resolution=np.nan, starting_time=123.6, rate=20e3, electrode=self.electrode, gain=0.02, capacitance_slow=100e-12, resistance_comp_correction=70.0, sweep_number=np.uint64(15) ) self.nwbfile.add_acquisition(self.response) self.path = 'test_icephys_meta_intracellularrecording.h5' def tearDown(self): remove_test_file(self.path) @docval({'name': 'ir', 'type': IntracellularRecordingsTable, 'doc': 'Intracellular recording to be added to the file before write', 'default': None}, {'name': 'sw', 'type': SimultaneousRecordingsTable, 'doc': 'SimultaneousRecordingsTable table to be added to the file before write', 'default': None}, {'name': 'sws', 'type': SequentialRecordingsTable, 'doc': 'SequentialRecordingsTable table to be added to the file before write', 'default': None}, {'name': 'repetitions', 'type': RepetitionsTable, 'doc': 'RepetitionsTable table to be added to the file before write', 'default': None}, {'name': 'cond', 'type': ExperimentalConditionsTable, 'doc': 'ExperimentalConditionsTable table to be added to the file before write', 'default': None}) def write_test_helper(self, **kwargs): """ Internal helper function to roundtrip an ICEphys file with the given set of ICEphys tables """ ir, sw, sws, repetitions, cond = popargs('ir', 'sw', 'sws', 'repetitions', 'cond', kwargs) if ir is not None: self.nwbfile.intracellular_recordings = ir if sw is not None: self.nwbfile.icephys_simultaneous_recordings = sw if sws is not None: self.nwbfile.icephys_sequential_recordings = sws if repetitions is not None: self.nwbfile.icephys_repetitions = repetitions if cond is not None: self.nwbfile.icephys_experimental_conditions = cond # Write our test file with NWBHDF5IO(self.path, 'w') as io: io.write(self.nwbfile) # Test that we can read the file with NWBHDF5IO(self.path, 'r') as io: infile = io.read() if ir is not None: in_ir = infile.intracellular_recordings self.assertIsNotNone(in_ir) to_dataframe_kwargs = dict(electrode_refs_as_objectids=True, stimulus_refs_as_objectids=True, response_refs_as_objectids=True) assert_frame_equal(ir.to_dataframe(**to_dataframe_kwargs), in_ir.to_dataframe(**to_dataframe_kwargs)) if sw is not None: in_sw = infile.icephys_simultaneous_recordings self.assertIsNotNone(in_sw) self.assertListEqual(in_sw['recordings'].target.data[:].tolist(), sw['recordings'].target.data[:]) self.assertEqual(in_sw['recordings'].target.table.object_id, sw['recordings'].target.table.object_id) if sws is not None: in_sws = infile.icephys_sequential_recordings self.assertIsNotNone(in_sws) self.assertListEqual(in_sws['simultaneous_recordings'].target.data[:].tolist(), sws['simultaneous_recordings'].target.data[:]) self.assertEqual(in_sws['simultaneous_recordings'].target.table.object_id, sws['simultaneous_recordings'].target.table.object_id) if repetitions is not None: in_repetitions = infile.icephys_repetitions self.assertIsNotNone(in_repetitions) self.assertListEqual(in_repetitions['sequential_recordings'].target.data[:].tolist(), repetitions['sequential_recordings'].target.data[:]) self.assertEqual(in_repetitions['sequential_recordings'].target.table.object_id, repetitions['sequential_recordings'].target.table.object_id) if cond is not None: in_cond = infile.icephys_experimental_conditions self.assertIsNotNone(in_cond) self.assertListEqual(in_cond['repetitions'].target.data[:].tolist(), cond['repetitions'].target.data[:]) self.assertEqual(in_cond['repetitions'].target.table.object_id, cond['repetitions'].target.table.object_id) class IntracellularElectrodesTableTests(TestCase): """ The IntracellularElectrodesTable is covered by the IntracellularRecordingsTableTests as this table is part of that table. """ pass class IntracellularStimuliTableTests(TestCase): """ The IntracellularStimuliTable is covered by the IntracellularRecordingsTableTests as this table is part of that table. """ pass class IntracellularResponsesTableTests(TestCase): """ The IntracellularResponsesTable is covered by the IntracellularRecordingsTableTests as this table is part of that table. """ pass class IntracellularRecordingsTableTests(ICEphysMetaTestBase): """ Class for testing the IntracellularRecordingsTable Container """ def test_init(self): ret = IntracellularRecordingsTable() self.assertEqual(ret.name, 'intracellular_recordings') def test_add_row(self): # Add a row to our IR table ir = IntracellularRecordingsTable() row_index = ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response=self.response, id=np.int64(10) ) # Test that we get the correct row index back self.assertEqual(row_index, 0) # Read our first (and only) row and assert that it is correct res = ir[0] # Confirm that slicing one row give the same result as converting the whole table, which has only one row assert_frame_equal(ir.to_dataframe(), res) # Check the row id self.assertEqual(res.index[0], 10) # Check electrodes self.assertIs(res[('electrodes', 'electrode')].iloc[0], self.electrode) # Check the stimulus self.assertTupleEqual(res[('stimuli', 'stimulus')].iloc[0], (0, 5, self.stimulus)) # Check the response self.assertTupleEqual(res[('responses', 'response')].iloc[0], (0, 5, self.response)) # Test writing out ir table self.write_test_helper(ir) def test_add_row_incompatible_types(self): # Add a row that mixes CurrentClamp and VoltageClamp data sweep_number = 15 local_stimulus = CurrentClampStimulusSeries( name="ccss_"+str(sweep_number), data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=self.electrode, gain=0.1, sweep_number=np.uint64(sweep_number) ) ir = IntracellularRecordingsTable() with self.assertRaises(ValueError): _ = ir.add_recording( electrode=self.electrode, stimulus=local_stimulus, response=self.response, id=np.int64(10) ) def test_error_if_IZeroClampSeries_with_stimulus(self): local_response = IZeroClampSeries( name="ccss", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=self.electrode, gain=0.02, sweep_number=np.uint64(100000) ) ir = IntracellularRecordingsTable() with self.assertRaises(ValueError): _ = ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response=local_response, id=np.int64(10) ) def test_noerror_if_IZeroClampSeries(self): local_response = IZeroClampSeries( name="ccss", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=self.electrode, gain=0.02, sweep_number=np.uint64(100000) ) ir = IntracellularRecordingsTable() try: _ = ir.add_recording( electrode=self.electrode, response=local_response, id=np.int64(10) ) except ValueError as e: self.fail("Adding IZeroClampSeries falsely resulted in error" + str(e)) def test_inconsistent_PatchClampSeries(self): local_electrode = self.nwbfile.create_icephys_electrode( name="elec1", description='a mock intracellular electrode', device=self.device ) local_stimulus = VoltageClampStimulusSeries( name="ccss", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=local_electrode, gain=0.02, sweep_number=np.uint64(100000) ) ir = IntracellularRecordingsTable() with self.assertRaises(ValueError): _ = ir.add_recording( electrode=self.electrode, stimulus=local_stimulus, response=self.response, id=np.int64(10) ) def test_add_row_no_response(self): ir = IntracellularRecordingsTable() row_index = ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response=None, id=np.int64(10) ) res = ir[0] # Check the ID self.assertEqual(row_index, 0) self.assertEqual(res.index[0], 10) # Check the row id self.assertEqual(res.index[0], 10) # Check electrodes self.assertIs(res[('electrodes', 'electrode')].iloc[0], self.electrode) # Check the stimulus self.assertTupleEqual(res[('stimuli', 'stimulus')].iloc[0], (0, 5, self.stimulus)) # Check the response self.assertTrue(isinstance(res[('responses', 'response')].iloc[0], TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE)) # Test writing out ir table self.write_test_helper(ir) def test_add_row_no_stimulus(self): ir = IntracellularRecordingsTable() row_index = ir.add_recording( electrode=self.electrode, stimulus=None, response=self.response, id=np.int64(10) ) res = ir[0] # Check the ID self.assertEqual(row_index, 0) self.assertEqual(res.index[0], 10) # Check the row id self.assertEqual(res.index[0], 10) # Check electrodes self.assertIs(res[('electrodes', 'electrode')].iloc[0], self.electrode) # Check the stimulus self.assertTrue(isinstance(res[('stimuli', 'stimulus')].iloc[0], TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE)) # Check the response self.assertTupleEqual(res[('responses', 'response')].iloc[0], (0, 5, self.response)) # Test writing out ir table self.write_test_helper(ir) def test_add_row_check_start_index_and_index_count_are_fixed(self): # Make sure -1 values are converted ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, stimulus_start_index=-1, # assert this is fixed to 0 stimulus_index_count=-1, # assert this is fixed to len(stimulus) response=None, response_start_index=0, # assert this is fixed to -1 response_index_count=10, # assert this is fixed to -1 id=np.int64(10) ) res = ir[0] self.assertTupleEqual(res[('stimuli', 'stimulus')].iloc[0], (0, len(self.stimulus.data), self.stimulus)) self.assertTrue(isinstance(res[('responses', 'response')].iloc[0], TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE)) # Make sure single -1 values are converted ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, stimulus_start_index=2, id=np.int64(10) ) res = ir[0] self.assertTupleEqual(res[('stimuli', 'stimulus')].iloc[0], (2, len(self.stimulus.data)-2, self.stimulus)) # Make sure single -1 values are converted ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, stimulus_index_count=2, id=np.int64(10) ) res = ir[0] self.assertTupleEqual(res[('stimuli', 'stimulus')].iloc[0], (0, 2, self.stimulus)) def test_add_row_index_out_of_range(self): # Stimulus/Response start_index to large with self.assertRaises(IndexError): ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, stimulus_start_index=10, response=self.response, id=np.int64(10) ) with self.assertRaises(IndexError): ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response_start_index=10, response=self.response, id=np.int64(10) ) with self.assertRaises(IndexError): ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus_template=self.stimulus, stimulus_template_start_index=10, response=self.response, id=np.int64(10) ) # Stimulus/Response index count too large with self.assertRaises(IndexError): ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, stimulus_index_count=10, response=self.response, id=np.int64(10) ) with self.assertRaises(IndexError): ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response_index_count=10, response=self.response, id=np.int64(10) ) with self.assertRaises(IndexError): ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus_template=self.stimulus, stimulus_template_index_count=10, response=self.response, id=np.int64(10) ) # Stimulus/Response start+count combination too large with self.assertRaises(IndexError): ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, stimulus_start_index=3, stimulus_index_count=4, response=self.response, id=np.int64(10) ) with self.assertRaises(IndexError): ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response_start_index=3, response_index_count=4, response=self.response, id=np.int64(10) ) with self.assertRaises(IndexError): ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus_template=self.stimulus, stimulus_template_start_index=3, stimulus_template_index_count=4, response=self.response, id=np.int64(10) ) def test_add_row_no_stimulus_and_response(self): with self.assertRaises(ValueError): ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=None, response=None ) def test_add_row_with_stimulus_template(self): ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, stimulus_template=self.stimulus, response=self.response, id=np.int64(10) ) def test_add_stimulus_template_column(self): ir = IntracellularRecordingsTable() ir.add_column(name='stimulus_template', description='test column', category='stimuli', col_cls=TimeSeriesReferenceVectorData) def test_add_row_with_no_stimulus_template_when_stimulus_template_column_exists(self): ir = IntracellularRecordingsTable() ir.add_recording(electrode=self.electrode, stimulus=self.stimulus, response=self.response, stimulus_template=self.stimulus, id=np.int64(10)) # add row with only stimulus when stimulus template column already exists ir.add_recording(electrode=self.electrode, stimulus=self.stimulus, id=np.int64(20)) # add row with only response when stimulus template column already exists ir.add_recording(electrode=self.electrode, response=self.stimulus, id=np.int64(30)) def test_add_column(self): ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response=self.response, id=np.int64(10) ) ir.add_column(name='test', description='test column', data=np.arange(1)) self.assertTupleEqual(ir.colnames, ('test',)) def test_enforce_unique_id(self): """ Test to ensure that unique ids are enforced on RepetitionsTable table """ ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response=self.response, id=np.int64(10) ) with self.assertRaises(ValueError): ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response=self.response, id=np.int64(10) ) def test_basic_write(self): """ Populate, write, and read the SimultaneousRecordingsTable container and other required containers """ ir = IntracellularRecordingsTable() row_index = ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response=self.response, id=np.int64(10) ) self.assertEqual(row_index, 0) ir.add_column(name='test', description='test column', data=np.arange(1)) self.write_test_helper(ir=ir) def test_to_dataframe(self): # Add the intracelluar recordings # Create a table setup for testing a number of conditions electrode0 = self.electrode electrode1 = self.nwbfile.create_icephys_electrode( name="elec1", description='another mock intracellular electrode', device=self.device ) for sweep_number in range(20): elec = (electrode0 if (sweep_number % 2 == 0) else electrode1) stim, resp = create_icephys_stimulus_and_response(sweep_number=np.uint64(sweep_number), electrode=elec, randomize_data=False) if sweep_number in [0, 10]: # include missing stimuli stim = None self.nwbfile.add_intracellular_recording(electrode=elec, stimulus=stim, response=resp, id=sweep_number) tags_data = ['A1', 'A2', 'B1', 'B2', 'C1', 'C2', 'C3', 'D1', 'D2', 'D3', 'A1', 'A2', 'B1', 'B2', 'C1', 'C2', 'C3', 'D1', 'D2', 'D3'] self.nwbfile.intracellular_recordings.add_column(name='recording_tags', data=tags_data, description='String with a set of recording tags') # Test normal conversion to a dataframe df = self.nwbfile.intracellular_recordings.to_dataframe() expected_cols = [('intracellular_recordings', 'recording_tags'), ('electrodes', 'id'), ('electrodes', 'electrode'), ('stimuli', 'id'), ('stimuli', 'stimulus'), ('responses', 'id'), ('responses', 'response')] self.assertListEqual(df.columns.to_list(), expected_cols) self.assertListEqual(df[('intracellular_recordings', 'recording_tags')].to_list(), tags_data) # Test conversion with ignore category ids set df = self.nwbfile.intracellular_recordings.to_dataframe(ignore_category_ids=True) expected_cols_no_ids = [('intracellular_recordings', 'recording_tags'), ('electrodes', 'electrode'), ('stimuli', 'stimulus'), ('responses', 'response')] self.assertListEqual(df.columns.to_list(), expected_cols_no_ids) # Test conversion with stimulus_refs_as_objectids df = self.nwbfile.intracellular_recordings.to_dataframe(stimulus_refs_as_objectids=True) self.assertListEqual(df.columns.to_list(), expected_cols) expects_stim_col = [e if e[2] is None else (e[0], e[1], e[2].object_id) for e in self.nwbfile.intracellular_recordings[('stimuli', 'stimulus')][:]] self.assertListEqual(df[('stimuli', 'stimulus')].tolist(), expects_stim_col) # Test conversion with response_refs_as_objectids df = self.nwbfile.intracellular_recordings.to_dataframe(response_refs_as_objectids=True) self.assertListEqual(df.columns.to_list(), expected_cols) expects_resp_col = [e if e[2] is None else (e[0], e[1], e[2].object_id) for e in self.nwbfile.intracellular_recordings[('responses', 'response')][:]] self.assertListEqual(df[('responses', 'response')].tolist(), expects_resp_col) # Test conversion with all options enabled df = self.nwbfile.intracellular_recordings.to_dataframe(ignore_category_ids=True, stimulus_refs_as_objectids=True, response_refs_as_objectids=True) self.assertListEqual(df.columns.to_list(), expected_cols_no_ids) self.assertListEqual(df[('stimuli', 'stimulus')].tolist(), expects_stim_col) self.assertListEqual(df[('responses', 'response')].tolist(), expects_resp_col) def test_round_trip_container_no_data(self): """Test read and write the container by itself""" curr = IntracellularRecordingsTable() with NWBHDF5IO(self.path, 'w') as io: io.write(curr) with NWBHDF5IO(self.path, 'r') as io: incon = io.read(skip_version_check=True) self.assertListEqual(incon.categories, curr.categories) for n in curr.categories: # empty columns from file have dtype int64 or float64 but empty in-memory columns have dtype object assert_frame_equal(incon[n], curr[n], check_dtype=False, check_index_type=False) def test_write_with_stimulus_template(self): """ Populate, write, and read the SimultaneousRecordingsTable container and other required containers """ local_nwbfile = NWBFile( session_description='my first synthetic recording', identifier='EXAMPLE_ID', session_start_time=datetime.now(tzlocal()), experimenter='Dr. Bilbo Baggins', lab='Bag End Laboratory', institution='University of Middle Earth at the Shire', experiment_description='I went on an adventure with thirteen dwarves to reclaim vast treasures.', session_id='LONELYMTN' ) # Add a device local_device = local_nwbfile.create_device(name='Heka ITC-1600') local_electrode = local_nwbfile.create_icephys_electrode( name="elec0", description='a mock intracellular electrode', device=local_device ) local_stimulus = VoltageClampStimulusSeries( name="ccss", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=local_electrode, gain=0.02, sweep_number=np.uint64(15) ) local_response = VoltageClampSeries( name='vcs', data=[0.1, 0.2, 0.3, 0.4, 0.5], conversion=1e-12, resolution=np.nan, starting_time=123.6, rate=20e3, electrode=local_electrode, gain=0.02, capacitance_slow=100e-12, resistance_comp_correction=70.0, sweep_number=np.uint64(15) ) local_nwbfile.add_stimulus_template(local_stimulus) row_index = local_nwbfile.add_intracellular_recording( electrode=local_electrode, stimulus=local_stimulus, response=local_response, id=np.int64(10) ) self.assertEqual(row_index, 0) # Write our test file with NWBHDF5IO(self.path, 'w') as io: io.write(local_nwbfile) def test_no_electrode(self): device = Device(name='device_name') elec = IntracellularElectrode( name='test_iS', device=device, description='description', slice='slice', seal='seal', location='location', resistance='resistance', filtering='filtering', initial_access_resistance='initial_access_resistance', cell_id='this_cell', ) cCSS = CurrentClampStimulusSeries( name="test_cCSS", data=np.ones((30,)), electrode=elec, gain=1.0, rate=100_000., ) cCS = CurrentClampSeries( name="test_cCS", data=np.ones((30,)), electrode=elec, gain=1.0, rate=100_000., ) # test retrieve electrode from stimulus (when both stimulus and response are given) itr = IntracellularRecordingsTable() itr.add_recording(stimulus=cCSS, response=cCS) self.assertEqual(itr["electrodes"].values[0], elec) del itr # test retrieve electrode from stimulus (when only stimulus is given) itr = IntracellularRecordingsTable() itr.add_recording(stimulus=cCSS, response=None) self.assertEqual(itr["electrodes"].values[0], elec) del itr # test retrieve electrode from response (when only response is given) itr = IntracellularRecordingsTable() itr.add_recording(stimulus=None, response=cCS) self.assertEqual(itr["electrodes"].values[0], elec) class SimultaneousRecordingsTableTests(ICEphysMetaTestBase): """ Test class for testing the SimultaneousRecordingsTable Container class """ def test_init(self): """ Test __init__ to make sure we can instantiate the SimultaneousRecordingsTable container """ ir = IntracellularRecordingsTable() ret = SimultaneousRecordingsTable(intracellular_recordings_table=ir) self.assertIs(ret.recordings.table, ir) self.assertEqual(ret.name, 'simultaneous_recordings') def test_missing_intracellular_recordings_on_init(self): """ Test that ValueError is raised when intracellular_recordings is missing. This is allowed only on read where the intracellular_recordings table is already set from the file. """ with self.assertRaises(ValueError): _ = SimultaneousRecordingsTable() def test_add_simultaneous_recording(self): """ Populate, write, and read the SimultaneousRecordingsTable container and other required containers """ ir = IntracellularRecordingsTable() row_index = ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response=self.response, id=np.int64(10) ) self.assertEqual(row_index, 0) self.assertEqual(len(ir), 1) sw = SimultaneousRecordingsTable(intracellular_recordings_table=ir) row_index = sw.add_simultaneous_recording(recordings=[row_index], id=100) self.assertEqual(row_index, 0) self.assertListEqual(sw.id[:], [100]) self.assertListEqual(sw['recordings'].data, [1]) self.assertListEqual(sw['recordings'].target.data[:], [0]) def test_basic_write(self): """ Populate, write, and read the SimultaneousRecordingsTable container and other required containers """ ir = IntracellularRecordingsTable() row_index = ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response=self.response, id=np.int64(10) ) self.assertEqual(row_index, 0) self.assertEqual(len(ir), 1) sw = SimultaneousRecordingsTable(intracellular_recordings_table=ir) row_index = sw.add_simultaneous_recording(recordings=[row_index]) self.assertEqual(row_index, 0) self.write_test_helper(ir=ir, sw=sw) def test_enforce_unique_id(self): """ Test to ensure that unique ids are enforced on RepetitionsTable table """ ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response=self.response, id=np.int64(10) ) sw = SimultaneousRecordingsTable(intracellular_recordings_table=ir) sw.add_simultaneous_recording(recordings=[0], id=np.int64(10)) with self.assertRaises(ValueError): sw.add_simultaneous_recording(recordings=[0], id=np.int64(10)) class SequentialRecordingsTableTests(ICEphysMetaTestBase): """ Test class for testing the SequentialRecordingsTable Container class """ def test_init(self): """ Test __init__ to make sure we can instantiate the SequentialRecordingsTable container """ ir = IntracellularRecordingsTable() sw = SimultaneousRecordingsTable(intracellular_recordings_table=ir) ret = SequentialRecordingsTable(simultaneous_recordings_table=sw) self.assertIs(ret.simultaneous_recordings.table, sw) self.assertEqual(ret.name, 'sequential_recordings') def test_missing_simultaneous_recordings_on_init(self): """ Test that ValueError is raised when simultaneous_recordings is missing. This is allowed only on read where the simultaneous_recordings table is already set from the file. """ with self.assertRaises(ValueError): _ = SequentialRecordingsTable() def test_basic_write(self): """ Populate, write, and read the SequentialRecordingsTable container and other required containers """ ir = IntracellularRecordingsTable() row_index = ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response=self.response, id=np.int64(10) ) self.assertEqual(row_index, 0) sw = SimultaneousRecordingsTable(intracellular_recordings_table=ir) row_index = sw.add_simultaneous_recording(recordings=[0]) self.assertEqual(row_index, 0) sws = SequentialRecordingsTable(sw) row_index = sws.add_sequential_recording(simultaneous_recordings=[0, ], stimulus_type='MyStimStype') self.assertEqual(row_index, 0) self.write_test_helper(ir=ir, sw=sw, sws=sws) def test_enforce_unique_id(self): """ Test to ensure that unique ids are enforced on RepetitionsTable table """ ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response=self.response, id=np.int64(10) ) sw = SimultaneousRecordingsTable(intracellular_recordings_table=ir) sw.add_simultaneous_recording(recordings=[0]) sws = SequentialRecordingsTable(sw) sws.add_sequential_recording(simultaneous_recordings=[0, ], id=np.int64(10), stimulus_type='MyStimStype') with self.assertRaises(ValueError): sws.add_sequential_recording(simultaneous_recordings=[0, ], id=np.int64(10), stimulus_type='MyStimStype') class RepetitionsTableTests(ICEphysMetaTestBase): """ Test class for testing the RepetitionsTable Container class """ def test_init(self): """ Test __init__ to make sure we can instantiate the RepetitionsTable container """ ir = IntracellularRecordingsTable() sw = SimultaneousRecordingsTable(intracellular_recordings_table=ir) sws = SequentialRecordingsTable(simultaneous_recordings_table=sw) ret = RepetitionsTable(sequential_recordings_table=sws) self.assertIs(ret.sequential_recordings.table, sws) self.assertEqual(ret.name, 'repetitions') def test_missing_sequential_recordings_on_init(self): """ Test that ValueError is raised when sequential_recordings is missing. This is allowed only on read where the sequential_recordings table is already set from the file. """ with self.assertRaises(ValueError): _ = RepetitionsTable() def test_basic_write(self): """ Populate, write, and read the RepetitionsTable container and other required containers """ ir = IntracellularRecordingsTable() row_index = ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response=self.response, id=np.int64(10) ) self.assertEqual(row_index, 0) sw = SimultaneousRecordingsTable(intracellular_recordings_table=ir) row_index = sw.add_simultaneous_recording(recordings=[0]) self.assertEqual(row_index, 0) sws = SequentialRecordingsTable(sw) row_index = sws.add_sequential_recording(simultaneous_recordings=[0, ], stimulus_type='MyStimStype') self.assertEqual(row_index, 0) repetitions = RepetitionsTable(sequential_recordings_table=sws) repetitions.add_repetition(sequential_recordings=[0, ]) self.write_test_helper(ir=ir, sw=sw, sws=sws, repetitions=repetitions) def test_enforce_unique_id(self): """ Test to ensure that unique ids are enforced on RepetitionsTable table """ ir = IntracellularRecordingsTable() ir.add_recording( electrode=self.electrode, stimulus=self.stimulus, response=self.response, id=np.int64(10) ) sw = SimultaneousRecordingsTable(intracellular_recordings_table=ir) sw.add_simultaneous_recording(recordings=[0]) sws = SequentialRecordingsTable(sw) sws.add_sequential_recording(simultaneous_recordings=[0, ], stimulus_type='MyStimStype') repetitions = RepetitionsTable(sequential_recordings_table=sws) repetitions.add_repetition(sequential_recordings=[0, ], id=np.int64(10)) with self.assertRaises(ValueError): repetitions.add_repetition(sequential_recordings=[0, ], id=np.int64(10)) class ExperimentalConditionsTableTests(ICEphysMetaTestBase): """ Test class for testing the ExperimentalConditionsTable Container class """ def test_init(self): """ Test __init__ to make sure we can instantiate the ExperimentalConditionsTable container """ ir = IntracellularRecordingsTable() sw = SimultaneousRecordingsTable(intracellular_recordings_table=ir) sws = SequentialRecordingsTable(simultaneous_recordings_table=sw) repetitions = RepetitionsTable(sequential_recordings_table=sws) ret = ExperimentalConditionsTable(repetitions_table=repetitions) self.assertIs(ret.repetitions.table, repetitions) self.assertEqual(ret.name, 'experimental_conditions') def test_missing_repetitions_on_init(self): """ Test that ValueError is raised when repetitions is missing. This is allowed only on read where the repetitions table is already set from the file. """ with self.assertRaises(ValueError): _ = ExperimentalConditionsTable() def test_basic_write(self): """ Populate, write, and read the ExperimentalConditionsTable container and other required containers """ ir = IntracellularRecordingsTable() row_index = ir.add_recording(electrode=self.electrode, stimulus=self.stimulus, response=self.response, id=np.int64(10)) self.assertEqual(row_index, 0) sw = SimultaneousRecordingsTable(intracellular_recordings_table=ir) row_index = sw.add_simultaneous_recording(recordings=[0]) self.assertEqual(row_index, 0) sws = SequentialRecordingsTable(sw) row_index = sws.add_sequential_recording(simultaneous_recordings=[0, ], stimulus_type='MyStimStype') self.assertEqual(row_index, 0) repetitions = RepetitionsTable(sequential_recordings_table=sws) row_index = repetitions.add_repetition(sequential_recordings=[0, ]) self.assertEqual(row_index, 0) cond = ExperimentalConditionsTable(repetitions_table=repetitions) row_index = cond.add_experimental_condition(repetitions=[0, ]) self.assertEqual(row_index, 0) self.write_test_helper(ir=ir, sw=sw, sws=sws, repetitions=repetitions, cond=cond) def test_enforce_unique_id(self): """ Test to ensure that unique ids are enforced on RepetitionsTable table """ ir = IntracellularRecordingsTable() ir.add_recording(electrode=self.electrode, stimulus=self.stimulus, response=self.response, id=np.int64(10)) sw = SimultaneousRecordingsTable(intracellular_recordings_table=ir) sw.add_simultaneous_recording(recordings=[0]) sws = SequentialRecordingsTable(sw) sws.add_sequential_recording(simultaneous_recordings=[0, ], stimulus_type='MyStimStype') repetitions = RepetitionsTable(sequential_recordings_table=sws) repetitions.add_repetition(sequential_recordings=[0, ]) cond = ExperimentalConditionsTable(repetitions_table=repetitions) cond.add_experimental_condition(repetitions=[0, ], id=np.int64(10)) with self.assertRaises(ValueError): cond.add_experimental_condition(repetitions=[0, ], id=np.int64(10)) class NWBFileTests(TestCase): """ Test class for testing the NWBFileTests Container class """ def setUp(self): warnings.simplefilter("always") # Trigger all warnings self.path = 'test_icephys_meta_intracellularrecording.h5' def tearDown(self): remove_test_file(self.path) def __get_icephysfile(self): """ Create a dummy NWBFile instance """ icefile = NWBFile( session_description='my first synthetic recording', identifier='EXAMPLE_ID', session_start_time=datetime.now(tzlocal()) ) return icefile def __add_device(self, icefile): return icefile.create_device(name='Heka ITC-1600') def __add_electrode(self, icefile, device): return icefile.create_icephys_electrode(name="elec0", description='a mock intracellular electrode', device=device) def __get_stimulus(self, electrode): """ Create a dummy VoltageClampStimulusSeries """ return VoltageClampStimulusSeries( name="ccss", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=electrode, gain=0.02, sweep_number=np.uint64(15) ) def __get_response(self, electrode): """ Create a dummy VoltageClampSeries """ return VoltageClampSeries( name='vcs', data=[0.1, 0.2, 0.3, 0.4, 0.5], conversion=1e-12, resolution=np.nan, starting_time=123.6, rate=20e3, electrode=electrode, gain=0.02, capacitance_slow=100e-12, resistance_comp_correction=70.0, sweep_number=np.uint64(15) ) def test_deprecate_simultaneous_recordings_on_add_stimulus(self): """ Test that warnings are raised if the user tries to use a simultaneous_recordings table """ nwbfile = self.__get_icephysfile() device = self.__add_device(nwbfile) electrode = self.__add_electrode(nwbfile, device) stimulus = self.__get_stimulus(electrode=electrode) response = self.__get_response(electrode=electrode) # Make sure we warn if sweeptable is added on add_stimulus with warnings.catch_warnings(record=True) as w: warnings.simplefilter("always") # Trigger all warnings nwbfile.add_stimulus(stimulus, use_sweep_table=True) self.assertEqual(len(w), 1) assert issubclass(w[-1].category, DeprecationWarning) # make sure we don't trigger the same deprecation warning twice nwbfile.add_acquisition(response, use_sweep_table=True) self.assertEqual(len(w), 1) def test_deprecate_sweeptable_on_add_stimulus_template(self): """ Make sure we warn when using the sweep-table """ nwbfile = self.__get_icephysfile() local_electrode = nwbfile.create_icephys_electrode( name="elec0", description='a mock intracellular electrode', device=nwbfile.create_device(name='Heka ITC-1600') ) local_stimulus = VoltageClampStimulusSeries( name="ccss", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=local_electrode, gain=0.02, sweep_number=np.uint64(15) ) local_stimulus2 = VoltageClampStimulusSeries( name="ccss2", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=local_electrode, gain=0.02, sweep_number=np.uint64(15) ) with warnings.catch_warnings(record=True) as w: nwbfile.add_stimulus_template(local_stimulus, use_sweep_table=True) self.assertEqual(len(w), 1) assert issubclass(w[-1].category, DeprecationWarning) self.assertEqual(str(w[-1].message), "Use of SweepTable is deprecated. Use the IntracellularRecordingsTable " "instead. See also the NWBFile.add_intracellular_recordings function.") # make sure we don't trigger the same deprecation warning twice nwbfile.add_stimulus_template(local_stimulus2, use_sweep_table=True) self.assertEqual(len(w), 1) def test_deprecate_sweepstable_on_add_acquistion(self): """ Test that warnings are raised if the user tries to use a sweeps table """ nwbfile = self.__get_icephysfile() device = self.__add_device(nwbfile) electrode = self.__add_electrode(nwbfile, device) stimulus = self.__get_stimulus(electrode=electrode) response = self.__get_response(electrode=electrode) # Make sure we warn if sweeptable is added on add_stimulus with warnings.catch_warnings(record=True) as w: nwbfile.add_acquisition(response, use_sweep_table=True) self.assertEqual(len(w), 1) assert issubclass(w[-1].category, DeprecationWarning) self.assertEqual(str(w[-1].message), "Use of SweepTable is deprecated. Use the IntracellularRecordingsTable " "instead. See also the NWBFile.add_intracellular_recordings function.") # make sure we don't trigger the same deprecation warning twice nwbfile.add_stimulus(stimulus, use_sweep_table=True) self.assertEqual(len(w), 1) def test_deprecate_sweepstable_on_init(self): """ Test that warnings are raised if the user tries to use a sweeps table """ from pynwb.icephys import SweepTable with warnings.catch_warnings(record=True) as w: nwbfile = NWBFile( session_description='my first synthetic recording', identifier='EXAMPLE_ID', session_start_time=datetime.now(tzlocal()), sweep_table=SweepTable() ) device = self.__add_device(nwbfile) electrode = self.__add_electrode(nwbfile, device) stimulus = self.__get_stimulus(electrode=electrode) self.assertEqual(len(w), 1) assert issubclass(w[-1].category, DeprecationWarning) # make sure we don't trigger the same deprecation warning twice nwbfile.add_stimulus(stimulus, use_sweep_table=True) self.assertEqual(len(w), 1) def test_deprectation_icephys_filtering_on_init(self): with warnings.catch_warnings(record=True) as w: nwbfile = NWBFile( session_description='my first synthetic recording', identifier='EXAMPLE_ID', session_start_time=datetime.now(tzlocal()), icephys_filtering='test filtering' ) assert issubclass(w[-1].category, DeprecationWarning) self.assertEqual(nwbfile.icephys_filtering, 'test filtering') def test_icephys_filtering_roundtrip(self): # create the base file nwbfile = NWBFile( session_description='my first synthetic recording', identifier='EXAMPLE_ID', session_start_time=datetime.now(tzlocal()) ) # set the icephys_filtering attribute and make sure we get a deprecation warning with warnings.catch_warnings(record=True) as w: nwbfile.icephys_filtering = 'test filtering' assert issubclass(w[-1].category, DeprecationWarning) # write the test fil with NWBHDF5IO(self.path, 'w') as io: io.write(nwbfile) # read the test file and confirm icephys_filtering has been written with NWBHDF5IO(self.path, 'r') as io: with warnings.catch_warnings(record=True) as w: infile = io.read() self.assertEqual(len(w), 1) # make sure a warning is being raised assert issubclass(w[0].category, DeprecationWarning) # make sure it is a deprecation warning self.assertEqual(infile.icephys_filtering, 'test filtering') # make sure the value is set def test_get_icephys_meta_parent_table(self): """ Create the table hierarchy step-by-step and check that as we add tables the get_icephys_meta_parent_table returns the expected top table """ local_nwbfile = NWBFile( session_description='my first synthetic recording', identifier='EXAMPLE_ID', session_start_time=datetime.now(tzlocal()) ) # Add a device local_device = local_nwbfile.create_device(name='Heka ITC-1600') local_electrode = local_nwbfile.create_icephys_electrode( name="elec0", description='a mock intracellular electrode', device=local_device ) local_stimulus = VoltageClampStimulusSeries( name="ccss", data=[1, 2, 3, 4, 5], starting_time=123.6, rate=10e3, electrode=local_electrode, gain=0.02, sweep_number=np.uint64(15) ) local_response = VoltageClampSeries( name='vcs', data=[0.1, 0.2, 0.3, 0.4, 0.5], conversion=1e-12, resolution=np.nan, starting_time=123.6, rate=20e3, electrode=local_electrode, gain=0.02, capacitance_slow=100e-12, resistance_comp_correction=70.0, sweep_number=np.uint64(15) ) local_nwbfile.add_stimulus_template(local_stimulus) # Check that none of the table exist yet self.assertIsNone(local_nwbfile.get_icephys_meta_parent_table()) # Add a recording and confirm that intracellular_recordings is the top table _ = local_nwbfile.add_intracellular_recording( electrode=local_electrode, stimulus=local_stimulus, response=local_response, id=np.int64(10) ) self.assertIsInstance(local_nwbfile.get_icephys_meta_parent_table(), IntracellularRecordingsTable) # Add a sweep and check that the simultaneous_recordings table is the top table _ = local_nwbfile.add_icephys_simultaneous_recording(recordings=[0]) self.assertIsInstance(local_nwbfile.get_icephys_meta_parent_table(), SimultaneousRecordingsTable) # Add a sweep_sequence and check that it is now our top table _ = local_nwbfile.add_icephys_sequential_recording(simultaneous_recordings=[0], stimulus_type="MyStimulusType") self.assertIsInstance(local_nwbfile.get_icephys_meta_parent_table(), SequentialRecordingsTable) # Add a repetition and check that it is now our top table _ = local_nwbfile.add_icephys_repetition(sequential_recordings=[0]) self.assertIsInstance(local_nwbfile.get_icephys_meta_parent_table(), RepetitionsTable) # Add a condition and check that it is now our top table _ = local_nwbfile.add_icephys_experimental_condition(repetitions=[0]) self.assertIsInstance(local_nwbfile.get_icephys_meta_parent_table(), ExperimentalConditionsTable) def test_add_icephys_meta_full_roundtrip(self): """ This test adds all data and then constructs step-by-step the full table structure Returns: """ #################################### # Create our file and timeseries ################################### nwbfile = self.__get_icephysfile() device = self.__add_device(nwbfile) electrode = self.__add_electrode(nwbfile, device) # Add the data using standard methods from NWBFile stimulus = self.__get_stimulus(electrode=electrode) nwbfile.add_stimulus(stimulus) # Check that the deprecated sweep table has indeed not been created self.assertIsNone(nwbfile.sweep_table) response = self.__get_response(electrode=electrode) nwbfile.add_acquisition(response) # Check that the deprecated sweep table has indeed not been created self.assertIsNone(nwbfile.sweep_table) ############################################# # Test adding IntracellularRecordingsTable ############################################# # Check that our IntracellularRecordingsTable table does not yet exist self.assertIsNone(nwbfile.intracellular_recordings) # Add an intracellular recording intracellular_recording_ids = [np.int64(10), np.int64(11)] nwbfile.add_intracellular_recording( electrode=electrode, stimulus=stimulus, response=response, id=intracellular_recording_ids[0] ) nwbfile.add_intracellular_recording( electrode=electrode, stimulus=stimulus, response=response, id=intracellular_recording_ids[1] ) # Check that the table has been created self.assertIsNotNone(nwbfile.intracellular_recordings) # Check that the values in our row are correct self.assertEqual(len(nwbfile.intracellular_recordings), 2) res = nwbfile.intracellular_recordings[0] # Check the ID self.assertEqual(res.index[0], intracellular_recording_ids[0]) # Check electrodes self.assertIs(res[('electrodes', 'electrode')].iloc[0], electrode) # Check the stimulus self.assertTupleEqual(res[('stimuli', 'stimulus')].iloc[0], (0, 5, stimulus)) # Check the response self.assertTupleEqual(res[('responses', 'response')].iloc[0], (0, 5, response)) ############################################# # Test adding SimultaneousRecordingsTable ############################################# # Confirm that our SimultaneousRecordingsTable table does not yet exist self.assertIsNone(nwbfile.icephys_simultaneous_recordings) # Add a sweep simultaneous_recordings_id = np.int64(12) recordings_indices = [0, 1] nwbfile.add_icephys_simultaneous_recording(recordings=recordings_indices, id=simultaneous_recordings_id) # Check that the SimultaneousRecordingsTable table has been added self.assertIsNotNone(nwbfile.icephys_simultaneous_recordings) # Check that the values for our icephys_simultaneous_recordings table are correct self.assertListEqual(nwbfile.icephys_simultaneous_recordings.id[:], [simultaneous_recordings_id]) self.assertListEqual(nwbfile.icephys_simultaneous_recordings['recordings'].data, [2]) self.assertListEqual(nwbfile.icephys_simultaneous_recordings['recordings'].target.data[:], [0, 1]) res = nwbfile.icephys_simultaneous_recordings[0] # check the id value self.assertEqual(res.index[0], simultaneous_recordings_id) # Check that our simultaneous recording contains 2 IntracellularRecording assert_array_equal(res.loc[simultaneous_recordings_id]['recordings'], recordings_indices) ############################################# # Test adding a SweepSequence ############################################# # Confirm that our SequentialRecordingsTable table does not yet exist self.assertIsNone(nwbfile.icephys_sequential_recordings) # Add a sweep sequential_recording_id = np.int64(15) simultaneous_recordings_indices = [0] nwbfile.add_icephys_sequential_recording(simultaneous_recordings=simultaneous_recordings_indices, id=sequential_recording_id, stimulus_type="MyStimulusType") # Check that the SimultaneousRecordingsTable table has been added self.assertIsNotNone(nwbfile.icephys_sequential_recordings) # Check that the values for our SimultaneousRecordingsTable table are correct res = nwbfile.icephys_sequential_recordings[0] # check the id value self.assertEqual(res.index[0], sequential_recording_id) # Check that our sequential recording contains 1 simultaneous recording assert_array_equal(res.loc[sequential_recording_id]['simultaneous_recordings'], simultaneous_recordings_indices) ############################################# # Test adding a Run ############################################# # Confirm that our RepetitionsTable table does not yet exist self.assertIsNone(nwbfile.icephys_repetitions) # Add a repetition sequential_recordings_indices = [0] repetition_id = np.int64(17) nwbfile.add_icephys_repetition(sequential_recordings=sequential_recordings_indices, id=repetition_id) # Check that the SimultaneousRecordingsTable table has been added self.assertIsNotNone(nwbfile.icephys_repetitions) # Check that the values for our RepetitionsTable table are correct res = nwbfile.icephys_repetitions[0] # check the id value self.assertEqual(res.index[0], repetition_id) # Check that our repetition contains 1 SweepSequence assert_array_equal(res.loc[repetition_id]['sequential_recordings'], sequential_recordings_indices) ############################################# # Test adding a Condition ############################################# # Confirm that our RepetitionsTable table does not yet exist self.assertIsNone(nwbfile.icephys_experimental_conditions) # Add a condition repetitions_indices = [0] experiment_id = np.int64(19) nwbfile.add_icephys_experimental_condition(repetitions=repetitions_indices, id=experiment_id) # Check that the ExperimentalConditionsTable table has been added self.assertIsNotNone(nwbfile.icephys_experimental_conditions) # Check that the values for our ExperimentalConditionsTable table are correct res = nwbfile.icephys_experimental_conditions[0] # check the id value self.assertEqual(res.index[0], experiment_id) # Check that our repetition contains 1 repetition assert_array_equal(res.loc[experiment_id]['repetitions'], repetitions_indices) ############################################# # Test writing the file to disk ############################################# # Write our file to disk # Write our test file with NWBHDF5IO(self.path, 'w') as nwbio: # # Uncomment the following lines to enable profiling for write # import cProfile, pstats, io # from pstats import SortKey # pr = cProfile.Profile() # pr.enable() nwbio.write(nwbfile) # pr.disable() # s = io.StringIO() # sortby = SortKey.CUMULATIVE # ps = pstats.Stats(pr, stream=s).sort_stats(sortby) # ps.print_stats() # print(s.getvalue()) ################################################################# # Confirm that the low-level data has been written as expected # using h5py to confirm all id values. We do this before we try # to read the file back to confirm that data is correct on disk. ################################################################# with h5py.File(self.path, 'r') as io: assert_array_equal(io['/general']['intracellular_ephys']['intracellular_recordings']['id'][:], intracellular_recording_ids) default_ids = [0, 1] assert_array_equal(io['/general']['intracellular_ephys']['intracellular_recordings']['electrodes']['id'][:], default_ids) assert_array_equal(io['/general']['intracellular_ephys']['intracellular_recordings']['stimuli']['id'][:], default_ids) assert_array_equal(io['/general']['intracellular_ephys']['intracellular_recordings']['responses']['id'][:], default_ids) assert_array_equal(io['/general']['intracellular_ephys']['simultaneous_recordings']['id'][:], [simultaneous_recordings_id, ]) assert_array_equal(io['/general']['intracellular_ephys']['sequential_recordings']['id'][:], [sequential_recording_id, ]) assert_array_equal(io['/general']['intracellular_ephys']['repetitions']['id'][:], [repetition_id, ]) assert_array_equal(io['/general']['intracellular_ephys']['experimental_conditions']['id'][:], [experiment_id, ]) ############################################# # Test reading the file back from disk ############################################# with NWBHDF5IO(self.path, 'r') as nwbio: # # Uncomment the following lines to enable profiling for read # import cProfile, pstats, io # from pstats import SortKey # pr = cProfile.Profile() # pr.enable() infile = nwbio.read() # pr.disable() # s = io.StringIO() # sortby = SortKey.CUMULATIVE # ps = pstats.Stats(pr, stream=s).sort_stats(sortby) # ps.print_stats() # print(s.getvalue()) ############################################################################ # Test that the IntracellularRecordingsTable table has been written correctly ############################################################################ self.assertIsNotNone(infile.intracellular_recordings) self.assertEqual(len(infile.intracellular_recordings), 2) res = infile.intracellular_recordings[0] # Check the ID self.assertEqual(res.index[0], 10) # Check the stimulus self.assertEqual(res[('stimuli', 'stimulus')].iloc[0][0], 0) self.assertEqual(res[('stimuli', 'stimulus')].iloc[0][1], 5) self.assertEqual(res[('stimuli', 'stimulus')].iloc[0][2].object_id, stimulus.object_id) # Check the response self.assertEqual(res[('responses', 'response')].iloc[0][0], 0) self.assertEqual(res[('responses', 'response')].iloc[0][1], 5) self.assertEqual(res[('responses', 'response')].iloc[0][2].object_id, nwbfile.get_acquisition('vcs').object_id) # Check the Intracellular electrode self.assertEqual(res[('electrodes', 'electrode')].iloc[0].object_id, electrode.object_id) ############################################################################ # Test that the SimultaneousRecordingsTable table has been written correctly ############################################################################ self.assertIsNotNone(infile.icephys_simultaneous_recordings) self.assertEqual(len(infile.icephys_simultaneous_recordings), 1) res = infile.icephys_simultaneous_recordings[0] # Check the ID and len of the intracellular_recordings column self.assertEqual(res.index[0], simultaneous_recordings_id) assert_array_equal(res.loc[simultaneous_recordings_id]['recordings'], recordings_indices) ############################################################################ # Test that the SequentialRecordingsTable table has been written correctly ############################################################################ self.assertIsNotNone(infile.icephys_sequential_recordings) self.assertEqual(len(infile.icephys_sequential_recordings), 1) res = infile.icephys_sequential_recordings[0] # Check the ID and len of the simultaneous_recordings column self.assertEqual(res.index[0], sequential_recording_id) assert_array_equal(res.loc[sequential_recording_id]['simultaneous_recordings'], simultaneous_recordings_indices) ############################################################################ # Test that the RepetitionsTable table has been written correctly ############################################################################ self.assertIsNotNone(infile.icephys_repetitions) self.assertEqual(len(infile.icephys_repetitions), 1) res = infile.icephys_repetitions[0] # Check the ID and len of the simultaneous_recordings column self.assertEqual(res.index[0], repetition_id) assert_array_equal(res.loc[repetition_id]['sequential_recordings'], sequential_recordings_indices) ############################################################################ # Test that the ExperimentalConditionsTable table has been written correctly ############################################################################ self.assertIsNotNone(infile.icephys_experimental_conditions) self.assertEqual(len(infile.icephys_experimental_conditions), 1) res = infile.icephys_experimental_conditions[0] # Check the ID and len of the simultaneous_recordings column self.assertEqual(res.index[0], experiment_id) assert_array_equal(res.loc[experiment_id]['repetitions'], repetitions_indices) pynwb-2.8.2/tests/unit/test_image.py0000644000000000000000000003746013615410400014430 0ustar00import warnings import numpy as np from pynwb import TimeSeries from pynwb.base import Image, Images, ImageReferences from pynwb.device import Device from pynwb.image import ( ImageSeries, IndexSeries, ImageMaskSeries, OpticalSeries, GrayscaleImage, RGBImage, RGBAImage, ) from pynwb.testing import TestCase class ImageSeriesConstructor(TestCase): def test_init(self): dev = Device('test_device') iS = ImageSeries( name='test_iS', unit='unit', external_file=['external_file'], starting_frame=[0], format='external', timestamps=[1., 2., 3.], device=dev, ) self.assertEqual(iS.name, 'test_iS') self.assertEqual(iS.unit, 'unit') self.assertEqual(iS.external_file, ['external_file']) self.assertEqual(iS.starting_frame, [0]) self.assertEqual(iS.format, 'external') self.assertIs(iS.device, dev) # self.assertEqual(iS.bits_per_pixel, np.nan) def test_no_data_no_file(self): msg = "Must supply either external_file or data to ImageSeries 'test_iS'." with self.assertRaisesWith(ValueError, msg): ImageSeries( name='test_iS', unit='unit', rate=2., ) def test_external_file_no_frame(self): iS = ImageSeries( name='test_iS', unit='unit', external_file=['external_file'], format="external", timestamps=[1., 2., 3.] ) self.assertListEqual(iS.starting_frame, [0]) def test_data_no_frame(self): iS = ImageSeries( name='test_iS', unit='unit', data=np.ones((3, 3, 3)), timestamps=[1., 2., 3.] ) self.assertIsNone(iS.starting_frame) def test_data_no_unit(self): msg = "Must supply 'unit' argument when supplying 'data' to ImageSeries 'test_iS'." with self.assertRaisesWith(ValueError, msg): ImageSeries( name='test_iS', data=np.ones((3, 3, 3)), timestamps=list() ) def test_external_file_no_unit(self): iS = ImageSeries( name='test_iS', external_file=['external_file'], format="external", timestamps=list() ) self.assertEqual(iS.unit, ImageSeries.DEFAULT_UNIT) def test_dimension_warning(self): """Test that a warning is raised when the dimensions of the data are not the same as the dimensions of the timestamps.""" msg = ( "ImageSeries 'test_iS': Length of data does not match length of timestamps. Your data may be " "transposed. Time should be on the 0th dimension" ) with self.assertWarnsWith(UserWarning, msg): ImageSeries( name='test_iS', data=np.ones((3, 3, 3)), unit='Frames', timestamps=[1, 2, 3, 4] ) def test_dimension_warning_external_file_with_timestamps(self): """Test that a warning is not raised when external file is used with timestamps.""" with warnings.catch_warnings(record=True) as w: ImageSeries( name='test_iS', external_file=['external_file'], format='external', unit='Frames', starting_frame=[0], timestamps=[1, 2, 3, 4] ) self.assertEqual(w, []) def test_dimension_warning_external_file_with_rate(self): """Test that a warning is not raised when external file is used with rate.""" with warnings.catch_warnings(record=True) as w: ImageSeries( name='test_iS', external_file=['external_file'], format='external', unit='Frames', starting_frame=[0], rate=0.2, ) self.assertEqual(w, []) def test_external_file_with_incorrect_starting_frame(self): """Test that ValueError is raised when the length of starting_frame is not the same as the length of external_file.""" for starting_frame in [None, [0], [1, 2, 3]]: with self.subTest(): msg = ( "ImageSeries 'test_iS': The number of frame indices in " "'starting_frame' should have the same length as 'external_file'." ) with self.assertRaisesWith(ValueError, msg): ImageSeries( name="test_iS", external_file=["external_file", "external_file2"], format="external", unit="n.a.", starting_frame=starting_frame, rate=0.2, ) def test_external_file_with_incorrect_starting_frame_construct_mode(self): """Test that warning is raised when the length of starting_frame is not the same as the length of external_file in case that the ImageSeries in construct mode (i.e., during read).""" for starting_frame in [None, [0], [1, 2, 3]]: with self.subTest(): msg = ( "ImageSeries 'test_iS': The number of frame indices in " "'starting_frame' should have the same length as 'external_file'." ) # Create the image series in construct mode, modelling the behavior # of the ObjectMapper on read while avoiding having to create, write, # and read and entire NWB file obj = ImageSeries.__new__(ImageSeries, container_source=None, parent=None, object_id="test", in_construct_mode=True) with self.assertWarnsWith(warn_type=UserWarning, exc_msg=msg): obj.__init__( name="test_iS", external_file=["external_file", "external_file2"], format="external", unit="n.a.", starting_frame=starting_frame, rate=0.2, ) # Disable construct mode. Since we are not using this object any more # this is not strictly necessary but is good style in case we expand # the test later on obj._in_construct_mode = False def test_external_file_with_correct_starting_frame(self): """Test that ValueError is not raised when the length of starting_frame is the same as the length of external_file.""" with warnings.catch_warnings(record=True) as w: ImageSeries( name="test_iS", external_file=["external_file", "external_file2", "external_file3"], format="external", unit="n.a.", starting_frame=[0, 15, 30], rate=0.2, ) self.assertEqual(w, []) def test_external_file_with_default_starting_frame(self): """Test that starting_frame is set to [0] if not provided, when external_file is has length 1.""" iS = ImageSeries( name="test_iS", external_file=["external_file"], format="external", unit="n.a.", starting_frame=None, rate=0.2, ) self.assertEqual(iS.starting_frame, [0]) def test_external_file_with_incorrect_format(self): """Test that ValueError is raised when external_file is provided but the format is not 'external'.""" msg = ( "ImageSeries 'test_iS': Format must be 'external' when external_file is specified." ) with self.assertRaisesWith(ValueError, msg): ImageSeries( name="test_iS", external_file=["external_file"], format="raw", unit="n.a.", starting_frame=[0], rate=0.2, ) def test_external_file_with_incorrect_format_construct_mode(self): """Test that UserWarning is raised when external_file is provided but the format is not 'external' while being in construct mode (i.e,. on data read).""" obj = ImageSeries.__new__(ImageSeries, container_source=None, parent=None, object_id="test", in_construct_mode=True) msg = ( "ImageSeries 'test_iS': Format must be 'external' when external_file is specified." ) with self.assertWarnsWith(warn_type=UserWarning, exc_msg=msg): obj.__init__( name="test_iS", external_file=["external_file"], format="raw", unit="n.a.", starting_frame=[0], rate=0.2, ) def test_external_file_default_format(self): """Test that format is set to 'external' if not provided, when external_file is provided.""" msg = ( "ImageSeries 'test_iS': The value for 'format' has been changed to 'external'. " "Setting a default value for 'format' is deprecated and will be changed to " "raising a ValueError in the next major release." ) with self.assertWarnsWith(DeprecationWarning, msg): iS = ImageSeries( name="test_iS", external_file=["external_file", "external_file2"], unit="n.a.", starting_frame=[0, 10], rate=0.2, ) self.assertEqual(iS.format, "external") def test_external_file_with_correct_format(self): """Test that warning is not raised when external_file is provided and format is external.""" with warnings.catch_warnings(record=True) as w: ImageSeries( name="test_iS", external_file=["external_file"], format="external", unit="n.a.", starting_frame=[0], rate=0.2, ) self.assertEqual(w, []) def test_external_file_with_data(self): """Test that ValueError is raised when external_file is provided and data is not None.""" msg = ( "ImageSeries 'test_iS': Either external_file or data must be specified (not None), but not both." ) with self.assertRaisesWith(ValueError, msg): ImageSeries( name="test_iS", external_file=["external_file"], data=np.ones((3, 3, 3)), format="external", unit="n.a.", starting_frame=[0], rate=0.2, ) def test_external_file_with_data_construct_mode(self): """Test that UserWarning is raised when external_file is provided and data is not None while being in construct mode (i.e,. on read).""" obj = ImageSeries.__new__(ImageSeries, container_source=None, parent=None, object_id="test", in_construct_mode=True) msg = ( "ImageSeries 'test_iS': Either external_file or data must be specified (not None), but not both." ) with self.assertWarnsWith(warn_type=UserWarning, exc_msg=msg): obj.__init__( name="test_iS", external_file=["external_file"], data=np.ones((3, 3, 3)), format="external", unit="n.a.", starting_frame=[0], rate=0.2, ) class IndexSeriesConstructor(TestCase): def test_init(self): image1 = Image(name='test_image', data=np.ones((10, 10))) image2 = Image(name='test_image2', data=np.ones((10, 10))) image_references = ImageReferences(name='order_of_images', data=[image2, image1]) images = Images(name='images_name', images=[image1, image2], order_of_images=image_references) iS = IndexSeries( name='test_iS', data=[1, 2, 3], unit='N/A', indexed_images=images, timestamps=[0.1, 0.2, 0.3] ) self.assertEqual(iS.name, 'test_iS') self.assertEqual(iS.unit, 'N/A') self.assertIs(iS.indexed_images, images) def test_init_bad_unit(self): ts = TimeSeries( name='test_ts', data=[1, 2, 3], unit='unit', timestamps=[0.1, 0.2, 0.3] ) msg = ("The 'unit' field of IndexSeries is fixed to the value 'N/A' starting in NWB 2.5. Passing " "a different value for 'unit' will raise an error in PyNWB 3.0.") with self.assertWarnsWith(PendingDeprecationWarning, msg): iS = IndexSeries( name='test_iS', data=[1, 2, 3], unit='na', indexed_timeseries=ts, timestamps=[0.1, 0.2, 0.3] ) self.assertEqual(iS.unit, 'N/A') def test_init_indexed_ts(self): ts = TimeSeries( name='test_ts', data=[1, 2, 3], unit='unit', timestamps=[0.1, 0.2, 0.3] ) msg = ("The indexed_timeseries field of IndexSeries is discouraged and will be deprecated in " "a future version of NWB. Use the indexed_images field instead.") with self.assertWarnsWith(PendingDeprecationWarning, msg): iS = IndexSeries( name='test_iS', data=[1, 2, 3], unit='N/A', indexed_timeseries=ts, timestamps=[0.1, 0.2, 0.3] ) self.assertIs(iS.indexed_timeseries, ts) class ImageMaskSeriesConstructor(TestCase): def test_init(self): iS = ImageSeries(name='test_iS', unit='unit', external_file=['external_file'], starting_frame=[0], format='external', timestamps=[1., .2]) ims = ImageMaskSeries(name='test_ims', unit='unit', masked_imageseries=iS, external_file=['external_file'], starting_frame=[0], format='external', timestamps=[1., 2.]) self.assertEqual(ims.name, 'test_ims') self.assertEqual(ims.unit, 'unit') self.assertIs(ims.masked_imageseries, iS) self.assertEqual(ims.external_file, ['external_file']) self.assertEqual(ims.starting_frame, [0]) self.assertEqual(ims.format, 'external') class OpticalSeriesConstructor(TestCase): def test_init(self): ts = OpticalSeries(name='test_ts', unit='unit', distance=1.0, field_of_view=[4, 5], orientation='orientation', external_file=['external_file'], starting_frame=[0], format='external', timestamps=[1., 2.]) self.assertEqual(ts.name, 'test_ts') self.assertEqual(ts.unit, 'unit') self.assertEqual(ts.distance, 1.0) self.assertEqual(ts.field_of_view, [4, 5]) self.assertEqual(ts.orientation, 'orientation') self.assertEqual(ts.external_file, ['external_file']) self.assertEqual(ts.starting_frame, [0]) self.assertEqual(ts.format, 'external') class TestImageSubtypes(TestCase): def test_grayscale_image(self): GrayscaleImage(name='test_grayscale_image', data=np.ones((2, 2))) def test_rgb_image(self): RGBImage(name='test_rgb_image', data=np.ones((2, 2, 3))) def test_rgba_image(self): RGBAImage('test_rgba_image', np.ones((2, 2, 4))) pynwb-2.8.2/tests/unit/test_misc.py0000644000000000000000000002644413615410400014301 0ustar00import numpy as np from hdmf.common import DynamicTable, VectorData, DynamicTableRegion from pynwb.misc import AnnotationSeries, AbstractFeatureSeries, IntervalSeries, Units, DecompositionSeries from pynwb.file import TimeSeries, ElectrodeTable as get_electrode_table from pynwb.device import Device from pynwb.ecephys import ElectrodeGroup from pynwb.testing import TestCase class AnnotationSeriesConstructor(TestCase): def test_init(self): aS = AnnotationSeries('test_aS', data=[1, 2, 3], timestamps=[1., 2., 3.]) self.assertEqual(aS.name, 'test_aS') aS.add_annotation(2.0, 'comment') class AbstractFeatureSeriesConstructor(TestCase): def test_init(self): aFS = AbstractFeatureSeries('test_aFS', ['feature units'], ['features'], timestamps=list()) self.assertEqual(aFS.name, 'test_aFS') self.assertEqual(aFS.feature_units, ['feature units']) self.assertEqual(aFS.features, ['features']) aFS.add_features(2.0, [1.]) class DecompositionSeriesConstructor(TestCase): def test_init(self): timeseries = TimeSeries(name='dummy timeseries', description='desc', data=np.ones((3, 3)), unit='Volts', timestamps=[1., 2., 3.]) bands = DynamicTable(name='bands', description='band info for LFPSpectralAnalysis', columns=[ VectorData(name='band_name', description='name of bands', data=['alpha', 'beta', 'gamma']), VectorData(name='band_limits', description='low and high cutoffs in Hz', data=np.ones((3, 2))), VectorData(name='band_mean', description='mean gaussian filters in Hz', data=np.ones((3,))), VectorData( name='band_stdev', description='standard deviation of gaussian filters in Hz', data=np.ones((3,)) ), ]) spec_anal = DecompositionSeries(name='LFPSpectralAnalysis', description='my description', data=np.ones((3, 3, 3)), timestamps=[1., 2., 3.], source_timeseries=timeseries, metric='amplitude', bands=bands) self.assertEqual(spec_anal.name, 'LFPSpectralAnalysis') self.assertEqual(spec_anal.description, 'my description') np.testing.assert_equal(spec_anal.data, np.ones((3, 3, 3))) np.testing.assert_equal(spec_anal.timestamps, [1., 2., 3.]) self.assertEqual(spec_anal.bands['band_name'].data, ['alpha', 'beta', 'gamma']) np.testing.assert_equal(spec_anal.bands['band_limits'].data, np.ones((3, 2))) np.testing.assert_equal(spec_anal.bands['band_mean'].data, np.ones((3,))) np.testing.assert_equal(spec_anal.bands['band_stdev'].data, np.ones((3,))) self.assertEqual(spec_anal.source_timeseries, timeseries) self.assertEqual(spec_anal.metric, 'amplitude') def test_init_delayed_bands(self): timeseries = TimeSeries(name='dummy timeseries', description='desc', data=np.ones((3, 3)), unit='Volts', timestamps=np.ones((3,))) spec_anal = DecompositionSeries(name='LFPSpectralAnalysis', description='my description', data=np.ones((3, 3, 3)), timestamps=[1., 2., 3.], source_timeseries=timeseries, metric='amplitude') for band_name in ['alpha', 'beta', 'gamma']: spec_anal.add_band(band_name=band_name, band_limits=(1., 1.), band_mean=1., band_stdev=1.) self.assertEqual(spec_anal.name, 'LFPSpectralAnalysis') self.assertEqual(spec_anal.description, 'my description') np.testing.assert_equal(spec_anal.data, np.ones((3, 3, 3))) np.testing.assert_equal(spec_anal.timestamps, [1., 2., 3.]) self.assertEqual(spec_anal.bands['band_name'].data, ['alpha', 'beta', 'gamma']) np.testing.assert_equal(spec_anal.bands['band_limits'].data, np.ones((3, 2))) self.assertEqual(spec_anal.source_timeseries, timeseries) self.assertEqual(spec_anal.metric, 'amplitude') @staticmethod def make_electrode_table(self): """ Make an electrode table, electrode group, and device """ self.table = get_electrode_table() self.dev1 = Device(name='dev1') self.group = ElectrodeGroup(name='tetrode1', description='tetrode description', location='tetrode location', device=self.dev1) for i in range(4): self.table.add_row(location='CA1', group=self.group, group_name='tetrode1') def test_init_with_source_channels(self): self.make_electrode_table(self) region = DynamicTableRegion(name='source_channels', data=[0, 2], description='the first and third electrodes', table=self.table) data = np.random.randn(100, 2, 30) timestamps = np.arange(100)/100 ds = DecompositionSeries(name='test_DS', data=data, source_channels=region, timestamps=timestamps, metric='amplitude') self.assertIs(ds.source_channels, region) class IntervalSeriesConstructor(TestCase): def test_init(self): data = [1.0, -1.0, 1.0, -1.0] timestamps = [0.0, 1.0, 2.0, 3.0] iS = IntervalSeries('test_iS', data=data, timestamps=timestamps) self.assertEqual(iS.name, 'test_iS') self.assertEqual(iS.data, data) self.assertEqual(iS.timestamps, timestamps) def test_add_interval(self): data = [1.0, -1.0, 1.0, -1.0] timestamps = [0.0, 1.0, 2.0, 3.0] iS = IntervalSeries('test_iS', data=data, timestamps=timestamps) iS.add_interval(4.0, 5.0) data.append(1.0) data.append(-1.0) timestamps.append(4.0) timestamps.append(5.0) self.assertEqual(iS.data, data) self.assertEqual(iS.timestamps, timestamps) class UnitsTests(TestCase): def test_init(self): ut = Units() self.assertEqual(ut.name, 'Units') self.assertFalse(ut.columns) def test_add_spike_times(self): ut = Units() ut.add_unit(spike_times=[0, 1, 2]) ut.add_unit(spike_times=[3, 4, 5]) self.assertEqual(ut.id.data, [0, 1]) self.assertEqual(ut['spike_times'].target.data, [0, 1, 2, 3, 4, 5]) self.assertEqual(ut['spike_times'].data, [3, 6]) self.assertEqual(ut['spike_times'][0], [0, 1, 2]) self.assertEqual(ut['spike_times'][1], [3, 4, 5]) def test_add_waveforms(self): ut = Units() wf1 = [ [ # elec 1 [1, 2, 3], [1, 2, 3], [1, 2, 3] ], [ # elec 2 [1, 2, 3], [1, 2, 3], [1, 2, 3] ] ] wf2 = [ [ # elec 1 [1, 2, 3], # spike 1, [sample 1, sample 2, sample 3] [1, 2, 3], # spike 2 [1, 2, 3], # spike 3 [1, 2, 3] # spike 4 ], [ # elec 2 [1, 2, 3], # spike 1 [1, 2, 3], # spike 2 [1, 2, 3], # spike 3 [1, 2, 3] # spike 4 ], [ # elec 3 [1, 2, 3], # spike 1 [1, 2, 3], # spike 2 [1, 2, 3], # spike 3 [1, 2, 3] # spike 4 ] ] ut.add_unit(waveforms=wf1) ut.add_unit(waveforms=wf2) self.assertEqual(ut.id.data, [0, 1]) self.assertEqual(ut['waveforms'].target.data, [3, 6, 10, 14, 18]) self.assertEqual(ut['waveforms'].data, [2, 5]) self.assertListEqual(ut['waveforms'][0], wf1) self.assertListEqual(ut['waveforms'][1], wf2) def test_get_spike_times(self): ut = Units() ut.add_unit(spike_times=[0, 1, 2]) ut.add_unit(spike_times=[3, 4, 5]) self.assertTrue(all(ut.get_unit_spike_times(0) == np.array([0, 1, 2]))) self.assertTrue(all(ut.get_unit_spike_times(1) == np.array([3, 4, 5]))) @staticmethod def test_get_spike_times_interval(): ut = Units() ut.add_unit(spike_times=[0, 1, 2]) ut.add_unit(spike_times=[3, 4, 5]) np.testing.assert_array_equal(ut.get_unit_spike_times(0, (.5, 3)), [1, 2]) np.testing.assert_array_equal(ut.get_unit_spike_times(0, (-.5, 1.1)), [0, 1]) def test_get_spike_times_multi(self): ut = Units() ut.add_unit(spike_times=[0, 1, 2]) ut.add_unit(spike_times=[3, 4, 5]) np.testing.assert_array_equal(ut.get_unit_spike_times((0, 1)), [[0, 1, 2], [3, 4, 5]]) def test_get_spike_times_multi_interval(self): ut = Units() ut.add_unit(spike_times=[0, 1, 2]) ut.add_unit(spike_times=[3, 4, 5]) np.testing.assert_array_equal(ut.get_unit_spike_times((0, 1), (1.5, 3.5)), [[2], [3]]) def test_times(self): ut = Units() ut.add_unit(spike_times=[0, 1, 2]) ut.add_unit(spike_times=[3, 4, 5]) self.assertTrue(all(ut['spike_times'][0] == np.array([0, 1, 2]))) self.assertTrue(all(ut['spike_times'][1] == np.array([3, 4, 5]))) def test_get_obs_intervals(self): ut = Units() ut.add_unit(obs_intervals=[[0, 1]]) ut.add_unit(obs_intervals=[[2, 3], [4, 5]]) self.assertTrue(np.all(ut.get_unit_obs_intervals(0) == np.array([[0, 1]]))) self.assertTrue(np.all(ut.get_unit_obs_intervals(1) == np.array([[2, 3], [4, 5]]))) def test_obs_intervals(self): ut = Units() ut.add_unit(obs_intervals=[[0, 1]]) ut.add_unit(obs_intervals=[[2, 3], [4, 5]]) self.assertTrue(np.all(ut['obs_intervals'][0] == np.array([[0, 1]]))) self.assertTrue(np.all(ut['obs_intervals'][1] == np.array([[2, 3], [4, 5]]))) def test_times_and_intervals(self): ut = Units() ut.add_unit(spike_times=[0, 1, 2], obs_intervals=[[0, 2]]) ut.add_unit(spike_times=[3, 4, 5], obs_intervals=[[2, 3], [4, 5]]) self.assertTrue(all(ut['spike_times'][0] == np.array([0, 1, 2]))) self.assertTrue(all(ut['spike_times'][1] == np.array([3, 4, 5]))) self.assertTrue(np.all(ut['obs_intervals'][0] == np.array([[0, 2]]))) self.assertTrue(np.all(ut['obs_intervals'][1] == np.array([[2, 3], [4, 5]]))) def test_electrode_group(self): ut = Units() device = Device('test_device') electrode_group = ElectrodeGroup('test_electrode_group', 'description', 'location', device) ut.add_unit(electrode_group=electrode_group) self.assertEqual(ut['electrode_group'][0], electrode_group) def test_waveform_attrs(self): ut = Units(waveform_rate=40000.) self.assertEqual(ut.waveform_rate, 40000.) self.assertEqual(ut.waveform_unit, 'volts') pynwb-2.8.2/tests/unit/test_mock.py0000644000000000000000000000567413615410400014301 0ustar00from pynwb import NWBHDF5IO from pynwb.testing.mock.file import mock_Subject, mock_NWBFile from pynwb.testing.mock.base import mock_TimeSeries from pynwb.testing.mock.ophys import ( mock_ImagingPlane, mock_OnePhotonSeries, mock_TwoPhotonSeries, mock_RoiResponseSeries, mock_PlaneSegmentation, mock_OpticalChannel, mock_Fluorescence, mock_DfOverF, mock_ImageSegmentation, ) from pynwb.testing.mock.ogen import ( mock_OptogeneticStimulusSite, mock_OptogeneticSeries ) from pynwb.testing.mock.device import mock_Device from pynwb.testing.mock.behavior import ( mock_Position, mock_PupilTracking, mock_CompassDirection, mock_SpatialSeries, ) from pynwb.testing.mock.ecephys import ( mock_ElectrodeGroup, mock_ElectrodeTable, mock_ElectricalSeries, mock_SpikeEventSeries, mock_Units, ) from pynwb.testing.mock.icephys import ( mock_IntracellularElectrode, mock_CurrentClampSeries, mock_IZeroClampSeries, mock_VoltageClampSeries, mock_VoltageClampStimulusSeries, mock_CurrentClampStimulusSeries, mock_IntracellularRecordingsTable, ) import pytest from pynwb.testing.mock.utils import name_generator, name_generator_registry mock_functions = [ mock_ImagingPlane, mock_OnePhotonSeries, mock_TwoPhotonSeries, mock_RoiResponseSeries, mock_PlaneSegmentation, mock_OpticalChannel, mock_Fluorescence, mock_DfOverF, mock_ImageSegmentation, mock_OptogeneticStimulusSite, mock_OptogeneticSeries, mock_Device, mock_Position, mock_PupilTracking, mock_CompassDirection, mock_SpatialSeries, mock_ElectrodeGroup, mock_ElectrodeTable, mock_ElectricalSeries, mock_SpikeEventSeries, mock_Subject, mock_NWBFile, mock_TimeSeries, mock_CurrentClampSeries, mock_IZeroClampSeries, mock_VoltageClampSeries, mock_VoltageClampStimulusSeries, mock_IntracellularElectrode, mock_CurrentClampStimulusSeries, mock_IntracellularRecordingsTable, mock_Units, ] @pytest.mark.parametrize("mock_function", mock_functions) def test_mock(mock_function): mock_function() def test_mock_TimeSeries_w_timestamps(): ts = mock_TimeSeries(timestamps=[0, 1, 2, 3]) assert ts.timestamps is not None assert len(ts.timestamps) == 4 def test_mock_TimeSeries_w_no_time(): ts = mock_TimeSeries() assert ts.rate == 10.0 @pytest.mark.parametrize("mock_function", mock_functions) def test_mock_write(mock_function, tmp_path): if mock_function is mock_NWBFile: return nwbfile = mock_NWBFile() assert mock_function(nwbfile=nwbfile) is not None test_file = tmp_path / (mock_function.__name__ + ".nwb") with NWBHDF5IO(test_file, "w") as io: io.write(nwbfile) def test_name_generator(): name_generator_registry.clear() # reset registry assert name_generator("TimeSeries") == "TimeSeries" assert name_generator("TimeSeries") == "TimeSeries2" pynwb-2.8.2/tests/unit/test_ogen.py0000644000000000000000000000172313615410400014267 0ustar00from pynwb.ogen import OptogeneticSeries, OptogeneticStimulusSite from pynwb.ecephys import Device from pynwb.testing import TestCase class OptogeneticSeriesConstructor(TestCase): def test_init(self): device = Device('name') oS = OptogeneticStimulusSite( name='site1', device=device, description='description', excitation_lambda=300., location='location' ) self.assertEqual(oS.name, 'site1') self.assertEqual(oS.device, device) self.assertEqual(oS.description, 'description') self.assertEqual(oS.excitation_lambda, 300.) self.assertEqual(oS.location, 'location') iS = OptogeneticSeries( name='test_iS', data=[1, 2, 3], site=oS, timestamps=[0.1, 0.2, 0.3] ) self.assertEqual(iS.name, 'test_iS') self.assertEqual(iS.unit, 'watts') self.assertEqual(iS.site, oS) pynwb-2.8.2/tests/unit/test_ophys.py0000644000000000000000000004617513615410400014513 0ustar00import warnings import numpy as np from pynwb.base import TimeSeries, ProcessingModule from pynwb.device import Device from pynwb.image import ImageSeries from pynwb.ophys import ( OnePhotonSeries, TwoPhotonSeries, RoiResponseSeries, DfOverF, Fluorescence, PlaneSegmentation, ImageSegmentation, OpticalChannel, ImagingPlane, MotionCorrection, CorrectedImageStack ) from pynwb.testing import TestCase def create_imaging_plane(): oc = OpticalChannel( name='test_optical_channel', description='description', emission_lambda=500. ) device = Device(name='device_name') ip = ImagingPlane( name='test_imaging_plane', optical_channel=oc, description='description', device=device, excitation_lambda=600., imaging_rate=300., indicator='indicator', location='location', reference_frame='reference_frame', origin_coords=[10, 20], origin_coords_unit='oc_unit', grid_spacing=[1, 2, 3], grid_spacing_unit='gs_unit' ) return ip def create_plane_segmentation(): w, h = 5, 5 img_mask = [[[1.0 for x in range(w)] for y in range(h)], [[2.0 for x in range(w)] for y in range(h)]] pix_mask = [[1, 2, 1.0], [3, 4, 1.0], [5, 6, 1.0], [7, 8, 2.0], [9, 10, 2.0]] iSS = ImageSeries( name='test_iS', unit='unit', external_file=['external_file'], starting_frame=[0], format='external', timestamps=[1., 2.] ) ip = create_imaging_plane() pS = PlaneSegmentation( description='description', imaging_plane=ip, name='test_name', reference_images=iSS ) pS.add_roi(pixel_mask=pix_mask[0:3], image_mask=img_mask[0]) pS.add_roi(pixel_mask=pix_mask[3:5], image_mask=img_mask[1]) return pS class OpticalChannelConstructor(TestCase): def test_init(self): oc = OpticalChannel( name='test_optical_channel', description='description', emission_lambda=500. ) self.assertEqual(oc.name, 'test_optical_channel') self.assertEqual(oc.description, 'description') self.assertEqual(oc.emission_lambda, 500.) class ImagingPlaneConstructor(TestCase): def set_up_dependencies(self): oc = OpticalChannel( name='test_optical_channel', description='description', emission_lambda=500. ) device = Device(name='device_name') return oc, device def test_init(self): oc, device = self.set_up_dependencies() ip = ImagingPlane( name='test_imaging_plane', optical_channel=oc, description='description', device=device, excitation_lambda=600., imaging_rate=300., indicator='indicator', location='location', reference_frame='reference_frame', origin_coords=[10, 20], origin_coords_unit='oc_unit', grid_spacing=[1, 2, 3], grid_spacing_unit='gs_unit' ) self.assertEqual(ip.optical_channel[0], oc) self.assertEqual(ip.device, device) self.assertEqual(ip.excitation_lambda, 600.) self.assertEqual(ip.imaging_rate, 300.) self.assertEqual(ip.indicator, 'indicator') self.assertEqual(ip.location, 'location') self.assertEqual(ip.reference_frame, 'reference_frame') self.assertEqual(ip.origin_coords, [10, 20]) self.assertEqual(ip.origin_coords_unit, 'oc_unit') self.assertEqual(ip.grid_spacing, [1, 2, 3]) self.assertEqual(ip.grid_spacing_unit, 'gs_unit') def test_manifold_deprecated(self): oc, device = self.set_up_dependencies() msg = "The 'manifold' argument is deprecated in favor of 'origin_coords' and 'grid_spacing'." with self.assertWarnsWith(DeprecationWarning, msg): ImagingPlane( name='test_imaging_plane', optical_channel=oc, description='description', device=device, excitation_lambda=600., imaging_rate=300., indicator='indicator', location='location', manifold=(1, 1, (2, 2, 2)) ) def test_conversion_deprecated(self): oc, device = self.set_up_dependencies() msg = "The 'conversion' argument is deprecated in favor of 'origin_coords' and 'grid_spacing'." with self.assertWarnsWith(DeprecationWarning, msg): ImagingPlane( name='test_imaging_plane', optical_channel=oc, description='description', device=device, excitation_lambda=600., imaging_rate=300., indicator='indicator', location='location', conversion=2.0 ) def test_unit_deprecated(self): oc, device = self.set_up_dependencies() msg = "The 'unit' argument is deprecated in favor of 'origin_coords_unit' and 'grid_spacing_unit'." with self.assertWarnsWith(DeprecationWarning, msg): ImagingPlane( name='test_imaging_plane', optical_channel=oc, description='description', device=device, excitation_lambda=600., imaging_rate=300., indicator='indicator', location='location', reference_frame='reference_frame', unit='my_unit' ) class OnePhotonSeriesConstructor(TestCase): def test_init(self): ip = create_imaging_plane() one_photon_series = OnePhotonSeries( name="test_one_photon_series", unit="unit", imaging_plane=ip, pmt_gain=1., scan_line_rate=2., exposure_time=123., binning=2, power=9001., intensity=5., external_file=["external_file"], starting_frame=[0], format="external", timestamps=list(), ) self.assertEqual(one_photon_series.name, 'test_one_photon_series') self.assertEqual(one_photon_series.unit, 'unit') self.assertEqual(one_photon_series.imaging_plane, ip) self.assertEqual(one_photon_series.pmt_gain, 1.) self.assertEqual(one_photon_series.scan_line_rate, 2.) self.assertEqual(one_photon_series.exposure_time, 123.) self.assertEqual(one_photon_series.binning, 2) self.assertEqual(one_photon_series.power, 9001.) self.assertEqual(one_photon_series.intensity, 5.) self.assertEqual(one_photon_series.external_file, ["external_file"]) self.assertEqual(one_photon_series.starting_frame, [0]) self.assertEqual(one_photon_series.format, "external") self.assertIsNone(one_photon_series.dimension) def test_negative_binning_assertion(self): ip = create_imaging_plane() with self.assertRaisesWith(exc_type=ValueError, exc_msg="Binning value must be >= 0: -1"): OnePhotonSeries( name="test_one_photon_series_binning_assertion", unit="unit", data=np.empty(shape=(10, 100, 100)), imaging_plane=ip, rate=1., binning=-1, ) class TwoPhotonSeriesConstructor(TestCase): def test_init(self): ip = create_imaging_plane() tPS = TwoPhotonSeries( name='test_tPS', unit='unit', field_of_view=[2., 3.], imaging_plane=ip, pmt_gain=1.0, scan_line_rate=2.0, external_file=['external_file'], starting_frame=[0], format='external', timestamps=list() ) self.assertEqual(tPS.name, 'test_tPS') self.assertEqual(tPS.unit, 'unit') self.assertEqual(tPS.field_of_view, [2., 3.]) self.assertEqual(tPS.imaging_plane, ip) self.assertEqual(tPS.pmt_gain, 1.0) self.assertEqual(tPS.scan_line_rate, 2.0) self.assertEqual(tPS.external_file, ['external_file']) self.assertEqual(tPS.starting_frame, [0]) self.assertEqual(tPS.format, 'external') self.assertIsNone(tPS.dimension) class MotionCorrectionConstructor(TestCase): def test_init(self): corrected = ImageSeries( name='corrected', data=np.ones((1000, 100, 100)), unit='na', format='raw', starting_time=0.0, rate=1.0 ) xy_translation = TimeSeries( name='xy_translation', data=np.ones((1000, 2)), unit='pixels', starting_time=0.0, rate=1.0, ) ip = create_imaging_plane() image_series = TwoPhotonSeries( name='TwoPhotonSeries1', data=np.ones((1000, 100, 100)), imaging_plane=ip, rate=1.0, unit='normalized amplitude' ) corrected_image_stack = CorrectedImageStack( corrected=corrected, original=image_series, xy_translation=xy_translation, ) motion_correction = MotionCorrection(corrected_image_stacks=[corrected_image_stack]) self.assertEqual(motion_correction.corrected_image_stacks['CorrectedImageStack'], corrected_image_stack) class CorrectedImageStackConstructor(TestCase): def test_init(self): is1 = ImageSeries( name='corrected', unit='unit', external_file=['external_file'], starting_frame=[0], format='external', timestamps=[1., 2.] ) is2 = ImageSeries( name='is2', unit='unit', external_file=['external_file'], starting_frame=[0], format='external', timestamps=[1., 2.] ) tstamps = np.arange(1.0, 100.0, 0.1, dtype=np.float64) ts = TimeSeries( name='xy_translation', data=list(range(len(tstamps))), unit='unit', timestamps=tstamps ) cis = CorrectedImageStack( corrected=is1, original=is2, xy_translation=ts ) self.assertEqual(cis.corrected, is1) self.assertEqual(cis.original, is2) self.assertEqual(cis.xy_translation, ts) class RoiResponseSeriesConstructor(TestCase): def test_init(self): ps = create_plane_segmentation() rt_region = ps.create_roi_table_region(description='the second ROI', region=[0]) ts = RoiResponseSeries( name='test_ts', data=[1, 2, 3], rois=rt_region, unit='unit', timestamps=[0.1, 0.2, 0.3] ) self.assertEqual(ts.name, 'test_ts') self.assertEqual(ts.unit, 'unit') self.assertEqual(ts.rois, rt_region) def test_warnings(self): ps = create_plane_segmentation() rt_region = ps.create_roi_table_region(description='the first two ROIs', region=[0, 1]) with warnings.catch_warnings(record=True) as w: # Cause all warnings to always be triggered. warnings.simplefilter("always") RoiResponseSeries( name="test_ts1", data=np.ones((6, 2)), rois=rt_region, rate=30000., unit="n.a.", ) self.assertEqual(w, []) with warnings.catch_warnings(record=True) as w: # Cause all warnings to always be triggered. warnings.simplefilter("always") RoiResponseSeries( name="test_ts1", data=np.ones((6, 3)), rois=rt_region, unit="n.a.", timestamps=[0.0, 0.1, 0.2, 0.3, 0.4, 0.5] ) self.assertEqual(len(w), 1) assert ( "RoiResponseSeries 'test_ts1': The second dimension of data does not match the length of rois. " "Your data may be transposed." ) in str(w[-1].message) with warnings.catch_warnings(record=True) as w: # Cause all warnings to always be triggered. warnings.simplefilter("always") RoiResponseSeries( name="test_ts1", data=np.ones((2, 6)), rois=rt_region, rate=30000., unit="n.a.", ) self.assertEqual(len(w), 1) assert ( "RoiResponseSeries 'test_ts1': The second dimension of data does not match the length of rois, " "but instead the first does. Data is oriented incorrectly and should be transposed." ) in str(w[-1].message) class DfOverFConstructor(TestCase): def test_init(self): pm = ProcessingModule(name='ophys', description="Optical physiology") ps = create_plane_segmentation() pm.add(ps) dof = DfOverF() pm.add(dof) rt_region = ps.create_roi_table_region(description='the second ROI', region=[1]) rrs = RoiResponseSeries( name='test_ts', data=[1, 2, 3], rois=rt_region, unit='unit', timestamps=[0.1, 0.2, 0.3] ) dof.add_roi_response_series(rrs) self.assertEqual(dof.roi_response_series['test_ts'], rrs) class FluorescenceConstructor(TestCase): def test_init(self): pm = ProcessingModule(name='ophys', description="Optical physiology") ps = create_plane_segmentation() pm.add(ps) ff = Fluorescence() pm.add(ff) rt_region = ps.create_roi_table_region(description='the second ROI', region=[1]) rrs = RoiResponseSeries( name='test_ts', data=[1, 2, 3], rois=rt_region, unit='unit', timestamps=[0.1, 0.2, 0.3] ) ff.add_roi_response_series(rrs) self.assertEqual(ff.roi_response_series['test_ts'], rrs) class ImageSegmentationConstructor(TestCase): def test_init(self): ps = create_plane_segmentation() iS = ImageSegmentation(ps, name='test_iS') self.assertEqual(iS.name, 'test_iS') self.assertEqual(iS.plane_segmentations[ps.name], ps) self.assertEqual(iS[ps.name], iS.plane_segmentations[ps.name]) class PlaneSegmentationConstructor(TestCase): def set_up_dependencies(self): iSS = ImageSeries( name='test_iS', unit='unit', external_file=['external_file'], starting_frame=[0], format='external', timestamps=[1., 2.] ) ip = create_imaging_plane() return iSS, ip def create_basic_plane_segmentation(self): """Creates a basic plane segmentation used for testing""" iSS, ip = self.set_up_dependencies() pS = PlaneSegmentation( description='description', imaging_plane=ip, name='test_name', reference_images=iSS ) return iSS, ip, pS def test_init(self): w, h = 5, 5 img_mask = [[[1.0 for x in range(w)] for y in range(h)], [[2.0 for x in range(w)] for y in range(h)]] pix_mask = [[1, 2, 1.0], [3, 4, 1.0], [5, 6, 1.0], [7, 8, 2.0], [9, 10, 2.0]] iSS, ip, pS = self.create_basic_plane_segmentation() pS.add_roi(pixel_mask=pix_mask[0:3], image_mask=img_mask[0]) pS.add_roi(pixel_mask=pix_mask[3:5], image_mask=img_mask[1]) self.assertEqual(pS.name, 'test_name') self.assertEqual(pS.description, 'description') self.assertEqual(pS.imaging_plane, ip) self.assertEqual(pS.reference_images, (iSS,)) self.assertEqual(pS['pixel_mask'].target.data, pix_mask) self.assertEqual(pS['pixel_mask'][0], pix_mask[0:3]) self.assertEqual(pS['pixel_mask'][1], pix_mask[3:5]) self.assertEqual(pS['image_mask'].data, img_mask) def test_init_pixel_mask(self): pix_mask = [[1, 2, 1.0], [3, 4, 1.0], [5, 6, 1.0], [7, 8, 2.0], [9, 10, 2.0]] iSS, ip, pS = self.create_basic_plane_segmentation() pS.add_roi(pixel_mask=pix_mask[0:3]) pS.add_roi(pixel_mask=pix_mask[3:5]) self.assertEqual(pS.name, 'test_name') self.assertEqual(pS.description, 'description') self.assertEqual(pS.imaging_plane, ip) self.assertEqual(pS.reference_images, (iSS,)) self.assertEqual(pS['pixel_mask'].target.data, pix_mask) self.assertEqual(pS['pixel_mask'][0], pix_mask[0:3]) self.assertEqual(pS['pixel_mask'][1], pix_mask[3:5]) def test_init_voxel_mask(self): vox_mask = [[1, 2, 3, 1.0], [3, 4, 1, 1.0], [5, 6, 3, 1.0], [7, 8, 3, 2.0], [9, 10, 2, 2.0]] iSS, ip, pS = self.create_basic_plane_segmentation() pS.add_roi(voxel_mask=vox_mask[0:3]) pS.add_roi(voxel_mask=vox_mask[3:5]) self.assertEqual(pS.name, 'test_name') self.assertEqual(pS.description, 'description') self.assertEqual(pS.imaging_plane, ip) self.assertEqual(pS.reference_images, (iSS,)) self.assertEqual(pS['voxel_mask'].target.data, vox_mask) self.assertEqual(pS['voxel_mask'][0], vox_mask[0:3]) self.assertEqual(pS['voxel_mask'][1], vox_mask[3:5]) def test_init_image_mask(self): w, h = 5, 5 img_mask = [[[1.0 for x in range(w)] for y in range(h)], [[2.0 for x in range(w)] for y in range(h)]] iSS, ip, pS = self.create_basic_plane_segmentation() pS.add_roi(image_mask=img_mask[0]) pS.add_roi(image_mask=img_mask[1]) self.assertEqual(pS.name, 'test_name') self.assertEqual(pS.description, 'description') self.assertEqual(pS.imaging_plane, ip) self.assertEqual(pS.reference_images, (iSS,)) self.assertEqual(pS['image_mask'].data, img_mask) def test_init_3d_image_mask(self): img_masks = np.random.randn(2, 20, 30, 4) _, _, pS = self.create_basic_plane_segmentation() pS.add_roi(image_mask=img_masks[0]) pS.add_roi(image_mask=img_masks[1]) self.assertTrue(np.allclose(pS['image_mask'][0], img_masks[0])) self.assertTrue(np.allclose(pS['image_mask'][1], img_masks[1])) def test_conversion_of_2d_pixel_mask_to_image_mask(self): pixel_mask = [[0, 0, 1.0], [1, 0, 2.0], [2, 0, 2.0]] _, _, pS = self.create_basic_plane_segmentation() img_mask = pS.pixel_to_image(pixel_mask) np.testing.assert_allclose(img_mask, np.asarray([[1, 2, 2.0], [0, 0, 0.0], [0, 0, 0.0]])) def test_conversion_of_2d_image_mask_to_pixel_mask(self): image_mask = np.asarray([[1.0, 0.0, 0.0], [0.0, 1.0, 0.0], [0.0, 0.0, 1.0]]) _, _, pS = self.create_basic_plane_segmentation() pixel_mask = pS.image_to_pixel(image_mask) np.testing.assert_allclose(pixel_mask, np.asarray([[0, 0, 1.0], [1, 1, 1.0], [2, 2, 1.0]])) pynwb-2.8.2/tests/unit/test_resources.py0000644000000000000000000000075013615410400015350 0ustar00import warnings from pynwb.resources import HERD from pynwb.testing import TestCase class TestNWBContainer(TestCase): def test_constructor(self): """ Test constructor """ with warnings.catch_warnings(record=True): warnings.filterwarnings( "ignore", message=r"HERD is experimental .*", category=UserWarning, ) er = HERD() self.assertIsInstance(er, HERD) pynwb-2.8.2/tests/unit/test_retinotopy.py0000644000000000000000000002047313615410400015556 0ustar00from pynwb.testing import TestCase class TestRetinotopy(TestCase): def test_retinotopy_deprecated(self): with self.assertRaises(ImportError): import pynwb.retinotopy # noqa: F401 # import numpy as np # from pynwb.retinotopy import ImagingRetinotopy, AxisMap, RetinotopyImage, FocalDepthImage, RetinotopyMap # from pynwb.testing import TestCase # class ImageRetinotopyConstructor(TestCase): # def setUp(self): # data = np.ones((2, 2)) # field_of_view = [1, 2] # dimension = [1, 2] # self.sign_map = RetinotopyMap('sign_map', data, field_of_view, dimension) # self.axis_1_phase_map = AxisMap('axis_1_phase_map', data, field_of_view, 'unit', dimension) # self.axis_1_power_map = AxisMap('axis_1_power_map', data, field_of_view, 'unit', dimension) # self.axis_2_phase_map = AxisMap('axis_2_phase_map', data, field_of_view, 'unit', dimension) # self.axis_2_power_map = AxisMap('axis_2_power_map', data, field_of_view, 'unit', dimension) # self.axis_descriptions = ['altitude', 'azimuth'] # data = [[1, 1], [1, 1]] # bits_per_pixel = 8 # dimension = [3, 4] # format = 'raw' # field_of_view = [1, 2] # focal_depth = 1.0 # self.focal_depth_image = FocalDepthImage('focal_depth_image', data, bits_per_pixel, dimension, format, # field_of_view, focal_depth) # self.vasculature_image = RetinotopyImage('vasculature_image', np.uint16(data), bits_per_pixel, dimension, # format, field_of_view) # def test_init(self): # """Test that ImagingRetinotopy constructor sets properties correctly.""" # msg = ('The ImagingRetinotopy class currently cannot be written to or read from a file. This is a known bug ' # 'and will be fixed in a future release of PyNWB.') # with self.assertWarnsWith(UserWarning, msg): # ir = ImagingRetinotopy(self.sign_map, self.axis_1_phase_map, self.axis_1_power_map, self.axis_2_phase_map, # self.axis_2_power_map, self.axis_descriptions, self.focal_depth_image, # self.vasculature_image) # self.assertEqual(ir.sign_map, self.sign_map) # self.assertEqual(ir.axis_1_phase_map, self.axis_1_phase_map) # self.assertEqual(ir.axis_1_power_map, self.axis_1_power_map) # self.assertEqual(ir.axis_2_phase_map, self.axis_2_phase_map) # self.assertEqual(ir.axis_2_power_map, self.axis_2_power_map) # self.assertEqual(ir.axis_descriptions, self.axis_descriptions) # self.assertEqual(ir.focal_depth_image, self.focal_depth_image) # self.assertEqual(ir.vasculature_image, self.vasculature_image) # def test_init_axis_descriptions_wrong_shape(self): # """Test that creating a ImagingRetinotopy with a axis descriptions argument that is not 2 elements raises an # error. # """ # self.axis_descriptions = ['altitude', 'azimuth', 'extra'] # msg = "ImagingRetinotopy.__init__: incorrect shape for 'axis_descriptions' (got '(3,)', expected '(2,)')" # with self.assertRaisesWith(ValueError, msg): # ImagingRetinotopy(self.sign_map, self.axis_1_phase_map, self.axis_1_power_map, self.axis_2_phase_map, # self.axis_2_power_map, self.axis_descriptions, self.focal_depth_image, # self.vasculature_image) # class RetinotopyImageConstructor(TestCase): # def test_init(self): # """Test that RetinotopyImage constructor sets properties correctly.""" # data = [[1, 1], [1, 1]] # bits_per_pixel = 8 # dimension = [3, 4] # format = 'raw' # field_of_view = [1, 2] # image = RetinotopyImage('vasculature_image', data, bits_per_pixel, dimension, format, field_of_view) # self.assertEqual(image.name, 'vasculature_image') # self.assertEqual(image.data, data) # self.assertEqual(image.bits_per_pixel, bits_per_pixel) # self.assertEqual(image.dimension, dimension) # self.assertEqual(image.format, format) # self.assertEqual(image.field_of_view, field_of_view) # def test_init_dimension_wrong_shape(self): # """Test that creating a RetinotopyImage with a dimension argument that is not 2 elements raises an error.""" # data = [[1, 1], [1, 1]] # bits_per_pixel = 8 # dimension = [3, 4, 5] # format = 'raw' # field_of_view = [1, 2] # msg = "RetinotopyImage.__init__: incorrect shape for 'dimension' (got '(3,)', expected '(2,)')" # with self.assertRaisesWith(ValueError, msg): # RetinotopyImage('vasculature_image', data, bits_per_pixel, dimension, format, field_of_view) # def test_init_fov_wrong_shape(self): # """Test that creating a RetinotopyImage with a field of view that is not 2 elements raises an error.""" # data = [[1, 1], [1, 1]] # bits_per_pixel = 8 # dimension = [3, 4] # format = 'raw' # field_of_view = [1, 2, 3] # msg = "RetinotopyImage.__init__: incorrect shape for 'field_of_view' (got '(3,)', expected '(2,)')" # with self.assertRaisesWith(ValueError, msg): # RetinotopyImage('vasculature_image', data, bits_per_pixel, dimension, format, field_of_view) # class RetinotopyMapConstructor(TestCase): # def test_init(self): # """Test that RetinotopyMap constructor sets properties correctly.""" # data = np.ones((2, 2)) # field_of_view = [1, 2] # dimension = [1, 2] # map = RetinotopyMap('sign_map', data, field_of_view, dimension) # self.assertEqual(map.name, 'sign_map') # np.testing.assert_array_equal(map.data, data) # self.assertEqual(map.field_of_view, field_of_view) # self.assertEqual(map.dimension, dimension) # class AxisMapConstructor(TestCase): # def test_init(self): # """Test that AxisMap constructor sets properties correctly.""" # data = np.ones((2, 2)) # field_of_view = [1, 2] # dimension = [1, 2] # map = AxisMap('axis_1_phase', data, field_of_view, 'unit', dimension) # self.assertEqual(map.name, 'axis_1_phase') # np.testing.assert_array_equal(map.data, data) # self.assertEqual(map.field_of_view, field_of_view) # self.assertEqual(map.dimension, dimension) # self.assertEqual(map.unit, 'unit') # def test_init_dimension_wrong_shape(self): # """Test that creating an AxisMap with a dimension argument that is not 2 elements raises an error.""" # data = np.ones((2, 2)) # field_of_view = [1, 2] # dimension = [1, 2, 3] # msg = "AxisMap.__init__: incorrect shape for 'dimension' (got '(3,)', expected '(2,)')" # with self.assertRaisesWith(ValueError, msg): # AxisMap('axis_1_phase', data, field_of_view, 'unit', dimension) # def test_init_fov_wrong_shape(self): # """Test that creating an AxisMap with a dimension argument that is not 2 elements raises an error.""" # data = np.ones((2, 2)) # field_of_view = [1, 2, 3] # dimension = [1, 2] # msg = "AxisMap.__init__: incorrect shape for 'field_of_view' (got '(3,)', expected '(2,)')" # with self.assertRaisesWith(ValueError, msg): # AxisMap('axis_1_phase', data, field_of_view, 'unit', dimension) # class FocalDepthImageConstructor(TestCase): # def test_init(self): # """Test that FocalDepthImage constructor sets properties correctly.""" # data = [[1, 1], [1, 1]] # bits_per_pixel = 8 # dimension = [3, 4] # format = 'raw' # field_of_view = [1, 2] # focal_depth = 1.0 # image = FocalDepthImage('focal_depth_image', data, bits_per_pixel, dimension, format, field_of_view, # focal_depth) # self.assertEqual(image.name, 'focal_depth_image') # self.assertEqual(image.data, data) # self.assertEqual(image.bits_per_pixel, bits_per_pixel) # self.assertEqual(image.dimension, dimension) # self.assertEqual(image.format, format) # self.assertEqual(image.field_of_view, field_of_view) # self.assertEqual(image.focal_depth, focal_depth) pynwb-2.8.2/tests/unit/test_scratch.py0000644000000000000000000001377513615410400015000 0ustar00from datetime import datetime from dateutil.tz import tzlocal import numpy as np from numpy.testing import assert_array_equal import pandas as pd from pynwb import NWBFile, TimeSeries from pynwb.core import ScratchData, DynamicTable from pynwb.testing import TestCase class TestScratchData(TestCase): def setUp(self): self.nwbfile = NWBFile( session_description='a file to test writing and reading scratch data', identifier='TEST_scratch', session_start_time=datetime(2017, 5, 1, 12, 0, 0, tzinfo=tzlocal()) ) def test_constructor_list(self): sd = ScratchData( name='foo', data=[1, 2, 3, 4], description='test scratch', ) self.assertEqual(sd.name, 'foo') self.assertListEqual(sd.data, [1, 2, 3, 4]) self.assertEqual(sd.description, 'test scratch') def test_add_scratch_int(self): ret = self.nwbfile.add_scratch(2, name='test', description='test data') self.assertIsInstance(ret, ScratchData) self.assertEqual(ret.name, 'test') self.assertEqual(ret.data, 2) self.assertEqual(ret.description, 'test data') self.assertIs(ret.parent, self.nwbfile) self.assertEqual(self.nwbfile.get_scratch('test'), 2) def test_add_scratch_list(self): self.nwbfile.add_scratch([1, 2, 3, 4], name='test', description='test data') assert_array_equal(self.nwbfile.get_scratch('test'), np.array([1, 2, 3, 4])) def test_add_scratch_ndarray(self): self.nwbfile.add_scratch(np.array([1, 2, 3, 4]), name='test', description='test data') assert_array_equal(self.nwbfile.get_scratch('test'), np.array([1, 2, 3, 4])) def test_add_scratch_list_no_name(self): msg = ('A name is required for NWBFile.add_scratch when adding a scalar, numpy.ndarray, ' 'list, tuple, or pandas.DataFrame as scratch data.') with self.assertRaisesWith(ValueError, msg): self.nwbfile.add_scratch([1, 2, 3, 4]) def test_add_scratch_ndarray_no_description(self): msg = ('A description is required for NWBFile.add_scratch when adding a scalar, numpy.ndarray, ' 'list, tuple, or pandas.DataFrame as scratch data.') with self.assertRaisesWith(ValueError, msg): self.nwbfile.add_scratch(np.array([1, 2, 3, 4]), name='test') def test_add_scratch_dataframe(self): data = pd.DataFrame(data={'col1': [1, 2, 3, 4], 'col2': ['a', 'b', 'c', 'd']}) self.nwbfile.add_scratch(data, name='test', description='my_table') assert_array_equal(data.values, self.nwbfile.get_scratch('test').values) assert_array_equal(data.index.values, self.nwbfile.get_scratch('test').index.values) def test_add_scratch_dataframe_no_description(self): data = pd.DataFrame(data={'col1': [1, 2, 3, 4], 'col2': ['a', 'b', 'c', 'd']}) msg = ('A description is required for NWBFile.add_scratch when adding a scalar, numpy.ndarray, ' 'list, tuple, or pandas.DataFrame as scratch data.') with self.assertRaisesWith(ValueError, msg): self.nwbfile.add_scratch(data, name='test') def test_add_scratch_container(self): data = TimeSeries(name='test_ts', data=[1, 2, 3, 4, 5], unit='unit', timestamps=[1.1, 1.2, 1.3, 1.4, 1.5]) self.nwbfile.add_scratch(data) self.assertIs(self.nwbfile.get_scratch('test_ts'), data) self.assertIs(self.nwbfile.scratch['test_ts'], data) def test_add_scratch_container_name(self): data = TimeSeries(name='test_ts', data=[1, 2, 3, 4, 5], unit='unit', timestamps=[1.1, 1.2, 1.3, 1.4, 1.5]) msg = ('The name argument is ignored when adding an NWBContainer, ScratchData, or ' 'DynamicTable to scratch.') with self.assertWarnsWith(UserWarning, msg): self.nwbfile.add_scratch(data, name='Foo') self.assertIs(self.nwbfile.get_scratch('test_ts'), data) self.assertIs(self.nwbfile.scratch['test_ts'], data) def test_add_scratch_container_description(self): data = TimeSeries(name='test_ts', data=[1, 2, 3, 4, 5], unit='unit', timestamps=[1.1, 1.2, 1.3, 1.4, 1.5]) msg = ('The description argument is ignored when adding an NWBContainer, ScratchData, or ' 'DynamicTable to scratch.') with self.assertWarnsWith(UserWarning, msg): self.nwbfile.add_scratch(data, description='test scratch') self.assertIs(self.nwbfile.get_scratch('test_ts'), data) self.assertIs(self.nwbfile.scratch['test_ts'], data) def test_add_scratch_scratchdata(self): data = ScratchData(name='test', data=[1, 2, 3, 4, 5], description='test description') self.nwbfile.add_scratch(data) self.assertIs(data.parent, self.nwbfile) self.assertIs(self.nwbfile.get_scratch('test', convert=False), data) self.assertIs(self.nwbfile.scratch['test'], data) def test_add_scratch_dynamictable(self): data = DynamicTable(name='test', description='description') self.nwbfile.add_scratch(data) self.assertIs(self.nwbfile.get_scratch('test', convert=False), data) self.assertIs(self.nwbfile.scratch['test'], data) def test_get_scratch_list_convert_false(self): self.nwbfile.add_scratch([1, 2, 3, 4], name='test', description='test description') self.assertTrue(isinstance(self.nwbfile.get_scratch('test', convert=False), ScratchData)) self.assertTrue(isinstance(self.nwbfile.scratch['test'], ScratchData)) self.assertEqual(self.nwbfile.scratch['test'].data, [1, 2, 3, 4]) def test_get_scratch_df_convert_false(self): data = pd.DataFrame(data={'col1': [1, 2, 3, 4], 'col2': ['a', 'b', 'c', 'd']}) self.nwbfile.add_scratch(data, name='test', description='my_table') self.assertTrue(isinstance(self.nwbfile.get_scratch('test', convert=False), DynamicTable)) self.assertTrue(isinstance(self.nwbfile.scratch['test'], DynamicTable)) self.assertEqual(self.nwbfile.scratch['test'].description, 'my_table') pynwb-2.8.2/tests/unit/test_spec.py0000644000000000000000000000160713615410400014272 0ustar00''' Tests for NWB specific Spec classes This should really test to make sure neurodata_type_def and neurodata_type_inc gets mapped appropriately when constructors and methods are invoked ''' import json from pynwb.spec import NWBNamespaceBuilder, NWBRefSpec from pynwb.testing import TestCase class NWBNamespaceTest(TestCase): def test_constructor(self): self.ns_builder = NWBNamespaceBuilder("Frank Laboratory NWB Extensions", "franklab", version='0.1') class NWBRefSpecTests(TestCase): def test_constructor(self): spec = NWBRefSpec('TimeSeries', 'object') self.assertEqual(spec.target_type, 'TimeSeries') self.assertEqual(spec.reftype, 'object') json.dumps(spec) # to ensure there are no circular links def test_wrong_reference_type(self): with self.assertRaises(ValueError): NWBRefSpec('TimeSeries', 'unknownreftype') pynwb-2.8.2/tests/unit/test_config/nwb_subject_termset.yaml0000644000000000000000000000141313615410400021162 0ustar00id: termset/species_example name: Species version: 0.0.1 prefixes: NCBI_TAXON: https://www.ncbi.nlm.nih.gov/Taxonomy/Browser/wwwtax.cgi?mode=Info&id= imports: - linkml:types default_range: string enums: Species: permissible_values: Homo sapiens: description: the species is human meaning: NCBI_TAXON:9606 Mus musculus: description: the species is a house mouse meaning: NCBI_TAXON:10090 Ursus arctos horribilis: description: the species is a grizzly bear meaning: NCBI_TAXON:116960 Myrmecophaga tridactyla: description: the species is an anteater meaning: NCBI_TAXON:71006 Ailuropoda melanoleuca: description: the species is a panda meaning: NCBI_TAXON:9646 pynwb-2.8.2/tests/unit/test_config/test_nwb_config.yaml0000644000000000000000000000021113615410400020257 0ustar00namespaces: core: version: 2.7.0-alpha data_types: Subject: species: termset: nwb_subject_termset.yaml pynwb-2.8.2/tests/validation/__init__.py0000644000000000000000000000000013615410400015175 0ustar00pynwb-2.8.2/tests/validation/test_validate.py0000644000000000000000000003436213615410400016310 0ustar00import subprocess import re import sys from unittest.mock import patch from io import StringIO import warnings from pynwb.testing import TestCase from pynwb import validate, NWBHDF5IO # NOTE we use "coverage run -m pynwb.validate" instead of "python -m pynwb.validate" # so that we can both test pynwb.validate and compute code coverage from that test. # NOTE we also use "coverage run -p" which will generate a .coverage file with the # machine name, process id, and a random number appended to the filename to # simplify collecting and merging coverage data from multiple subprocesses. if "-p" # is not used, then each "coverage run" will overwrite the .coverage file from a # previous "coverage run". # NOTE we run "coverage" as "{sys.executable} -m coverage" to 1. make sure to use # the same python version, and on Debian systems executable is "python3-coverage", not # just "coverage". # NOTE the run_coverage.yml GitHub Action runs "python -m coverage combine" to # combine the individual coverage reports into one .coverage file. def run_coverage(extra_args: list[str]): return subprocess.run( [sys.executable, "-m", "coverage", "run", "-p", "-m", "pynwb.validate"] + extra_args, capture_output=True ) class TestValidateCLI(TestCase): # 1.0.2_nwbfile.nwb has no cached specifications # 1.0.3_nwbfile.nwb has cached "core" specification # 1.1.2_nwbfile.nwb has cached "core" and "hdmf-common" specifications def test_validate_file_no_cache(self): """Test that validating a file with no cached spec against the core namespace succeeds.""" result = run_coverage(["tests/back_compat/1.0.2_nwbfile.nwb"]) stderr_regex = re.compile( r"The file tests/back_compat/1\.0\.2_nwbfile\.nwb has no cached namespace information\. " r"Falling back to PyNWB namespace information\.\s*" ) self.assertRegex(result.stderr.decode('utf-8'), stderr_regex) stdout_regex = re.compile( r"Validating tests/back_compat/1\.0\.2_nwbfile\.nwb against PyNWB namespace information using namespace " r"'core'\.\s* - no errors found\.\s*") self.assertRegex(result.stdout.decode('utf-8'), stdout_regex) def test_validate_file_no_cache_bad_ns(self): """Test that validating a file with no cached spec against a specified, unknown namespace fails.""" result = run_coverage(["tests/back_compat/1.0.2_nwbfile.nwb", "--ns", "notfound"]) stderr_regex = re.compile( r"The file tests/back_compat/1\.0\.2_nwbfile\.nwb has no cached namespace information\. " r"Falling back to PyNWB namespace information\.\s*" r"The namespace 'notfound' could not be found in PyNWB namespace information as only " r"\['core'\] is present\.\s*" ) self.assertRegex(result.stderr.decode('utf-8'), stderr_regex) self.assertEqual(result.stdout.decode('utf-8'), '') def test_validate_file_cached(self): """Test that validating a file with cached spec against its cached namespace succeeds.""" result = run_coverage(["tests/back_compat/1.1.2_nwbfile.nwb"]) self.assertEqual(result.stderr.decode('utf-8'), '') stdout_regex = re.compile( r"Validating tests/back_compat/1\.1\.2_nwbfile\.nwb against cached namespace information using namespace " r"'core'\.\s* - no errors found\.\s*") self.assertRegex(result.stdout.decode('utf-8'), stdout_regex) def test_validate_file_cached_bad_ns(self): """Test that validating a file with cached spec against a specified, unknown namespace fails.""" result = run_coverage(["tests/back_compat/1.1.2_nwbfile.nwb", "--ns", "notfound"]) stderr_regex = re.compile( r"The namespace 'notfound' could not be found in cached namespace information as only " r"\['core'\] is present\.\s*" ) self.assertRegex(result.stderr.decode('utf-8'), stderr_regex) self.assertEqual(result.stdout.decode('utf-8'), '') def test_validate_file_cached_extension(self): """Test that validating a file with cached spec against the cached namespaces succeeds.""" result = run_coverage(["tests/back_compat/2.1.0_nwbfile_with_extension.nwb"]) self.assertEqual(result.stderr.decode('utf-8'), '') stdout_regex = re.compile( r"Validating tests/back_compat/2\.1\.0_nwbfile_with_extension\.nwb against cached namespace information " r"using namespace 'ndx-testextension'\.\s* - no errors found\.\s*") self.assertRegex(result.stdout.decode('utf-8'), stdout_regex) def test_validate_file_cached_extension_pass_ns(self): """Test that validating a file with cached spec against the extension namespace succeeds.""" result = run_coverage(["tests/back_compat/2.1.0_nwbfile_with_extension.nwb", "--ns", "ndx-testextension"]) self.assertEqual(result.stderr.decode('utf-8'), '') stdout_regex = re.compile( r"Validating tests/back_compat/2\.1\.0_nwbfile_with_extension\.nwb against cached namespace information " r"using namespace 'ndx-testextension'\.\s* - no errors found\.\s*") self.assertRegex(result.stdout.decode('utf-8'), stdout_regex) def test_validate_file_cached_core(self): """Test that validating a file with cached spec against the core namespace succeeds.""" result = run_coverage(["tests/back_compat/2.1.0_nwbfile_with_extension.nwb", "--ns", "core"]) stdout_regex = re.compile( r"The namespace 'core' is included by the namespace 'ndx-testextension'. " r"Please validate against that namespace instead\.\s*" ) self.assertRegex(result.stderr.decode('utf-8'), stdout_regex) def test_validate_file_cached_hdmf_common(self): """Test that validating a file with cached spec against the hdmf-common namespace fails.""" result = run_coverage(["tests/back_compat/1.1.2_nwbfile.nwb", "--ns", "hdmf-common"]) stderr_regex = re.compile( r"The namespace 'hdmf-common' is included by the namespace 'core'\. Please validate against that " r"namespace instead\.\s*", ) self.assertRegex(result.stderr.decode('utf-8'), stderr_regex) def test_validate_file_cached_ignore(self): """Test that validating a file with cached spec against the core namespace succeeds.""" result = run_coverage(["tests/back_compat/1.1.2_nwbfile.nwb", "--no-cached-namespace"]) self.assertEqual(result.stderr.decode('utf-8'), '') stdout_regex = re.compile( r"Validating tests/back_compat/1\.1\.2_nwbfile\.nwb against PyNWB namespace information using namespace " r"'core'\.\s* - no errors found\.\s*") self.assertRegex(result.stdout.decode('utf-8'), stdout_regex) def test_validate_file_invalid(self): """Test that validating an invalid file outputs errors.""" result = run_coverage(["tests/back_compat/1.0.2_str_experimenter.nwb", "--no-cached-namespace"]) stderr_regex = re.compile( r" - found the following errors:\s*" r"root/general/experimenter \(general/experimenter\): incorrect shape - expected an array of shape " r"'\[None\]', got non-array data 'one experimenter'\s*" ) self.assertRegex(result.stderr.decode('utf-8'), stderr_regex) stdout_regex = re.compile( r"Validating tests/back_compat/1\.0\.2_str_experimenter\.nwb against PyNWB namespace information using " r"namespace 'core'\.\s*") self.assertRegex(result.stdout.decode('utf-8'), stdout_regex) def test_validate_file_list_namespaces_core(self): """Test listing namespaces from a file""" result = run_coverage(["tests/back_compat/1.1.2_nwbfile.nwb", "--list-namespaces"]) self.assertEqual(result.stderr.decode('utf-8'), '') stdout_regex = re.compile(r"core\s*") self.assertRegex(result.stdout.decode('utf-8'), stdout_regex) def test_validate_file_list_namespaces_extension(self): """Test listing namespaces from a file with an extension""" result = run_coverage(["tests/back_compat/2.1.0_nwbfile_with_extension.nwb", "--list-namespaces"]) self.assertEqual(result.stderr.decode('utf-8'), '') stdout_regex = re.compile(r"ndx-testextension\s*") self.assertRegex(result.stdout.decode('utf-8'), stdout_regex) class TestValidateFunction(TestCase): # 1.0.2_nwbfile.nwb has no cached specifications # 1.0.3_nwbfile.nwb has cached "core" specification # 1.1.2_nwbfile.nwb has cached "core" and "hdmf-common" specificaitions def get_io(self, path): """Get an NWBHDF5IO object for the given path, ignoring the warning about ignoring cached namespaces.""" with warnings.catch_warnings(): warnings.filterwarnings( "ignore", message=r"Ignoring cached namespace .*", category=UserWarning, ) return NWBHDF5IO(str(path), 'r') def test_validate_io_no_cache(self): """Test that validating a file with no cached spec against the core namespace succeeds.""" with self.get_io('tests/back_compat/1.0.2_nwbfile.nwb') as io: errors = validate(io) self.assertEqual(errors, []) def test_validate_io_no_cache_bad_ns(self): """Test that validating a file with no cached spec against a specified, unknown namespace fails.""" with self.get_io('tests/back_compat/1.0.2_nwbfile.nwb') as io: with self.assertRaisesWith(KeyError, "\"'notfound' not a namespace\""): validate(io, 'notfound') def test_validate_io_cached(self): """Test that validating a file with cached spec against its cached namespace succeeds.""" with self.get_io('tests/back_compat/1.1.2_nwbfile.nwb') as io: errors = validate(io) self.assertEqual(errors, []) def test_validate_io_cached_extension(self): """Test that validating a file with cached spec against its cached namespaces succeeds.""" with self.get_io('tests/back_compat/2.1.0_nwbfile_with_extension.nwb') as io: errors = validate(io) self.assertEqual(errors, []) def test_validate_io_cached_extension_pass_ns(self): """Test that validating a file with cached extension spec against the extension namespace succeeds.""" with self.get_io('tests/back_compat/2.1.0_nwbfile_with_extension.nwb') as io: errors = validate(io, 'ndx-testextension') self.assertEqual(errors, []) def test_validate_io_cached_core_with_io(self): """ For back-compatability, test that validating a file with cached extension spec against the core namespace succeeds when using the `io` + `namespace` keywords. """ with self.get_io(path='tests/back_compat/2.1.0_nwbfile_with_extension.nwb') as io: results = validate(io=io, namespace="core") self.assertEqual(results, []) def test_validate_file_cached_extension(self): """ Test that validating a file with cached extension spec against the core namespace raises an error with the new CLI-mimicing paths keyword. """ nwbfile_path = "tests/back_compat/2.1.0_nwbfile_with_extension.nwb" with patch("sys.stderr", new=StringIO()) as fake_err: with patch("sys.stdout", new=StringIO()) as fake_out: results, status = validate(paths=[nwbfile_path], namespace="core", verbose=True) self.assertEqual(results, []) self.assertEqual(status, 1) self.assertEqual( fake_err.getvalue(), ( "The namespace 'core' is included by the namespace 'ndx-testextension'. " "Please validate against that namespace instead.\n" ) ) self.assertEqual(fake_out.getvalue(), "") def test_validate_file_cached_core(self): """ Test that validating a file with cached core spec with verbose=False. """ nwbfile_path = "tests/back_compat/1.1.2_nwbfile.nwb" with patch("sys.stderr", new=StringIO()) as fake_err: with patch("sys.stdout", new=StringIO()) as fake_out: results, status = validate(paths=[nwbfile_path], namespace="core") self.assertEqual(results, []) self.assertEqual(status, 0) self.assertEqual(fake_err.getvalue(), "") self.assertEqual(fake_out.getvalue(), "") def test_validate_file_cached_no_cache_bad_ns(self): """ Test that validating a file with no cached namespace, a namespace that is not found, and verbose=False. """ nwbfile_path = "tests/back_compat/1.0.2_nwbfile.nwb" with patch("sys.stderr", new=StringIO()) as fake_err: with patch("sys.stdout", new=StringIO()) as fake_out: results, status = validate(paths=[nwbfile_path], namespace="notfound") self.assertEqual(results, []) self.assertEqual(status, 1) stderr_regex = ( r"The namespace 'notfound' could not be found in PyNWB namespace information as only " r"\['core'\] is present.\n" ) self.assertRegex(fake_err.getvalue(), stderr_regex) self.assertEqual(fake_out.getvalue(), "") def test_validate_io_cached_bad_ns(self): """Test that validating a file with cached spec against a specified, unknown namespace fails.""" with self.get_io('tests/back_compat/1.1.2_nwbfile.nwb') as io: with self.assertRaisesWith(KeyError, "\"'notfound' not a namespace\""): validate(io, 'notfound') def test_validate_io_cached_hdmf_common(self): """Test that validating a file with cached spec against the hdmf-common namespace fails.""" with self.get_io('tests/back_compat/1.1.2_nwbfile.nwb') as io: # TODO this error should not be different from the error when using the validate script above msg = "builder must have data type defined with attribute 'data_type'" with self.assertRaisesWith(ValueError, msg): validate(io, 'hdmf-common') pynwb-2.8.2/.gitignore0000644000000000000000000000174613615410400011602 0ustar00### VisualStudioCode ### .vscode/* !.vscode/settings.json !.vscode/tasks.json !.vscode/extensions.json .history ### PyNWB### docs/notebooks/boc/ # Auto-generated apidocs RST files docs/source/pynwb*.rst docs/source/modules.rst docs/source/gen_modules/ docs/source/modules/generated # Auto-generated files after running tutorials *_example.nwb mylab.*.yaml *.npy *.nwb !/tests/back_compat/*.nwb manifest.json # Auto-generated tutorials docs/source/tutorials/ ### Python ### # Byte-compiled / optimized / DLL files __pycache__/ *.py[cod] *$py.class # Sphinx documentation docs/_build/ docs/build/ docs/source/pynwb.*.rst # setuptools build/ dist/ *.egg-info # Jupyter Notebook .ipynb_checkpoints #PyCharm .idea/ # shell scripts (e.g. used with fswatch) *.sh docs/tmpl.conf.py docs/tmpl.index.rst # coverage output tests/coverage/htmlcov .coverage .coverage.* # duecredit output .duecredit.p # tox .tox # vscode .vscode/ # mypy .mypy_cache/ # macos .DS_Store # Version _version.py pynwb-2.8.2/README.rst0000644000000000000000000001655313615410400011303 0ustar00.. image:: docs/source/figures/logo_pynwb.png :width: 200px PyNWB is a Python package for working with NWB files. The PyNWB documentation can be found at https://pynwb.readthedocs.io Latest Release ============== .. image:: https://badge.fury.io/py/pynwb.svg :target: https://badge.fury.io/py/pynwb .. image:: https://anaconda.org/conda-forge/pynwb/badges/version.svg :target: https://anaconda.org/conda-forge/pynwb Overall Health ============== .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_coverage.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_coverage.yml .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_tests.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_tests.yml .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/codespell.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/codespell.yml .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/ruff.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/ruff.yml .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/check_sphinx_links.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/check_sphinx_links.yml .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_inspector_tests.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_inspector_tests.yml .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_all_tests.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_all_tests.yml .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/deploy_release.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/deploy_release.yml .. image:: https://readthedocs.org/projects/pynwb/badge/?version=latest :target: https://pynwb.readthedocs.io/en/latest/?badge=latest :alt: Documentation Status .. image:: https://img.shields.io/pypi/l/pynwb.svg :target: https://github.com/neurodatawithoutborders/pynwb/blob/dev/license.txt :alt: PyPI - License **Conda Feedstock** .. image:: https://dev.azure.com/conda-forge/feedstock-builds/_apis/build/status/pynwb-feedstock?branchName=main :target: https://dev.azure.com/conda-forge/feedstock-builds/_build/latest?definitionId=5703&branchName=main :alt: Conda Feedstock Status NWB Format API ============== PyNWB is a Python package for working with NWB files. It provides a high-level API for efficiently working with Neurodata stored in the `NWB format `_. `Neurodata Without Borders (NWB) `_ is a project to develop a unified data format for cellular-based neurophysiology data, focused on the dynamics of groups of neurons measured under a large range of experimental conditions. The NWB team consists of neuroscientists and software developers who recognize that adoption of a unified data format is an important step toward breaking down the barriers to data sharing in neuroscience. Installation ============ See the PyNWB documentation for details https://pynwb.readthedocs.io/en/stable/install_users.html Code of Conduct =============== This project and everyone participating in it is governed by our `code of conduct guidelines <.github/CODE_OF_CONDUCT.rst>`_. By participating, you are expected to uphold this code. Contributing ============ For details on how to contribute to PyNWB see our `contribution guidelines `_. Citing NWB ========== * **Manuscript:** Oliver Rübel, Andrew Tritt, Ryan Ly, Benjamin K Dichter, Satrajit Ghosh, Lawrence Niu, Pamela Baker, Ivan Soltesz, Lydia Ng, Karel Svoboda, Loren Frank, Kristofer E Bouchard. (2022). The Neurodata Without Borders ecosystem for neurophysiological data science. eLife, 11:e78362. doi: https://doi.org/10.7554/eLife.78362 * **RRID:** (PyNWB, RRID:SCR_017452) LICENSE ======= "pynwb" Copyright (c) 2017-2024, The Regents of the University of California, through Lawrence Berkeley National Laboratory (subject to receipt of any required approvals from the U.S. Dept. of Energy). All rights reserved. Redistribution and use in source and binary forms, with or without modification, are permitted provided that the following conditions are met: (1) Redistributions of source code must retain the above copyright notice, this list of conditions and the following disclaimer. (2) Redistributions in binary form must reproduce the above copyright notice, this list of conditions and the following disclaimer in the documentation and/or other materials provided with the distribution. (3) Neither the name of the University of California, Lawrence Berkeley National Laboratory, U.S. Dept. of Energy nor the names of its contributors may be used to endorse or promote products derived from this software without specific prior written permission. THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. You are under no obligation whatsoever to provide any bug fixes, patches, or upgrades to the features, functionality or performance of the source code ("Enhancements") to anyone; however, if you choose to make your Enhancements available either publicly, or directly to Lawrence Berkeley National Laboratory, without imposing a separate written license agreement for such Enhancements, then you hereby grant the following license: a non-exclusive, royalty-free perpetual license to install, use, modify, prepare derivative works, incorporate into other computer software, distribute, and sublicense such enhancements or derivative works thereof, in binary and source code form. COPYRIGHT ========= "pynwb" Copyright (c) 2017-2024, The Regents of the University of California, through Lawrence Berkeley National Laboratory (subject to receipt of any required approvals from the U.S. Dept. of Energy). All rights reserved. If you have questions about your rights to use or distribute this software, please contact Berkeley Lab's Innovation & Partnerships Office at IPO@lbl.gov. NOTICE. This Software was developed under funding from the U.S. Department of Energy and the U.S. Government consequently retains certain rights. As such, the U.S. Government has been granted for itself and others acting on its behalf a paid-up, nonexclusive, irrevocable, worldwide license in the Software to reproduce, distribute copies to the public, prepare derivative works, and perform publicly and display publicly, and to permit other to do so. pynwb-2.8.2/pyproject.toml0000644000000000000000000000642613615410400012526 0ustar00[build-system] requires = ["hatchling", "hatch-vcs"] # hatchling for build | hatch-vcs for versioning build-backend = "hatchling.build" # the build backend used [project] name = "pynwb" authors = [ { name="Andrew Tritt", email="ajtritt@lbl.gov" }, { name="Ryan Ly", email="rly@lbl.gov" }, { name="Oliver Ruebel", email="oruebel@lbl.gov" }, { name="Ben Dichter", email="ben.dichter@gmail.com" }, { name="Matthew Avaylon", email="mavaylon@lbl.gov" }, { name="Stephanie Prince", email="smprince@lbl.gov" }, ] description= "Package for working with Neurodata stored in the NWB format." readme = "README.rst" requires-python = ">=3.8" license = {text = "BSD-3-Clause"} classifiers = [ "Programming Language :: Python", "Programming Language :: Python :: 3.8", "Programming Language :: Python :: 3.9", "Programming Language :: Python :: 3.10", "Programming Language :: Python :: 3.11", "Programming Language :: Python :: 3.12", "License :: OSI Approved :: BSD License", "Development Status :: 5 - Production/Stable", "Intended Audience :: Developers", "Intended Audience :: Science/Research", "Operating System :: Microsoft :: Windows", "Operating System :: MacOS", "Operating System :: Unix", "Topic :: Scientific/Engineering :: Medical Science Apps." ] dependencies = [ "h5py>=2.10", "hdmf>=3.14.3", "numpy>=1.18", "pandas>=1.1.5", "python-dateutil>=2.7.3", ] dynamic = ["version"] # the build backend will compute the version dynamically from git tag (or a __version__) [project.optional-dependencies] # Add optional dependencies here [project.urls] "Homepage" = "https://github.com/NeurodataWithoutBorders/pynwb" "Bug Tracker" = "https://github.com/NeurodataWithoutBorders/pynwb/issues" [tool.hatch.version] source = "vcs" [tool.hatch.build.hooks.vcs] # this file is created/updated when the package is installed and used in # src/pynwb/__init__.py to set `__version__` (from _version.py). version-file = "src/pynwb/_version.py" [tool.hatch.build.targets.sdist] exclude = [ ".git*", ".codecov.yml", ".readthedocs.yaml", ] [tool.hatch.build.targets.wheel] packages = ["src/pynwb"] exclude = [ ".git*", ".codecov.yml", ".readthedocs.yaml", ] [tool.codespell] skip = "htmlcov,.git,.mypy_cache,.pytest_cache,.coverage,*.pdf,*.svg,venvs,.tox,nwb-schema,./docs/_build/*,*.ipynb" ignore-words-list = "optin,potatos,assertin" [tool.coverage.run] branch = true source = ["pynwb"] [tool.coverage.report] exclude_lines = [ "pragma: no cover", "@abstract" ] omit = [ "*/pynwb/_due.py", "*/pynwb/testing/*", "*/pynwb/legacy/*" ] [tool.ruff] lint.select = ["E", "F", "T100", "T201", "T203"] exclude = [ ".git", ".tox", "__pycache__", "build/", "dist/", "src/nwb-schema", "docs/source/conf.py", "docs/notebooks/*", "src/pynwb/_due.py", "test.py" # remove when pytest comes along ] line-length = 120 [tool.ruff.lint.per-file-ignores] "tests/read_dandi/*" = ["T201"] "docs/gallery/*" = ["E402", "T201"] "src/*/__init__.py" = ["F401"] "src/pynwb/_version.py" = ["T201"] "src/pynwb/validate.py" = ["T201"] "scripts/*" = ["T201"] # "test_gallery.py" = ["T201"] # Uncomment when test_gallery.py is created [tool.ruff.lint.mccabe] max-complexity = 17 pynwb-2.8.2/PKG-INFO0000644000000000000000000002135413615410400010704 0ustar00Metadata-Version: 2.3 Name: pynwb Version: 2.8.2 Summary: Package for working with Neurodata stored in the NWB format. Project-URL: Homepage, https://github.com/NeurodataWithoutBorders/pynwb Project-URL: Bug Tracker, https://github.com/NeurodataWithoutBorders/pynwb/issues Author-email: Andrew Tritt , Ryan Ly , Oliver Ruebel , Ben Dichter , Matthew Avaylon , Stephanie Prince License: BSD-3-Clause Classifier: Development Status :: 5 - Production/Stable Classifier: Intended Audience :: Developers Classifier: Intended Audience :: Science/Research Classifier: License :: OSI Approved :: BSD License Classifier: Operating System :: MacOS Classifier: Operating System :: Microsoft :: Windows Classifier: Operating System :: Unix Classifier: Programming Language :: Python Classifier: Programming Language :: Python :: 3.8 Classifier: Programming Language :: Python :: 3.9 Classifier: Programming Language :: Python :: 3.10 Classifier: Programming Language :: Python :: 3.11 Classifier: Programming Language :: Python :: 3.12 Classifier: Topic :: Scientific/Engineering :: Medical Science Apps. Requires-Python: >=3.8 Requires-Dist: h5py>=2.10 Requires-Dist: hdmf>=3.14.3 Requires-Dist: numpy>=1.18 Requires-Dist: pandas>=1.1.5 Requires-Dist: python-dateutil>=2.7.3 Description-Content-Type: text/x-rst .. image:: docs/source/figures/logo_pynwb.png :width: 200px PyNWB is a Python package for working with NWB files. The PyNWB documentation can be found at https://pynwb.readthedocs.io Latest Release ============== .. image:: https://badge.fury.io/py/pynwb.svg :target: https://badge.fury.io/py/pynwb .. image:: https://anaconda.org/conda-forge/pynwb/badges/version.svg :target: https://anaconda.org/conda-forge/pynwb Overall Health ============== .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_coverage.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_coverage.yml .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_tests.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_tests.yml .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/codespell.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/codespell.yml .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/ruff.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/ruff.yml .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/check_sphinx_links.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/check_sphinx_links.yml .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_inspector_tests.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_inspector_tests.yml .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_all_tests.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/run_all_tests.yml .. image:: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/deploy_release.yml/badge.svg :target: https://github.com/NeurodataWithoutBorders/pynwb/actions/workflows/deploy_release.yml .. image:: https://readthedocs.org/projects/pynwb/badge/?version=latest :target: https://pynwb.readthedocs.io/en/latest/?badge=latest :alt: Documentation Status .. image:: https://img.shields.io/pypi/l/pynwb.svg :target: https://github.com/neurodatawithoutborders/pynwb/blob/dev/license.txt :alt: PyPI - License **Conda Feedstock** .. image:: https://dev.azure.com/conda-forge/feedstock-builds/_apis/build/status/pynwb-feedstock?branchName=main :target: https://dev.azure.com/conda-forge/feedstock-builds/_build/latest?definitionId=5703&branchName=main :alt: Conda Feedstock Status NWB Format API ============== PyNWB is a Python package for working with NWB files. It provides a high-level API for efficiently working with Neurodata stored in the `NWB format `_. `Neurodata Without Borders (NWB) `_ is a project to develop a unified data format for cellular-based neurophysiology data, focused on the dynamics of groups of neurons measured under a large range of experimental conditions. The NWB team consists of neuroscientists and software developers who recognize that adoption of a unified data format is an important step toward breaking down the barriers to data sharing in neuroscience. Installation ============ See the PyNWB documentation for details https://pynwb.readthedocs.io/en/stable/install_users.html Code of Conduct =============== This project and everyone participating in it is governed by our `code of conduct guidelines <.github/CODE_OF_CONDUCT.rst>`_. By participating, you are expected to uphold this code. Contributing ============ For details on how to contribute to PyNWB see our `contribution guidelines `_. Citing NWB ========== * **Manuscript:** Oliver Rübel, Andrew Tritt, Ryan Ly, Benjamin K Dichter, Satrajit Ghosh, Lawrence Niu, Pamela Baker, Ivan Soltesz, Lydia Ng, Karel Svoboda, Loren Frank, Kristofer E Bouchard. (2022). The Neurodata Without Borders ecosystem for neurophysiological data science. eLife, 11:e78362. doi: https://doi.org/10.7554/eLife.78362 * **RRID:** (PyNWB, RRID:SCR_017452) LICENSE ======= "pynwb" Copyright (c) 2017-2024, The Regents of the University of California, through Lawrence Berkeley National Laboratory (subject to receipt of any required approvals from the U.S. Dept. of Energy). All rights reserved. Redistribution and use in source and binary forms, with or without modification, are permitted provided that the following conditions are met: (1) Redistributions of source code must retain the above copyright notice, this list of conditions and the following disclaimer. (2) Redistributions in binary form must reproduce the above copyright notice, this list of conditions and the following disclaimer in the documentation and/or other materials provided with the distribution. (3) Neither the name of the University of California, Lawrence Berkeley National Laboratory, U.S. Dept. of Energy nor the names of its contributors may be used to endorse or promote products derived from this software without specific prior written permission. THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. You are under no obligation whatsoever to provide any bug fixes, patches, or upgrades to the features, functionality or performance of the source code ("Enhancements") to anyone; however, if you choose to make your Enhancements available either publicly, or directly to Lawrence Berkeley National Laboratory, without imposing a separate written license agreement for such Enhancements, then you hereby grant the following license: a non-exclusive, royalty-free perpetual license to install, use, modify, prepare derivative works, incorporate into other computer software, distribute, and sublicense such enhancements or derivative works thereof, in binary and source code form. COPYRIGHT ========= "pynwb" Copyright (c) 2017-2024, The Regents of the University of California, through Lawrence Berkeley National Laboratory (subject to receipt of any required approvals from the U.S. Dept. of Energy). All rights reserved. If you have questions about your rights to use or distribute this software, please contact Berkeley Lab's Innovation & Partnerships Office at IPO@lbl.gov. NOTICE. This Software was developed under funding from the U.S. Department of Energy and the U.S. Government consequently retains certain rights. As such, the U.S. Government has been granted for itself and others acting on its behalf a paid-up, nonexclusive, irrevocable, worldwide license in the Software to reproduce, distribute copies to the public, prepare derivative works, and perform publicly and display publicly, and to permit other to do so.

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QU!ppt/notesMasters/notesMaster1.xmlPK-! muEppt/theme/theme5.xmlPK-! 6CUyppt/theme/theme4.xmlPK- !z֥ddppt/media/image2.jpegPK-!Q^p$0ppt/handoutMasters/_rels/handoutMaster1.xml.relsPK- !cwwppt/media/image1.jpegPK-! muppt/theme/theme6.xmlPK- !ITkkdocProps/thumbnail.jpegPK- !y;;zppt/media/image4.jpegPK- !"z_ppt/media/image5.jpegPK- ! >>"ppt/media/image3.jpegPK-!?qC(  "ppt/tableStyles.xmlPK-!oe4}"ppt/viewProps.xmlPK-!"ppt/presProps.xmlPK-!Q vP(e"ppt/printerSettings/printerSettings1.binPK-!1J"docProps/app.xmlPK-!9*"docProps/core.xmlPKZZ"pynwb-2.8.2/docs/source/testing/index.rst0000644000000000000000000000226113615410400015351 0ustar00Testing ------- PyNWB has a goal of 100% test coverage, so it is important that any changes to the code base be covered by tests. Our tests are split into four main categories, all of which are in the ``tests/`` folder: * ``tests/back_compat`` tests to check compatibility of the API with older version of NWB. This is a collection of small NWB files with many different versions and a small testing script that ensures we can still read them. * ``tests/unit``: tests that cover each use-case of each method or function * ``tests/integration``: tests that neurodata types and NWB file can be written and read in various modes and backends including HDF5 and using the ros3 driver. * ``tests/validation``: tests command line usage of the ``pynwb.validate`` NWB validator. In addition to the ``tests/`` folder, there is also a :py:mod:`pynwb.testing` package. This module does not contain any tests but instead contains classes and/or functions that help with the implementation of tests for PyNWB and are used in the testing suite and also be imported and used by downstream libraries, e.g., to implement test suites for extensions to the NWB (NDX). .. toctree:: mock make_roundtrip_testpynwb-2.8.2/docs/source/testing/make_roundtrip_test.rst0000644000000000000000000001671513615410400020335 0ustar00============================= How to Make a Roundtrip Test ============================= The PyNWB test suite has tools for easily doing round-trip tests of container classes. These tools exist in the integration test suite in ``tests/integration/ui_write/base.py`` for this reason and for the sake of keeping the repository organized, we recommend you write your tests in the ``tests/integration/ui_write`` subdirectory of the Git repository. For executing your new tests, we recommend using the `test.py` script in the top of the Git repository. Roundtrip tests will get executed as part of the integration test suite, which can be executed with the following command:: $ python test.py -i The roundtrip test will generate a new NWB file with the name ``test_.nwb`` where ``CLASS_NAME`` is the class name of the :py:class:`~hdmf.container.Container` class you are roundtripping. The test will write an NWB file with an instance of the container to disk, read this instance back in, and compare it to the instance that was used for writing to disk. Once the test is complete, the NWB file will be deleted. You can keep the NWB file around after the test completes by setting the environment variable ``CLEAN_NWB`` to ``0``, ``false``, ``False``, or ``FALSE``. Setting ``CLEAN_NWB`` to any value not listed here will cause the roundtrip NWB file to be deleted once the test has completed Before writing tests, we also suggest you familiarize yourself with the :ref:`software architecture ` of PyNWB. ----------------- ``NWBH5IOMixin`` ----------------- To write a roundtrip test, you will need to subclass the :py:class:`~pynwb.testing.testh5io.NWBH5IOMixin` class and override some of its instance methods. :py:class:`~pynwb.testing.testh5io.NWBH5IOMixin` provides four methods for testing the process of going from in-memory Python object to data stored on disk and back. Three of these methods--``setUpContainer``, ``addContainer``, and ``getContainer``--are required for carrying out the roundtrip test. The fourth method is required for testing the conversion from the container to the :py:mod:`builder `--the intermediate data structure that gets used by :py:class:`~hdmf.backends.io.HDMFIO` implementations for writing to disk. If you do not want to test step of the process, you can just implement ``setUpContainer``, ``addContainer``, and ``getContainer``. ################## ``setUpContainer`` ################## The first thing (and possibly the *only* thing -- see :ref:`rt_below`) you need to do is override is the ``setUpContainer`` method. This method should take no arguments, and return an instance of the container class you are testing. Here is an example using a generic :py:class:`~pynwb.base.TimeSeries`: .. code-block:: python from pynwb.testing import NWBH5IOMixin, TestCase class TimeSeriesRoundTrip(NWBH5IOMixin, TestCase): def setUpContainer(self): return TimeSeries( "test_timeseries", "example_source", list(range(100, 200, 10)), "SIunit", timestamps=list(range(10)), resolution=0.1, ) ################ ``addContainer`` ################ The next thing is to tell the :py:class:`~pynwb.testing.testh5io.NWBH5IOMixin` how to add the container to an NWBFile. This method takes a single argument--the :py:class:`~pynwb.file.NWBFile` instance that will be used to write your container. This method is required because different container types are allowed in different parts of an NWBFile. This method is also where you can add additional containers that your container of interest depends on. For example, for the :py:class:`~pynwb.ecephys.ElectricalSeries` roundtrip test, ``addContainer`` handles adding the :py:class:`~pynwb.ecephys.ElectrodeGroup`, :py:class:`~pynwb.file.ElectrodeTable`, and :py:class:`~pynwb.device.Device` dependencies. Continuing from our example above, we will add the method for adding a generic :py:class:`~pynwb.base.TimeSeries` instance: .. code-block:: python class TimeSeriesRoundTrip(NWBH5IOMixin, TestCase): def addContainer(self, nwbfile): nwbfile.add_acquisition(self.container) ################ ``getContainer`` ################ Finally, you need to tell :py:class:`~pynwb.testing.testh5io.NWBH5IOMixin` how to get back the container we added. As with ``addContainer``, this method takes an :py:class:`~pynwb.file.NWBFile` as its single argument. The only difference is that this :py:class:`~pynwb.file.NWBFile` instance is what was read back in. Again, since not all containers go in the same place, we need to tell the test harness how to get back our container of interest. To finish off example from above, we will add the method for getting back our generic :py:class:`~pynwb.base.TimeSeries` instance: .. code-block:: python class TimeSeriesRoundTrip(NWBH5IOMixin, TestCase): def getContainer(self, nwbfile): return nwbfile.get_acquisition(self.container.name) ################ ``setUpBuilder`` ################ As mentioned above, there is an optional method to override. This method will add two additional tests. First, it will add a test for converting your container into a builder to make sure the intermerdiate data structure gets built appropriately. Second it will add a test for constructing your container from the builder returned by your overridden ``setUpBuilder`` method. This method takes no arguments, and should return the builder representation of your container class instance. This method is not required, but can serve as an additional check to make sure your containers are getting converted to the expected structure as described in your specification. Continuing from the :py:class:`~pynwb.base.TimeSeries` example, lets add ``setUpBuilder``: .. code-block:: python from hdmf.build import GroupBuilder class TimeSeriesRoundTrip(NWBH5IOMixin, TestCase): def setUpBuilder(self): return GroupBuilder( 'test_timeseries', attributes={ 'source': 'example_source', 'namespace': base.CORE_NAMESPACE, 'neurodata_type': 'TimeSeries', 'description': 'no description', 'comments': 'no comments', }, datasets={ 'data': DatasetBuilder( 'data', list(range(100, 200, 10)), attributes={ 'unit': 'SIunit', 'conversion': 1.0, 'resolution': 0.1, } ), 'timestamps': DatasetBuilder( 'timestamps', list(range(10)), attributes={'unit': 'Seconds', 'interval': 1}, ) } ) .. _rt_below: ------------------------ ``AcquisitionH5IOMixin`` ------------------------ If you are testing something that can go in *acquisition*, you can avoid writing ``addContainer`` and ``getContainer`` by extending :py:class:`~pynwb.testing.testh5io.AcquisitionH5IOMixin`. This class has already overridden these methods to add your container object to acquisition. Even if your container can go in acquisition, you may still need to override ``addContainer`` if your container depends other containers that you need to add to the :py:class:`~pynwb.file.NWBFile` that will be written. pynwb-2.8.2/docs/source/testing/mock.rst0000644000000000000000000000652113615410400015176 0ustar00Mock ==== When creating tests within PyNWB and in downstream libraries, it is often necessary to create example instances of neurodata objects. However, this can be quite laborious for some types. For instance, creating an :py:class:`~pynwb.ophys.RoiResponseSeries` would require you to make a :py:class:`~hdmf.common.table.DynamicTableRegion` of a :py:class:`~pynwb.ophys.PlaneSegmentation` table with the appropriate rows. This object in turn requires input of an :py:class:`~pynwb.ophys.ImageSegmentation` object, which in turn requires a :py:class:`~pynwb.device.Device` and an :py:class:`~pynwb.ophys.OpticalChannel` object. In the end, creating a single neurodata object in this case requires the creation of 5 other objects. :py:mod:`.testing.mock` is a module that creates boilerplate objects with a single line of code that can be used for testing. In this case, you could simply run .. code-block:: python from pynwb.testing.mock.ophys import mock_RoiResponseSeries roi_response_series = mock_RoiResponseSeries() This acts much like the standard :py:class:`~pynwb.ophys.RoiResponseSeries` class constructor, except that `all` of the fields have defaults. It auto-magically creates a :py:class:`~hdmf.common.table.DynamicTableRegion` of a :py:class:`~pynwb.testing.mock.ophys.mock_PlaneSegmentation`, which in turn calls the ``mock`` version of all the other necessary neurodata types. You can customize any of these fields just as you would normally, overriding these defaults: .. code-block:: python from pynwb.testing.mock.ophys import mock_RoiResponseSeries roi_response_series = mock_RoiResponseSeries(data=[[1,2,3], [1,2,3]]) If you want to create objects and automatically add them to an :py:class:`~pynwb.file.NWBFile`, create an :py:class:`~pynwb.file.NWBFile` and pass it into the mock function: .. code-block:: python from pynwb.testing.mock.file import mock_NWBFile from pynwb.testing.mock.ophys import mock_RoiResponseSeries nwbfile = mock_NWBFile() mock_RoiResponseSeries(nwbfile=nwbfile) Now this NWBFile contains an :py:class:`~pynwb.ophys.RoiResponseSeries` and all the upstream classes: .. code-block:: >>> print(nwbfile) root pynwb.file.NWBFile at 0x4335131760 Fields: devices: { Device , Device2 } file_create_date: [datetime.datetime(2023, 6, 26, 21, 56, 44, 322249, tzinfo=tzlocal())] identifier: 3c13e816-a50f-49a9-85ec-93b9944c3e79 imaging_planes: { ImagingPlane , ImagingPlane2 } processing: { ophys } session_description: session_description session_start_time: 1970-01-01 00:00:00-05:00 timestamps_reference_time: 1970-01-01 00:00:00-05:00 Name generator -------------- Two neurodata objects stored in the same location within an NWB file must have unique names. This can cause an error if you want to create a few neurodata objects with the same default name. To avoid this issue, each mock neurodata function uses the :py:func:`~pynwb.testing.mock.utils.name_generator` to generate unique names for each neurodata object. Consecutive neurodata objects of the same type will be named e.g. "TimeSeries", "TimeSeries2", "TimeSeries3", etc.pynwb-2.8.2/scripts/add_object_id.py0000644000000000000000000000150413615410400014375 0ustar00""" This script adds an 'object_id' attribute to each neurodata_type of an hdf5 file that was written before object IDs existed. Specifically, it traverses through the hierarchy of objects in the file and sets the 'object_id' attribute to a UUID4 string on each group, dataset, and link that has a 'neurodata_type' attribute and does not have an 'object_id' attribute. Usage: python add_object_id filename """ from h5py import File from uuid import uuid4 import sys def add_uuid(name, obj): if 'neurodata_type' in obj.attrs and 'object_id' not in obj.attrs: obj.attrs['object_id'] = str(uuid4()) print('Adding uuid4 %s to %s' % (obj.attrs['object_id'], str(obj))) def main(): filename = sys.argv[1] with File(filename, 'a') as f: f.visititems(add_uuid) if __name__ == '__main__': main() pynwb-2.8.2/src/pynwb/__init__.py0000644000000000000000000004753113615410400013653 0ustar00'''This package will contain functions, classes, and objects for reading and writing data in NWB format ''' import os.path from pathlib import Path from copy import deepcopy from warnings import warn import h5py from hdmf.spec import NamespaceCatalog from hdmf.utils import docval, getargs, popargs, get_docval from hdmf.backends.io import HDMFIO from hdmf.backends.hdf5 import HDF5IO as _HDF5IO from hdmf.build import BuildManager, TypeMap import hdmf.common from hdmf.common import load_type_config as hdmf_load_type_config from hdmf.common import get_loaded_type_config as hdmf_get_loaded_type_config from hdmf.common import unload_type_config as hdmf_unload_type_config CORE_NAMESPACE = 'core' from .spec import NWBDatasetSpec, NWBGroupSpec, NWBNamespace # noqa E402 from .validate import validate # noqa: F401, E402 @docval({'name': 'config_path', 'type': str, 'doc': 'Path to the configuration file.'}, {'name': 'type_map', 'type': TypeMap, 'doc': 'The TypeMap.', 'default': None}, is_method=False) def load_type_config(**kwargs): """ This method will either load the default config or the config provided by the path. """ config_path = kwargs['config_path'] type_map = kwargs['type_map'] or get_type_map() hdmf_load_type_config(config_path=config_path, type_map=type_map) @docval({'name': 'type_map', 'type': TypeMap, 'doc': 'The TypeMap.', 'default': None}, is_method=False) def get_loaded_type_config(**kwargs): type_map = kwargs['type_map'] or get_type_map() return hdmf_get_loaded_type_config(type_map=type_map) @docval({'name': 'type_map', 'type': TypeMap, 'doc': 'The TypeMap.', 'default': None}, is_method=False) def unload_type_config(**kwargs): """ Remove validation. """ type_map = kwargs['type_map'] or get_type_map() hdmf_unload_type_config(type_map=type_map) def __get_resources(): try: from importlib.resources import files except ImportError: # TODO: Remove when python 3.9 becomes the new minimum from importlib_resources import files __location_of_this_file = files(__name__) __core_ns_file_name = 'nwb.namespace.yaml' __schema_dir = 'nwb-schema/core' ret = dict() ret['namespace_path'] = str(__location_of_this_file / __schema_dir / __core_ns_file_name) return ret def _get_resources(): # LEGACY: Needed to support legacy implementation. return __get_resources() # a global namespace catalog global __NS_CATALOG global __TYPE_MAP __NS_CATALOG = NamespaceCatalog(NWBGroupSpec, NWBDatasetSpec, NWBNamespace) hdmf_typemap = hdmf.common.get_type_map() __TYPE_MAP = TypeMap(__NS_CATALOG) __TYPE_MAP.merge(hdmf_typemap, ns_catalog=True) @docval({'name': 'extensions', 'type': (str, TypeMap, list), 'doc': 'a path to a namespace, a TypeMap, or a list consisting of paths to namespaces and TypeMaps', 'default': None}, returns="TypeMap loaded for the given extension or NWB core namespace", rtype=tuple, is_method=False) def get_type_map(**kwargs): ''' Get the TypeMap for the given extensions. If no extensions are provided, return the TypeMap for the core namespace ''' extensions = getargs('extensions', kwargs) type_map = None if extensions is None: type_map = deepcopy(__TYPE_MAP) else: if isinstance(extensions, TypeMap): type_map = extensions else: type_map = deepcopy(__TYPE_MAP) if isinstance(extensions, list): for ext in extensions: if isinstance(ext, str): type_map.load_namespaces(ext) elif isinstance(ext, TypeMap): type_map.merge(ext) else: raise ValueError('extensions must be a list of paths to namespace specs or a TypeMaps') elif isinstance(extensions, str): type_map.load_namespaces(extensions) elif isinstance(extensions, TypeMap): type_map.merge(extensions) return type_map @docval(*get_docval(get_type_map), returns="the namespaces loaded from the given file", rtype=tuple, is_method=False) def get_manager(**kwargs): ''' Get a BuildManager to use for I/O using the given extensions. If no extensions are provided, return a BuildManager that uses the core namespace ''' type_map = get_type_map(**kwargs) return BuildManager(type_map) @docval({'name': 'namespace_path', 'type': str, 'doc': 'the path to the YAML with the namespace definition'}, returns="the namespaces loaded from the given file", rtype=tuple, is_method=False) def load_namespaces(**kwargs): ''' Load namespaces from file ''' namespace_path = getargs('namespace_path', kwargs) return __TYPE_MAP.load_namespaces(namespace_path) # load the core namespace, i.e. base NWB specification __resources = __get_resources() if os.path.exists(__resources['namespace_path']): load_namespaces(__resources['namespace_path']) else: raise RuntimeError( "'core' is not a registered namespace. If you installed PyNWB locally using a git clone, you need to " "use the --recurse_submodules flag when cloning. See developer installation instructions here: " "https://pynwb.readthedocs.io/en/stable/install_developers.html#install-from-git-repository" ) def available_namespaces(): """Returns all namespaces registered in the namespace catalog""" return __NS_CATALOG.namespaces # a function to register a container classes with the global map @docval({'name': 'neurodata_type', 'type': str, 'doc': 'the neurodata_type to get the spec for'}, {'name': 'namespace', 'type': str, 'doc': 'the name of the namespace'}, {"name": "container_cls", "type": type, "doc": "the class to map to the specified neurodata_type", 'default': None}, is_method=False) def register_class(**kwargs): """Register an NWBContainer class to use for reading and writing a neurodata_type from a specification If container_cls is not specified, returns a decorator for registering an NWBContainer subclass as the class for neurodata_type in namespace. """ neurodata_type, namespace, container_cls = getargs('neurodata_type', 'namespace', 'container_cls', kwargs) def _dec(cls): __TYPE_MAP.register_container_type(namespace, neurodata_type, cls) return cls if container_cls is None: return _dec else: _dec(container_cls) @docval({'name': 'h5py_file', 'type': h5py.File, 'doc': 'An NWB file'}, rtype=tuple, is_method=False,) def get_nwbfile_version(**kwargs): """ Get the NWB version of the file if it is an NWB file. :Returns: Tuple consisting of: 1) the original version string as stored in the file and 2) a tuple with the parsed components of the version string, consisting of integers and strings, e.g., (2, 5, 1, beta). (None, None) will be returned if the file is not a valid NWB file or the nwb_version is missing, e.g., in the case when no data has been written to the file yet. """ # Get the version string for the NWB file h5py_file = getargs('h5py_file', kwargs) try: nwb_version_string = h5py_file.attrs['nwb_version'] # KeyError occurs when the file is empty (e.g., when creating a new file nothing has been written) # or when the HDF5 file is not a valid NWB file except KeyError: return None, None # Other system may have written nwb_version as a fixed-length string, resulting in a numpy.bytes_ object # on read, rather than a variable-length string. To address this, decode the bytes if necessary. if not isinstance(nwb_version_string, str): nwb_version_string = nwb_version_string.decode() # Parse the version string nwb_version_parts = nwb_version_string.replace("-", ".").replace("_", ".").split(".") nwb_version = tuple([int(i) if i.isnumeric() else i for i in nwb_version_parts]) return nwb_version_string, nwb_version # a function to register an object mapper for a container class @docval({"name": "container_cls", "type": type, "doc": "the Container class for which the given ObjectMapper class gets used"}, {"name": "mapper_cls", "type": type, "doc": "the ObjectMapper class to use to map", 'default': None}, is_method=False) def register_map(**kwargs): """Register an ObjectMapper to use for a Container class type If mapper_cls is not specified, returns a decorator for registering an ObjectMapper class as the mapper for container_cls. If mapper_cls is specified, register the class as the mapper for container_cls """ container_cls, mapper_cls = getargs('container_cls', 'mapper_cls', kwargs) def _dec(cls): __TYPE_MAP.register_map(container_cls, cls) return cls if mapper_cls is None: return _dec else: _dec(mapper_cls) @docval({'name': 'neurodata_type', 'type': str, 'doc': 'the neurodata_type to get the NWBContainer class for'}, {'name': 'namespace', 'type': str, 'doc': 'the namespace the neurodata_type is defined in'}, is_method=False) def get_class(**kwargs): """ Parse the YAML file for a given neurodata_type that is a subclass of NWBContainer and automatically generate its python API. This will work for most containers, but is known to not work for descendants of MultiContainerInterface and DynamicTable, so these must be defined manually (for now). `get_class` infers the API mapping directly from the specification. If you want to define a custom mapping, you should not use this function and you should define the class manually. Examples: Generating and registering an extension is as simple as:: MyClass = get_class('MyClass', 'ndx-my-extension') `get_class` defines only the `__init__` for the class. In cases where you want to provide additional methods for querying, plotting, etc. you can still use `get_class` and attach methods to the class after-the-fact, e.g.:: def get_sum(self, a, b): return self.feat1 + self.feat2 MyClass.get_sum = get_sum """ neurodata_type, namespace = getargs('neurodata_type', 'namespace', kwargs) return __TYPE_MAP.get_dt_container_cls(neurodata_type, namespace) class NWBHDF5IO(_HDF5IO): @staticmethod def can_read(path: str): """Determine whether a given path is readable by this class""" if not os.path.isfile(path): # path is file that exists return False try: with h5py.File(path, "r") as file: # path is HDF5 file version_info = get_nwbfile_version(file) if version_info[0] is None: warn("Cannot read because missing NWB version in the HDF5 file. The file is not a valid NWB file.") return False elif version_info[1][0] < 2: # Major versions of NWB < 2 not supported warn("Cannot read because PyNWB supports NWB files version 2 and above.") return False else: return True except IOError: return False @docval({'name': 'path', 'type': (str, Path), 'doc': 'the path to the HDF5 file', 'default': None}, {'name': 'mode', 'type': str, 'doc': 'the mode to open the HDF5 file with, one of ("w", "r", "r+", "a", "w-", "x")', 'default': 'r'}, {'name': 'load_namespaces', 'type': bool, 'doc': ('whether or not to load cached namespaces from given path - not applicable in write mode ' 'or when `manager` is not None or when `extensions` is not None'), 'default': True}, {'name': 'manager', 'type': BuildManager, 'doc': 'the BuildManager to use for I/O', 'default': None}, {'name': 'extensions', 'type': (str, TypeMap, list), 'doc': 'a path to a namespace, a TypeMap, or a list consisting paths to namespaces and TypeMaps', 'default': None}, *get_docval(_HDF5IO.__init__, "file", "comm", "driver", "aws_region", "herd_path"),) def __init__(self, **kwargs): path, mode, manager, extensions, load_namespaces, file_obj, comm, driver, aws_region, herd_path =\ popargs('path', 'mode', 'manager', 'extensions', 'load_namespaces', 'file', 'comm', 'driver', 'aws_region', 'herd_path', kwargs) # Define the BuildManager to use io_modes_that_create_file = ['w', 'w-', 'x'] if mode in io_modes_that_create_file or manager is not None or extensions is not None: load_namespaces = False if load_namespaces: tm = get_type_map() super().load_namespaces(tm, path, file=file_obj, driver=driver, aws_region=aws_region) manager = BuildManager(tm) # XXX: Leaving this here in case we want to revert to this strategy for # loading cached namespaces # ns_catalog = NamespaceCatalog(NWBGroupSpec, NWBDatasetSpec, NWBNamespace) # super().load_namespaces(ns_catalog, path) # tm = TypeMap(ns_catalog) # tm.copy_mappers(get_type_map()) else: if manager is not None and extensions is not None: raise ValueError("'manager' and 'extensions' cannot be specified together") elif extensions is not None: manager = get_manager(extensions=extensions) elif manager is None: manager = get_manager() # Open the file super().__init__(path, manager=manager, mode=mode, file=file_obj, comm=comm, driver=driver, aws_region=aws_region, herd_path=herd_path) @property def nwb_version(self): """ Get the version of the NWB file opened via this NWBHDF5IO object. :returns: Tuple consisting of: 1) the original version string as stored in the file and 2) a tuple with the parsed components of the version string, consisting of integers and strings, e.g., (2, 5, 1, beta). (None, None) will be returned if the nwb_version is missing, e.g., in the case when no data has been written to the file yet. """ return get_nwbfile_version(self._file) @docval(*get_docval(_HDF5IO.read), {'name': 'skip_version_check', 'type': bool, 'doc': 'skip checking of NWB version', 'default': False}) def read(self, **kwargs): """ Read the NWB file from the IO source. :raises TypeError: If the NWB file version is missing or not supported :return: NWBFile container """ # Check that the NWB file is supported skip_verison_check = popargs('skip_version_check', kwargs) if not skip_verison_check: file_version_str, file_version = self.nwb_version if file_version is None: raise TypeError("Missing NWB version in file. The file is not a valid NWB file.") if file_version[0] < 2: raise TypeError("NWB version %s not supported. PyNWB supports NWB files version 2 and above." % str(file_version_str)) # read the file file = super().read(**kwargs) return file @docval({'name': 'src_io', 'type': HDMFIO, 'doc': 'the HDMFIO object (such as NWBHDF5IO) that was used to read the data to export'}, {'name': 'nwbfile', 'type': 'NWBFile', 'doc': 'the NWBFile object to export. If None, then the entire contents of src_io will be exported', 'default': None}, {'name': 'write_args', 'type': dict, 'doc': 'arguments to pass to :py:meth:`~hdmf.backends.io.HDMFIO.write_builder`', 'default': None}, {'name': 'cache_spec', 'type': bool, 'doc': 'whether to cache the specification to file', 'default': True}) def export(self, **kwargs): """ Export an NWB file to a new NWB file using the HDF5 backend. If ``nwbfile`` is provided, then the build manager of ``src_io`` is used to build the container, and the resulting builder will be exported to the new backend. So if ``nwbfile`` is provided, ``src_io`` must have a non-None manager property. If ``nwbfile`` is None, then the contents of ``src_io`` will be read and exported to the new backend. Arguments can be passed in for the ``write_builder`` method using ``write_args``. Some arguments may not be supported during export. ``{'link_data': False}`` can be used to copy any datasets linked to from the original file instead of creating a new link to those datasets in the exported file. The exported file will not contain any links to the original file. All links, internal and external, will be preserved in the exported file. All references will also be preserved in the exported file. The exported file will use the latest schema version supported by the version of PyNWB used. For example, if the input file uses the NWB schema version 2.1 and the latest schema version supported by PyNWB is 2.3, then the exported file will use the 2.3 NWB schema. Example usage: .. code-block:: python with NWBHDF5IO(self.read_path, mode='r') as read_io: nwbfile = read_io.read() # ... # modify nwbfile nwbfile.set_modified() # this may be necessary if the modifications are changes to attributes with NWBHDF5IO(self.export_path, mode='w') as export_io: export_io.export(src_io=read_io, nwbfile=nwbfile) See :ref:`export` and :ref:`modifying_data` for more information and examples. """ nwbfile = popargs('nwbfile', kwargs) kwargs['container'] = nwbfile super().export(**kwargs) from . import io as __io # noqa: F401,E402 from .core import NWBContainer, NWBData # noqa: F401,E402 from .base import TimeSeries, ProcessingModule # noqa: F401,E402 from .file import NWBFile # noqa: F401,E402 from . import behavior # noqa: F401,E402 from . import device # noqa: F401,E402 from . import ecephys # noqa: F401,E402 from . import epoch # noqa: F401,E402 from . import icephys # noqa: F401,E402 from . import image # noqa: F401,E402 from . import misc # noqa: F401,E402 from . import ogen # noqa: F401,E402 from . import ophys # noqa: F401,E402 from . import legacy # noqa: F401,E402 from hdmf.data_utils import DataChunkIterator # noqa: F401,E402 from hdmf.backends.hdf5 import H5DataIO # noqa: F401,E402 try: # see https://effigies.gitlab.io/posts/python-packaging-2023/ from ._version import __version__ except ImportError: # pragma: no cover # this is a relatively slower method for getting the version string from importlib.metadata import version # noqa: E402 __version__ = version("pynwb") del version from ._due import due, BibTeX # noqa: E402 due.cite( BibTeX(""" @article {10.7554/eLife.78362, article_type = {journal}, title = {{The Neurodata Without Borders ecosystem for neurophysiological data science}}, author = {R\"ubel, Oliver and Tritt, Andrew and Ly, Ryan and Dichter, Benjamin K and Ghosh, Satrajit and Niu, Lawrence and Baker, Pamela and Soltesz, Ivan and Ng, Lydia and Svoboda, Karel and Frank, Loren and Bouchard, Kristofer E}, editor = {Colgin, Laura L and Jadhav, Shantanu P}, volume = {11}, year = {2022}, month = {oct}, pub_date = {2022-10-04}, pages = {e78362}, citation = {eLife 2022;11:e78362}, doi = {10.7554/eLife.78362}, url = {https://doi.org/10.7554/eLife.78362}, keywords = {Neurophysiology, data ecosystem, data language, data standard, FAIR data, archive}, journal = {eLife}, issn = {2050-084X}, publisher = {eLife Sciences Publications, Ltd}} """), description="The Neurodata Without Borders ecosystem for neurophysiological data science", path="pynwb/", version=__version__, cite_module=True ) del due, BibTeX pynwb-2.8.2/src/pynwb/_due.py0000644000000000000000000000374213615410400013024 0ustar00# emacs: at the end of the file # ex: set sts=4 ts=4 sw=4 et: # ## ### ### ### ### ### ### ### ### ### ### ### ### ### ### ### ### ### ### # """ Stub file for a guaranteed safe import of duecredit constructs: if duecredit is not available. To use it, place it into your project codebase to be imported, e.g. copy as cp stub.py /path/tomodule/module/due.py Note that it might be better to avoid naming it duecredit.py to avoid shadowing installed duecredit. Then use in your code as from .due import due, Doi, BibTeX, Text See https://github.com/duecredit/duecredit/blob/master/README.md for examples. Origin: Originally a part of the duecredit Copyright: 2015-2019 DueCredit developers License: BSD-2 """ __version__ = '0.0.8' class InactiveDueCreditCollector(object): """Just a stub at the Collector which would not do anything""" def _donothing(self, *args, **kwargs): """Perform no good and no bad""" pass def dcite(self, *args, **kwargs): """If I could cite I would""" def nondecorating_decorator(func): return func return nondecorating_decorator active = False activate = add = cite = dump = load = _donothing def __repr__(self): return self.__class__.__name__ + '()' def _donothing_func(*args, **kwargs): """Perform no good and no bad""" pass try: from duecredit import due, BibTeX, Doi, Url, Text if 'due' in locals() and not hasattr(due, 'cite'): raise RuntimeError( "Imported due lacks .cite. DueCredit is now disabled") except Exception as e: if not isinstance(e, ImportError): import logging logging.getLogger("duecredit").error( "Failed to import duecredit due to %s" % str(e)) # Initiate due stub due = InactiveDueCreditCollector() BibTeX = Doi = Url = Text = _donothing_func # Emacs mode definitions # Local Variables: # mode: python # py-indent-offset: 4 # tab-width: 4 # indent-tabs-mode: nil # End: pynwb-2.8.2/src/pynwb/_version.py0000644000000000000000000000063313615410400013730 0ustar00# file generated by setuptools_scm # don't change, don't track in version control TYPE_CHECKING = False if TYPE_CHECKING: from typing import Tuple, Union VERSION_TUPLE = Tuple[Union[int, str], ...] else: VERSION_TUPLE = object version: str __version__: str __version_tuple__: VERSION_TUPLE version_tuple: VERSION_TUPLE __version__ = version = '2.8.2' __version_tuple__ = version_tuple = (2, 8, 2) pynwb-2.8.2/src/pynwb/base.py0000644000000000000000000010056513615410400013023 0ustar00from warnings import warn from collections.abc import Iterable from typing import NamedTuple import numpy as np from hdmf.utils import docval, popargs_to_dict, get_docval, popargs from hdmf.common import DynamicTable, VectorData from hdmf.utils import get_data_shape from . import register_class, CORE_NAMESPACE from .core import NWBDataInterface, MultiContainerInterface, NWBData @register_class('ProcessingModule', CORE_NAMESPACE) class ProcessingModule(MultiContainerInterface): """ Processing module. This is a container for one or more containers that provide data at intermediate levels of analysis ProcessingModules should be created through calls to NWB.create_module(). They should not be instantiated directly """ __nwbfields__ = ('description',) __clsconf__ = { 'attr': 'data_interfaces', 'add': 'add', 'type': (NWBDataInterface, DynamicTable), 'get': 'get' } @docval({'name': 'name', 'type': str, 'doc': 'The name of this processing module'}, {'name': 'description', 'type': str, 'doc': 'Description of this processing module'}, {'name': 'data_interfaces', 'type': (list, tuple, dict), 'doc': 'NWBDataInterfaces that belong to this ProcessingModule', 'default': None}) def __init__(self, **kwargs): description, data_interfaces = popargs("description", "data_interfaces", kwargs) super().__init__(**kwargs) self.description = description self.data_interfaces = data_interfaces @property def containers(self): return self.data_interfaces @docval({'name': 'container', 'type': (NWBDataInterface, DynamicTable), 'doc': 'the NWBDataInterface to add to this Module'}) def add_container(self, **kwargs): ''' Add an NWBContainer to this ProcessingModule ''' warn(PendingDeprecationWarning('add_container will be replaced by add')) self.add(kwargs['container']) @docval({'name': 'container_name', 'type': str, 'doc': 'the name of the NWBContainer to retrieve'}) def get_container(self, **kwargs): ''' Retrieve an NWBContainer from this ProcessingModule ''' warn(PendingDeprecationWarning('get_container will be replaced by get')) return self.get(kwargs['container_name']) @docval({'name': 'NWBDataInterface', 'type': (NWBDataInterface, DynamicTable), 'doc': 'the NWBDataInterface to add to this Module'}) def add_data_interface(self, **kwargs): warn(PendingDeprecationWarning('add_data_interface will be replaced by add')) self.add(kwargs['NWBDataInterface']) @docval({'name': 'data_interface_name', 'type': str, 'doc': 'the name of the NWBContainer to retrieve'}) def get_data_interface(self, **kwargs): warn(PendingDeprecationWarning('get_data_interface will be replaced by get')) return self.get(kwargs['data_interface_name']) @register_class('TimeSeries', CORE_NAMESPACE) class TimeSeries(NWBDataInterface): """A generic base class for time series data""" __nwbfields__ = ("comments", "description", "data", "resolution", "conversion", "offset", "unit", "timestamps", "timestamps_unit", "interval", "starting_time", "rate", "starting_time_unit", "control", "control_description", "continuity") __time_unit = "seconds" # values used when a TimeSeries is read and missing required fields DEFAULT_DATA = np.ndarray(shape=(0, ), dtype=np.uint8) DEFAULT_UNIT = 'unknown' DEFAULT_RESOLUTION = -1.0 DEFAULT_CONVERSION = 1.0 DEFAULT_OFFSET = 0.0 @docval({'name': 'name', 'type': str, 'doc': 'The name of this TimeSeries dataset'}, # required {'name': 'data', 'type': ('array_data', 'data', 'TimeSeries'), 'doc': ('The data values. The first dimension must be time. ' 'Can also store binary data, e.g., image frames')}, {'name': 'unit', 'type': str, 'doc': 'The base unit of measurement (should be SI unit)'}, {'name': 'resolution', 'type': float, 'doc': 'The smallest meaningful difference (in specified unit) between values in data', 'default': DEFAULT_RESOLUTION}, {'name': 'conversion', 'type': float, 'doc': 'Scalar to multiply each element in data to convert it to the specified unit', 'default': DEFAULT_CONVERSION}, { 'name': 'offset', 'type': float, 'doc': ( "Scalar to add to each element in the data scaled by 'conversion' to finish converting it to the " "specified unit." ), 'default': DEFAULT_OFFSET }, {'name': 'timestamps', 'type': ('array_data', 'data', 'TimeSeries'), 'shape': (None,), 'doc': 'Timestamps for samples stored in data', 'default': None}, {'name': 'starting_time', 'type': float, 'doc': 'The timestamp of the first sample', 'default': None}, {'name': 'rate', 'type': float, 'doc': 'Sampling rate in Hz', 'default': None}, {'name': 'comments', 'type': str, 'doc': 'Human-readable comments about this TimeSeries dataset', 'default': 'no comments'}, {'name': 'description', 'type': str, 'doc': 'Description of this TimeSeries dataset', 'default': 'no description'}, {'name': 'control', 'type': Iterable, 'doc': 'Numerical labels that apply to each element in data', 'default': None}, {'name': 'control_description', 'type': Iterable, 'doc': 'Description of each control value', 'default': None}, {'name': 'continuity', 'type': str, 'default': None, 'enum': ["continuous", "instantaneous", "step"], 'doc': 'Optionally describe the continuity of the data. Can be "continuous", "instantaneous", or' '"step". For example, a voltage trace would be "continuous", because samples are recorded from a ' 'continuous process. An array of lick times would be "instantaneous", because the data represents ' 'distinct moments in time. Times of image presentations would be "step" because the picture ' 'remains the same until the next time-point. This field is optional, but is useful in providing ' 'information about the underlying data. It may inform the way this data is interpreted, the way it ' 'is visualized, and what analysis methods are applicable.'}) def __init__(self, **kwargs): """Create a TimeSeries object """ keys_to_set = ("starting_time", "rate", "resolution", "comments", "description", "conversion", "offset", "unit", "control", "control_description", "continuity") args_to_set = popargs_to_dict(keys_to_set, kwargs) keys_to_process = ("data", "timestamps") # these are properties and cannot be set with setattr args_to_process = popargs_to_dict(keys_to_process, kwargs) super().__init__(**kwargs) for key, val in args_to_set.items(): setattr(self, key, val) data = args_to_process['data'] self.fields['data'] = data if isinstance(data, TimeSeries): data.__add_link('data_link', self) timestamps = args_to_process['timestamps'] if timestamps is not None: if self.rate is not None: self._error_on_new_warn_on_construct( error_msg='Specifying rate and timestamps is not supported.' ) if self.starting_time is not None: self._error_on_new_warn_on_construct( error_msg='Specifying starting_time and timestamps is not supported.' ) self.fields['timestamps'] = timestamps self.timestamps_unit = self.__time_unit self.interval = 1 if isinstance(timestamps, TimeSeries): timestamps.__add_link('timestamp_link', self) elif self.rate is not None: if self.rate < 0: self._error_on_new_warn_on_construct( error_msg='Rate must not be a negative value.' ) elif self.rate == 0.0 and get_data_shape(data)[0] > 1: warn('Timeseries has a rate of 0.0 Hz, but the length of the data is greater than 1.') if self.starting_time is None: # override default if rate is provided but not starting time self.starting_time = 0.0 self.starting_time_unit = self.__time_unit else: raise TypeError("either 'timestamps' or 'rate' must be specified") if not self._check_time_series_dimension(): warn("%s '%s': Length of data does not match length of timestamps. Your data may be transposed. " "Time should be on the 0th dimension" % (self.__class__.__name__, self.name)) def _check_time_series_dimension(self): """Check that the 0th dimension of data equals the length of timestamps, when applicable. """ if self.timestamps is None: return True data_shape = get_data_shape(data=self.fields["data"], strict_no_data_load=True) timestamps_shape = get_data_shape(data=self.fields["timestamps"], strict_no_data_load=True) # skip check if shape of data or timestamps cannot be computed if data_shape is None or timestamps_shape is None: return True # skip check if length of the first dimension is not known if data_shape[0] is None or timestamps_shape[0] is None: return True return data_shape[0] == timestamps_shape[0] @property def num_samples(self): ''' Tries to return the number of data samples. If this cannot be assessed, returns None. ''' def unreadable_warning(attr): return ( 'The {} attribute on this TimeSeries (named: {}) has a __len__, ' 'but it cannot be read'.format(attr, self.name) ) def no_len_warning(attr): return 'The {} attribute on this TimeSeries (named: {}) has no __len__'.format(attr, self.name) if hasattr(self.data, '__len__'): try: return len(self.data) # for an ndarray this will return the first element of shape except TypeError: warn(unreadable_warning('data'), UserWarning) else: warn(no_len_warning('data'), UserWarning) # only get here if self.data has no __len__ or __len__ is unreadable if hasattr(self.timestamps, '__len__'): try: return len(self.timestamps) except TypeError: warn(unreadable_warning('timestamps'), UserWarning) elif self.rate is None and self.starting_time is None: warn(no_len_warning('timestamps'), UserWarning) return None @property def data(self): if isinstance(self.fields['data'], TimeSeries): return self.fields['data'].data else: return self.fields['data'] @property def data_link(self): return self.__get_links('data_link') @property def timestamps(self): if 'timestamps' not in self.fields: return None if isinstance(self.fields['timestamps'], TimeSeries): return self.fields['timestamps'].timestamps else: return self.fields['timestamps'] @property def timestamp_link(self): return self.__get_links('timestamp_link') def __get_links(self, links): ret = self.fields.get(links, list()) ret = set(ret) return ret def __add_link(self, links_key, link): self.fields.setdefault(links_key, list()).append(link) def _generate_field_html(self, key, value, level, access_code): def find_location_in_memory_nwbfile(current_location: str, neurodata_object) -> str: """ Method for determining the location of a neurodata object within an in-memory NWBFile object. Adapted from neuroconv package. """ parent = neurodata_object.parent if parent is None: return neurodata_object.name + "/" + current_location elif parent.name == 'root': # Items in defined top-level places like acquisition, intervals, etc. do not act as 'containers' # in that they do not set the `.parent` attribute; ask if object is in their in-memory dictionaries # instead for parent_field_name, parent_field_value in parent.fields.items(): if isinstance(parent_field_value, dict) and neurodata_object.name in parent_field_value: return parent_field_name + "/" + neurodata_object.name + "/" + current_location return neurodata_object.name + "/" + current_location return find_location_in_memory_nwbfile( current_location=neurodata_object.name + "/" + current_location, neurodata_object=parent ) # reassign value if linked timestamp or linked data to avoid recursion error if key in ['timestamps', 'data'] and isinstance(value, TimeSeries): path_to_linked_object = find_location_in_memory_nwbfile(key, value) if key == 'timestamps': value = value.timestamps elif key == 'data': value = value.data key = f'{key} (link to {path_to_linked_object})' if key in ['timestamp_link', 'data_link']: linked_key = 'timestamps' if key == 'timestamp_link' else 'data' value = [find_location_in_memory_nwbfile(linked_key, v) for v in value] return super()._generate_field_html(key, value, level, access_code) @property def time_unit(self): return self.__time_unit def get_timestamps(self): """ Get the timestamps of this TimeSeries. If timestamps are not stored in this TimeSeries, generate timestamps. """ if self.fields.get('timestamps'): return self.timestamps else: return np.arange(len(self.data)) / self.rate + self.starting_time def get_data_in_units(self): """ Get the data of this TimeSeries in the specified unit of measurement, applying the conversion factor and offset: .. math:: out = data * conversion + offset If the field 'channel_conversion' is present, the conversion factor for each channel is additionally applied to each channel: .. math:: out_{channel} = data * conversion * conversion_{channel} + offset NOTE: This will read the entire dataset into memory. Returns ------- :class:`numpy.ndarray` """ if "channel_conversion" in self.fields: scale_factor = self.conversion * self.channel_conversion else: scale_factor = self.conversion return np.asarray(self.data) * scale_factor + self.offset @register_class('Image', CORE_NAMESPACE) class Image(NWBData): """ Abstract image class. It is recommended to instead use pynwb.image.GrayscaleImage or pynwb.image.RGPImage where appropriate. """ __nwbfields__ = ('data', 'resolution', 'description') @docval({'name': 'name', 'type': str, 'doc': 'The name of this image'}, {'name': 'data', 'type': ('array_data', 'data'), 'doc': 'data of image. Dimensions: x, y [, r,g,b[,a]]', 'shape': ((None, None), (None, None, 3), (None, None, 4))}, {'name': 'resolution', 'type': float, 'doc': 'pixels / cm', 'default': None}, {'name': 'description', 'type': str, 'doc': 'description of image', 'default': None}) def __init__(self, **kwargs): args_to_set = popargs_to_dict(("resolution", "description"), kwargs) super().__init__(**kwargs) for key, val in args_to_set.items(): setattr(self, key, val) @register_class('ImageReferences', CORE_NAMESPACE) class ImageReferences(NWBData): """ Ordered dataset of references to Image objects. """ __nwbfields__ = ('data', ) @docval({'name': 'name', 'type': str, 'doc': 'The name of this ImageReferences object.'}, {'name': 'data', 'type': 'array_data', 'doc': 'The images in order.'},) def __init__(self, **kwargs): # NOTE we do not use the docval shape validator here because it will recognize a list of P MxN images as # having shape (P, M, N) # check type and dimensionality for image in kwargs['data']: assert isinstance(image, Image), "Images used in ImageReferences must have type Image, not %s" % type(image) super().__init__(**kwargs) @register_class('Images', CORE_NAMESPACE) class Images(MultiContainerInterface): """An collection of images with an optional way to specify the order of the images using the "order_of_images" dataset. An order must be specified if the images are referenced by index, e.g., from an IndexSeries. """ __nwbfields__ = ('description', {'name': 'order_of_images', 'child': True, 'required_name': 'order_of_images'}) __clsconf__ = { 'attr': 'images', 'add': 'add_image', 'type': Image, 'get': 'get_image', 'create': 'create_image' } @docval({'name': 'name', 'type': str, 'doc': 'The name of this set of images'}, {'name': 'images', 'type': 'array_data', 'doc': 'image objects', 'default': None}, {'name': 'description', 'type': str, 'doc': 'description of images', 'default': 'no description'}, {'name': 'order_of_images', 'type': ImageReferences, 'doc': 'Ordered dataset of references to Image objects stored in the parent group.', 'default': None},) def __init__(self, **kwargs): args_to_set = popargs_to_dict(("description", "images", "order_of_images"), kwargs) super().__init__(**kwargs) for key, val in args_to_set.items(): setattr(self, key, val) class TimeSeriesReference(NamedTuple): """ Class used to represent data values of a :py:class:`~pynwb.base.TimeSeriesReferenceVectorData` This is a ``typing.NamedTuple`` type with predefined tuple components :py:meth:`~pynwb.base.TimeSeriesReference.idx_start`, :py:meth:`~pynwb.base.TimeSeriesReference.count`, and :py:meth:`~pynwb.base.TimeSeriesReference.timeseries`. :cvar idx_start: :cvar count: :cvar timeseries: """ idx_start: int """Start index in time for the timeseries""" count: int """Number of timesteps to be selected starting from :py:meth:`~pynwb.base.TimeSeriesReference.idx_start`""" timeseries: TimeSeries """The :py:class:`~pynwb.base.TimeSeries` object the TimeSeriesReference applies to""" def check_types(self): """ Helper function to check correct types for :py:meth:`~pynwb.base.TimeSeriesReference.idx_start`, :py:meth:`~pynwb.base.TimeSeriesReference.count`, and :py:meth:`~pynwb.base.TimeSeriesReference.timeseries`. This function is usually used in the try/except block to check for `TypeError` raised by the function. See also :py:meth:`~pynwb.base.TimeSeriesReference.isvalid` to check both validity of types and the reference itself. :returns: True if successful. If unsuccessful `TypeError` is raised. :raises TypeError: If one of the fields does not match the expected type """ if not isinstance(self.idx_start, (int, np.integer)): raise TypeError("idx_start must be an integer not %s" % str(type(self.idx_start))) if not isinstance(self.count, (int, np.integer)): raise TypeError("count must be an integer %s" % str(type(self.count))) if not isinstance(self.timeseries, TimeSeries): raise TypeError("timeseries must be of type TimeSeries. %s" % str(type(self.timeseries))) return True def isvalid(self): """ Check whether the reference is valid. Setting :py:meth:`~pynwb.base.TimeSeriesReference.idx_start` and :py:meth:`~pynwb.base.TimeSeriesReference.count` to -1 is used to indicate invalid references. This is useful to allow for missing data in :py:class:`~pynwb.base.TimeSeriesReferenceVectorData` :returns: True if the selection is valid. Returns False if both :py:meth:`~pynwb.base.TimeSeriesReference.idx_start` and :py:meth:`~pynwb.base.TimeSeriesReference.count` are negative. Raises `IndexError` in case the indices are bad. :raises IndexError: If the combination of :py:meth:`~pynwb.base.TimeSeriesReference.idx_start` and :py:meth:`~pynwb.base.TimeSeriesReference.count` are not valid for the given timeseries. :raises TypeError: If one of the fields does not match the expected type """ # Check types first self.check_types() # Check for none-type selection if self.idx_start < 0 and self.count < 0: return False num_samples = self.timeseries.num_samples if num_samples is not None: if self.idx_start >= num_samples or self.idx_start < 0: raise IndexError("'idx_start' %i out of range for timeseries '%s'" % (self.idx_start, self.timeseries.name)) if self.count < 0: raise IndexError("'count' %i invalid. 'count' must be positive" % self.count) if (self.idx_start + self.count) > num_samples: raise IndexError("'idx_start + count' out of range for timeseries '%s'" % self.timeseries.name) return True @property def timestamps(self): """ Get the floating point timestamp offsets in seconds from the timeseries that correspond to the array. These are either loaded directly from the :py:meth:`~pynwb.base.TimeSeriesReference.timeseries` timestamps or calculated from the starting time and sampling rate. :raises IndexError: If the combination of :py:meth:`~pynwb.base.TimeSeriesReference.idx_start` and :py:meth:`~pynwb.base.TimeSeriesReference.count` are not valid for the given timeseries. :raises TypeError: If one of the fields does not match the expected type :returns: Array with the timestamps. """ # isvalid will be False only if both idx_start and count are negative. Otherwise well get errors or be True. if not self.isvalid(): return None # load the data from the timestamps elif self.timeseries.timestamps is not None: return self.timeseries.timestamps[self.idx_start: (self.idx_start + self.count)] # construct the timestamps from the starting_time and rate else: start_time = self.timeseries.rate * self.idx_start + self.timeseries.starting_time return np.arange(0, self.count) * self.timeseries.rate + start_time @property def data(self): """ Get the selected data values. This is a convenience function to slice data from the :py:meth:`~pynwb.base.TimeSeriesReference.timeseries` based on the given :py:meth:`~pynwb.base.TimeSeriesReference.idx_start` and :py:meth:`~pynwb.base.TimeSeriesReference.count` :raises IndexError: If the combination of :py:meth:`~pynwb.base.TimeSeriesReference.idx_start` and :py:meth:`~pynwb.base.TimeSeriesReference.count` are not valid for the given timeseries. :raises TypeError: If one of the fields does not match the expected type :returns: Result of ``self.timeseries.data[self.idx_start: (self.idx_start + self.count)]``. Returns None in case the reference is invalid (i.e., if both :py:meth:`~pynwb.base.TimeSeriesReference.idx_start` and :py:meth:`~pynwb.base.TimeSeriesReference.count` are negative. """ # isvalid will be False only if both idx_start and count are negative. Otherwise well get errors or be True. if not self.isvalid(): return None # load the data from the timeseries return self.timeseries.data[self.idx_start: (self.idx_start + self.count)] @classmethod @docval({'name': 'timeseries', 'type': TimeSeries, 'doc': 'the timeseries object to reference.'}) def empty(cls, timeseries): """ Creates an empty TimeSeriesReference object to represent missing data. When missing data needs to be represented, NWB defines ``None`` for the complex data type ``(idx_start, count, TimeSeries)`` as (-1, -1, TimeSeries) for storage. The exact timeseries object will technically not matter since the empty reference is a way of indicating a NaN value in a :py:class:`~pynwb.base.TimeSeriesReferenceVectorData` column. An example where this functionality is used is :py:class:`~pynwb.icephys.IntracellularRecordingsTable` where only one of stimulus or response data was recorded. In such cases, the timeseries object for the empty stimulus :py:class:`~pynwb.base.TimeSeriesReference` could be set to the response series, or vice versa. :returns: Returns :py:class:`~pynwb.base.TimeSeriesReference` """ return cls(-1, -1, timeseries) @register_class('TimeSeriesReferenceVectorData', CORE_NAMESPACE) class TimeSeriesReferenceVectorData(VectorData): """ Column storing references to a TimeSeries (rows). For each TimeSeries this VectorData column stores the start_index and count to indicate the range in time to be selected as well as an object reference to the TimeSeries. **Representing missing values** In practice we sometimes need to be able to represent missing values, e.g., in the :py:class:`~pynwb.icephys.IntracellularRecordingsTable` we have :py:class:`~pynwb.base.TimeSeriesReferenceVectorData` to link to stimulus and response recordings, but a user can specify either only one of them or both. Since there is no ``None`` value for a complex types like ``(idx_start, count, TimeSeries)``, NWB defines ``None`` as ``(-1, -1, TimeSeries)`` for storage, i.e., if the ``idx_start`` (and ``count``) is negative then this indicates an invalid link (in practice both ``idx_start`` and ``count`` must always either both be positive or both be negative). When selecting data via the :py:meth:`~pynwb.base.TimeSeriesReferenceVectorData.get` or :py:meth:`~object.__getitem__` functions, ``(-1, -1, TimeSeries)`` values are replaced by the corresponding :py:class:`~pynwb.base.TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_NONE_TYPE` tuple to avoid exposing NWB storage internals to the user and simplifying the use of and checking for missing values. **NOTE:** We can still inspect the raw data values by looking at ``self.data`` directly instead. :cvar TIME_SERIES_REFERENCE_TUPLE: :cvar TIME_SERIES_REFERENCE_NONE_TYPE: """ TIME_SERIES_REFERENCE_TUPLE = TimeSeriesReference """Return type when calling :py:meth:`~pynwb.base.TimeSeriesReferenceVectorData.get` or :py:meth:`~object.__getitem__`""" TIME_SERIES_REFERENCE_NONE_TYPE = TIME_SERIES_REFERENCE_TUPLE(None, None, None) """Tuple used to represent None values when calling :py:meth:`~pynwb.base.TimeSeriesReferenceVectorData.get` or :py:meth:`~object.__getitem__`. See also :py:class:`~pynwb.base.TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE`""" @docval({'name': 'name', 'type': str, 'doc': 'the name of this VectorData', 'default': 'timeseries'}, {'name': 'description', 'type': str, 'doc': 'a description for this column', 'default': "Column storing references to a TimeSeries (rows). For each TimeSeries this " "VectorData column stores the start_index and count to indicate the range in time " "to be selected as well as an object reference to the TimeSeries."}, *get_docval(VectorData.__init__, 'data')) def __init__(self, **kwargs): super().__init__(**kwargs) # CAUTION: Define any logic specific for init in the self._init_internal function, not here! self._init_internal() def _init_internal(self): """ Called from __init__ to perform initialization specific to this class. This is done here due to the :py:class:`~pynwb.io.epoch.TimeIntervalsMap` having to migrate legacy VectorData to TimeSeriesReferenceVectorData. In this way, if dedicated logic init logic needs to be added to this class then we have a place for it without having to also update :py:class:`~pynwb.io.epoch.TimeIntervalsMap` (which would likely get forgotten) """ pass @docval({'name': 'val', 'type': (TIME_SERIES_REFERENCE_TUPLE, tuple), 'doc': 'the value to add to this column. If this is a regular tuple then it ' 'must be convertible to a TimeSeriesReference'}) def add_row(self, **kwargs): """Append a data value to this column.""" val = kwargs['val'] if not isinstance(val, self.TIME_SERIES_REFERENCE_TUPLE): val = self.TIME_SERIES_REFERENCE_TUPLE(*val) val.check_types() super().append(val) @docval({'name': 'arg', 'type': (TIME_SERIES_REFERENCE_TUPLE, tuple), 'doc': 'the value to append to this column. If this is a regular tuple then it ' 'must be convertible to a TimeSeriesReference'}) def append(self, **kwargs): """Append a data value to this column.""" arg = kwargs['arg'] if not isinstance(arg, self.TIME_SERIES_REFERENCE_TUPLE): arg = self.TIME_SERIES_REFERENCE_TUPLE(*arg) arg.check_types() super().append(arg) def get(self, key, **kwargs): """ Retrieve elements from this object. The function uses :py:class:`~pynwb.base.TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE` to describe individual records in the dataset. This allows the code to avoid exposing internal details of the schema to the user and simplifies handling of missing values by explicitly representing missing values via :py:class:`~pynwb.base.TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_NONE_TYPE` rather than the internal representation used for storage of ``(-1, -1, TimeSeries)``. :param key: Selection of the elements :param kwargs: Ignored :returns: :py:class:`~pynwb.base.TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE` if a single element is being selected. Otherwise return a list of :py:class:`~pynwb.base.TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE` objects. Missing values are represented by :py:class:`~pynwb.base.TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_NONE_TYPE` in which all values (i.e., idx_start, count, timeseries) are set to None. """ vals = super().get(key) # we only selected one row. if isinstance(key, (int, np.integer)): # NOTE: If we never wrote the data to disk, then vals will be a single tuple. # If the data is loaded from an h5py.Dataset then vals will be a single # np.void object. I.e., an alternative check would be # if isinstance(vals, tuple) or isinstance(vals, np.void): # ... if vals[0] < 0 or vals[1] < 0: return self.TIME_SERIES_REFERENCE_NONE_TYPE else: return self.TIME_SERIES_REFERENCE_TUPLE(*vals) else: # key selected multiple rows # When loading from HDF5 we get an np.ndarray otherwise we get list-of-list. This # makes the values consistent and transforms the data to use our namedtuple type re = [self.TIME_SERIES_REFERENCE_NONE_TYPE if (v[0] < 0 or v[1] < 0) else self.TIME_SERIES_REFERENCE_TUPLE(*v) for v in vals] return re pynwb-2.8.2/src/pynwb/behavior.py0000644000000000000000000001600313615410400013701 0ustar00import warnings from hdmf.utils import docval, popargs, get_docval, get_data_shape from . import register_class, CORE_NAMESPACE from .core import MultiContainerInterface from .misc import IntervalSeries from .base import TimeSeries @register_class('SpatialSeries', CORE_NAMESPACE) class SpatialSeries(TimeSeries): """ Direction, e.g., of gaze or travel, or position. The TimeSeries::data field is a 2D array storing position or direction relative to some reference frame. Array structure: [num measurements] [num dimensions]. Each SpatialSeries has a text dataset reference_frame that indicates the zero-position, or the zero-axes for direction. For example, if representing gaze direction, "straight-ahead" might be a specific pixel on the monitor, or some other point in space. For position data, the 0,0 point might be the top-left corner of an enclosure, as viewed from the tracking camera. The unit of data will indicate how to interpret SpatialSeries values. """ __nwbfields__ = ('reference_frame',) @docval(*get_docval(TimeSeries.__init__, 'name'), # required {'name': 'data', 'type': ('array_data', 'data', TimeSeries), 'shape': ((None, ), (None, None)), # required 'doc': ('The data values. Can be 1D or 2D. The first dimension must be time. If 2D, there can be 1, 2, ' 'or 3 columns, which represent x, y, and z.')}, {'name': 'bounds', 'type': list, 'shape': ((1, 2), (2, 2), (3, 2)), 'default': None, 'doc': 'The boundary range (min, max) for each dimension of data.'}, {'name': 'reference_frame', 'type': str, # required 'doc': 'description defining what the zero-position is'}, {'name': 'unit', 'type': str, 'doc': 'The base unit of measurement (should be SI unit)', 'default': 'meters'}, *get_docval(TimeSeries.__init__, 'conversion', 'resolution', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'offset')) def __init__(self, **kwargs): """ Create a SpatialSeries TimeSeries dataset """ name, data, bounds, reference_frame, unit = popargs('name', 'data', 'bounds', 'reference_frame', 'unit', kwargs) super().__init__(name, data, unit, **kwargs) # NWB 2.5 restricts length of second dimension to be <= 3 allowed_data_shapes = ((None, ), (None, 1), (None, 2), (None, 3)) data_shape = get_data_shape(data) if not any(self._validate_data_shape(data_shape, a) for a in allowed_data_shapes): warnings.warn("SpatialSeries '%s' has data shape %s which is not compliant with NWB 2.5 and greater. " "The second dimension should have length <= 3 to represent at most x, y, z." % (name, str(data_shape))) self.bounds = bounds self.reference_frame = reference_frame @staticmethod def _validate_data_shape(valshape, argshape): if not len(valshape) == len(argshape): return False for a, b in zip(valshape, argshape): if b not in (a, None): return False return True @register_class('BehavioralEpochs', CORE_NAMESPACE) class BehavioralEpochs(MultiContainerInterface): """ TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output of one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group "BehavioralTimeSeries". BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data. """ __clsconf__ = { 'add': 'add_interval_series', 'get': 'get_interval_series', 'create': 'create_interval_series', 'type': IntervalSeries, 'attr': 'interval_series' } @register_class('BehavioralEvents', CORE_NAMESPACE) class BehavioralEvents(MultiContainerInterface): """ TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details. """ __clsconf__ = { 'add': 'add_timeseries', 'get': 'get_timeseries', 'create': 'create_timeseries', 'type': TimeSeries, 'attr': 'time_series' } @register_class('BehavioralTimeSeries', CORE_NAMESPACE) class BehavioralTimeSeries(MultiContainerInterface): """ TimeSeries for storing Behavioral time series data. See description of BehavioralEpochs for more details. """ __clsconf__ = { 'add': 'add_timeseries', 'get': 'get_timeseries', 'create': 'create_timeseries', 'type': TimeSeries, 'attr': 'time_series' } @register_class('PupilTracking', CORE_NAMESPACE) class PupilTracking(MultiContainerInterface): """ Eye-tracking data, representing pupil size. """ __clsconf__ = { 'add': 'add_timeseries', 'get': 'get_timeseries', 'create': 'create_timeseries', 'type': TimeSeries, 'attr': 'time_series' } @register_class('EyeTracking', CORE_NAMESPACE) class EyeTracking(MultiContainerInterface): """ Eye-tracking data, representing direction of gaze. """ __clsconf__ = { 'add': 'add_spatial_series', 'get': 'get_spatial_series', 'create': 'create_spatial_series', 'type': SpatialSeries, 'attr': 'spatial_series' } @register_class('CompassDirection', CORE_NAMESPACE) class CompassDirection(MultiContainerInterface): """ With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees. """ __clsconf__ = { 'add': 'add_spatial_series', 'get': 'get_spatial_series', 'create': 'create_spatial_series', 'type': SpatialSeries, 'attr': 'spatial_series' } @register_class('Position', CORE_NAMESPACE) class Position(MultiContainerInterface): """ Position data, whether along the x, x/y or x/y/z axis. """ __clsconf__ = { 'add': 'add_spatial_series', 'get': 'get_spatial_series', 'create': 'create_spatial_series', 'type': SpatialSeries, 'attr': 'spatial_series' } pynwb-2.8.2/src/pynwb/core.py0000644000000000000000000001327113615410400013036 0ustar00from warnings import warn import numpy as np from hdmf import Container, Data from hdmf.container import AbstractContainer, MultiContainerInterface as hdmf_MultiContainerInterface, Table from hdmf.common import DynamicTable, DynamicTableRegion # noqa: F401 from hdmf.common import VectorData, VectorIndex, ElementIdentifiers # noqa: F401 from hdmf.utils import docval, popargs from hdmf.utils import LabelledDict # noqa: F401 from . import CORE_NAMESPACE, register_class from pynwb import get_type_map def _not_parent(arg): return arg['name'] != 'parent' def prepend_string(string, prepend=' '): return prepend + prepend.join(string.splitlines(True)) class NWBMixin(AbstractContainer): _data_type_attr = 'neurodata_type' @docval({'name': 'neurodata_type', 'type': str, 'doc': 'the data_type to search for', 'default': None}) def get_ancestor(self, **kwargs): """ Traverse parent hierarchy and return first instance of the specified data_type """ neurodata_type = kwargs['neurodata_type'] return super().get_ancestor(data_type=neurodata_type) def _error_on_new_warn_on_construct(self, error_msg: str): """ Raise an error when a check is violated on instance creation. To ensure backwards compatibility, this method throws a warning instead of raising an error when reading from a file, ensuring that files with invalid data can be read. If error_msg is set to None the function will simply return without further action. """ if error_msg is None: return if not self._in_construct_mode: raise ValueError(error_msg) warn(error_msg) def _get_type_map(self): return get_type_map() @property def data_type(self): """ Return the spec data type associated with this container, i.e., the neurodata_type. """ # we need this function here to use the correct _data_type_attr. _type = getattr(self, self._data_type_attr) return _type @register_class('NWBContainer', CORE_NAMESPACE) class NWBContainer(NWBMixin, Container): _fieldsname = '__nwbfields__' __nwbfields__ = tuple() @register_class('NWBDataInterface', CORE_NAMESPACE) class NWBDataInterface(NWBContainer): pass @register_class('NWBData', CORE_NAMESPACE) class NWBData(NWBMixin, Data): @docval({'name': 'name', 'type': str, 'doc': 'the name of this container'}, {'name': 'data', 'type': ('scalar_data', 'array_data', 'data', Data), 'doc': 'the source of the data'}) def __init__(self, **kwargs): super().__init__(**kwargs) self.__data = kwargs['data'] @property def data(self): return self.__data def __len__(self): return len(self.__data) def __getitem__(self, args): if isinstance(self.data, (tuple, list)) and isinstance(args, (tuple, list)): return [self.data[i] for i in args] return self.data[args] def append(self, arg): if isinstance(self.data, list): self.data.append(arg) elif isinstance(self.data, np.ndarray): self.__data = np.concatenate((self.__data, [arg])) else: msg = "NWBData cannot append to object of type '%s'" % type(self.__data) raise ValueError(msg) def extend(self, arg): if isinstance(self.data, list): self.data.extend(arg) elif isinstance(self.data, np.ndarray): self.__data = np.concatenate((self.__data, arg)) else: msg = "NWBData cannot extend object of type '%s'" % type(self.__data) raise ValueError(msg) @register_class('ScratchData', CORE_NAMESPACE) class ScratchData(NWBData): __nwbfields__ = ('description', ) @docval({'name': 'name', 'type': str, 'doc': 'the name of this container'}, {'name': 'data', 'type': ('scalar_data', 'array_data', 'data', Data), 'doc': 'the source of the data'}, {'name': 'notes', 'type': str, 'doc': 'notes about the data. This argument will be deprecated. Use description instead', 'default': ''}, {'name': 'description', 'type': str, 'doc': 'notes about the data', 'default': None}) def __init__(self, **kwargs): notes, description = popargs('notes', 'description', kwargs) super().__init__(**kwargs) if notes != '': warn('The `notes` argument of ScratchData.__init__ will be deprecated. Use description instead.', PendingDeprecationWarning) if notes != '' and description != '': raise ValueError('Cannot provide both notes and description to ScratchData.__init__. The description ' 'argument is recommended.') description = notes if not description: warn('ScratchData.description will be required in a future major release of PyNWB.', PendingDeprecationWarning) self.description = description @property def notes(self): warn('Use of ScratchData.notes will be deprecated. Use ScratchData.description instead.', PendingDeprecationWarning) return self.description @notes.setter def notes(self, value): warn('Use of ScratchData.notes will be deprecated. Use ScratchData.description instead.', PendingDeprecationWarning) self.description = value class NWBTable(Table): """Defined in PyNWB for API backward compatibility. See HDMF Table for details.""" pass class MultiContainerInterface(NWBDataInterface, hdmf_MultiContainerInterface): """Defined in PyNWB for API backward compatibility. See HDMF MultiContainterInterface for details.""" pass pynwb-2.8.2/src/pynwb/device.py0000644000000000000000000000202013615410400013333 0ustar00from hdmf.utils import docval, popargs from . import register_class, CORE_NAMESPACE from .core import NWBContainer @register_class('Device', CORE_NAMESPACE) class Device(NWBContainer): """ Metadata about a data acquisition device, e.g., recording system, electrode, microscope. """ __nwbfields__ = ('name', 'description', 'manufacturer') @docval({'name': 'name', 'type': str, 'doc': 'the name of this device'}, {'name': 'description', 'type': str, 'doc': 'Description of the device (e.g., model, firmware version, processing software version, etc.)', 'default': None}, {'name': 'manufacturer', 'type': str, 'doc': 'the name of the manufacturer of this device', 'default': None}) def __init__(self, **kwargs): description, manufacturer = popargs('description', 'manufacturer', kwargs) super().__init__(**kwargs) self.description = description self.manufacturer = manufacturer pynwb-2.8.2/src/pynwb/ecephys.py0000644000000000000000000004331513615410400013550 0ustar00import warnings from collections.abc import Iterable from hdmf.common import DynamicTableRegion from hdmf.data_utils import DataChunkIterator, assertEqualShape from hdmf.utils import docval, popargs, get_docval, popargs_to_dict, get_data_shape from . import register_class, CORE_NAMESPACE from .base import TimeSeries from .core import NWBContainer, NWBDataInterface, MultiContainerInterface from .device import Device @register_class('ElectrodeGroup', CORE_NAMESPACE) class ElectrodeGroup(NWBContainer): """Defines a related group of electrodes.""" __nwbfields__ = ('name', 'description', 'location', 'device', 'position') @docval({'name': 'name', 'type': str, 'doc': 'the name of this electrode group'}, {'name': 'description', 'type': str, 'doc': 'description of this electrode group'}, {'name': 'location', 'type': str, 'doc': 'description of location of this electrode group'}, {'name': 'device', 'type': Device, 'doc': 'the device that was used to record from this electrode group'}, {'name': 'position', 'type': 'array_data', 'doc': 'stereotaxic position of this electrode group (x, y, z)', 'default': None}) def __init__(self, **kwargs): args_to_set = popargs_to_dict(('description', 'location', 'device', 'position'), kwargs) super().__init__(**kwargs) if args_to_set['position'] and len(args_to_set['position']) != 3: raise ValueError('ElectrodeGroup position argument must have three elements: x, y, z, but received: %s' % str(args_to_set['position'])) for key, val in args_to_set.items(): setattr(self, key, val) @register_class('ElectricalSeries', CORE_NAMESPACE) class ElectricalSeries(TimeSeries): """ Stores acquired voltage data from extracellular recordings. The data field of an ElectricalSeries is an int or float array storing data in Volts. TimeSeries::data array structure: [num times] [num channels] (or [num_times] for single electrode). """ __nwbfields__ = ({'name': 'electrodes', 'required_name': 'electrodes', 'doc': 'the electrodes that generated this electrical series', 'child': True}, 'channel_conversion', 'filtering') @docval(*get_docval(TimeSeries.__init__, 'name'), # required {'name': 'data', 'type': ('array_data', 'data', TimeSeries), # required 'shape': ((None, ), (None, None), (None, None, None)), 'doc': ('The data values. Can be 1D or 2D. The first dimension must be time. The second dimension ' 'represents electrodes/channels.')}, {'name': 'electrodes', 'type': DynamicTableRegion, # required 'doc': 'the table region corresponding to the electrodes from which this series was recorded'}, {'name': 'channel_conversion', 'type': ('array_data', 'data'), 'shape': (None,), 'doc': "Channel-specific conversion factor. Multiply the data in the 'data' dataset by these values along the " "channel axis (as indicated by axis attribute) AND by the global conversion factor in the 'conversion' " "attribute of 'data' to get the data values in Volts, i.e, data in Volts = data * data.conversion * " "channel_conversion. This approach allows for both global and per-channel data conversion factors needed " "to support the storage of electrical recordings as native values generated by data acquisition systems. " "If this dataset is not present, then there is no channel-specific conversion factor, i.e. it is 1 for all" " channels.", 'default': None}, {'name': 'filtering', 'type': str, 'doc': "Filtering applied to all channels of the data. For example, if this ElectricalSeries represents " "high-pass-filtered data (also known as AP Band), then this value could be 'High-pass 4-pole Bessel " "filter at 500 Hz'. If this ElectricalSeries represents low-pass-filtered LFP data and the type of " "filter is unknown, then this value could be 'Low-pass filter at 300 Hz'. If a non-standard filter " "type is used, provide as much detail about the filter properties as possible.", 'default': None}, *get_docval(TimeSeries.__init__, 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'offset')) def __init__(self, **kwargs): args_to_set = popargs_to_dict(('electrodes', 'channel_conversion', 'filtering'), kwargs) data_shape = get_data_shape(kwargs['data'], strict_no_data_load=True) if ( data_shape is not None and len(data_shape) == 2 and data_shape[1] != len(args_to_set['electrodes'].data) ): if data_shape[0] == len(args_to_set['electrodes'].data): warnings.warn("%s '%s': The second dimension of data does not match the length of electrodes, " "but instead the first does. Data is oriented incorrectly and should be transposed." % (self.__class__.__name__, kwargs["name"])) else: warnings.warn("%s '%s': The second dimension of data does not match the length of electrodes. " "Your data may be transposed." % (self.__class__.__name__, kwargs["name"])) kwargs['unit'] = 'volts' # fixed value super().__init__(**kwargs) for key, val in args_to_set.items(): setattr(self, key, val) @register_class('SpikeEventSeries', CORE_NAMESPACE) class SpikeEventSeries(ElectricalSeries): """ Stores "snapshots" of spike events (i.e., threshold crossings) in data. This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describing how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode). """ __nwbfields__ = () @docval(*get_docval(ElectricalSeries.__init__, 'name', 'data'), # required {'name': 'timestamps', 'type': ('array_data', 'data', TimeSeries), # required 'doc': 'Timestamps for samples stored in data'}, *get_docval(ElectricalSeries.__init__, 'electrodes'), # required *get_docval(ElectricalSeries.__init__, 'resolution', 'conversion', 'comments', 'description', 'control', 'control_description', 'offset')) def __init__(self, **kwargs): data = kwargs['data'] timestamps = kwargs['timestamps'] if not (isinstance(data, TimeSeries) or isinstance(timestamps, TimeSeries)): if not (isinstance(data, DataChunkIterator) or isinstance(timestamps, DataChunkIterator)): if len(data) != len(timestamps): raise ValueError('Must provide the same number of timestamps and spike events') else: # TODO: add check when we have DataChunkIterators pass super().__init__(**kwargs) @register_class('EventDetection', CORE_NAMESPACE) class EventDetection(NWBDataInterface): """ Detected spike events from voltage trace(s). """ __nwbfields__ = ('detection_method', 'source_electricalseries', 'source_idx', 'times') @docval({'name': 'detection_method', 'type': str, 'doc': 'Description of how events were detected, such as voltage threshold, or dV/dT threshold, ' 'as well as relevant values.'}, {'name': 'source_electricalseries', 'type': ElectricalSeries, 'doc': 'The source electrophysiology data'}, {'name': 'source_idx', 'type': ('array_data', 'data'), 'doc': 'Indices (zero-based) into source ElectricalSeries::data array corresponding ' 'to time of event. Module description should define what is meant by time of event ' '(e.g., .25msec before action potential peak, zero-crossing time, etc). ' 'The index points to each event from the raw data'}, {'name': 'times', 'type': ('array_data', 'data'), 'doc': 'Timestamps of events, in Seconds'}, {'name': 'name', 'type': str, 'doc': 'the name of this container', 'default': 'EventDetection'}) def __init__(self, **kwargs): args_to_set = popargs_to_dict(('detection_method', 'source_electricalseries', 'source_idx', 'times'), kwargs) super().__init__(**kwargs) for key, val in args_to_set.items(): setattr(self, key, val) self.unit = 'seconds' # fixed value @register_class('EventWaveform', CORE_NAMESPACE) class EventWaveform(MultiContainerInterface): """ Spike data for spike events detected in raw data stored in this NWBFile, or events detect at acquisition """ __clsconf__ = { 'attr': 'spike_event_series', 'type': SpikeEventSeries, 'add': 'add_spike_event_series', 'get': 'get_spike_event_series', 'create': 'create_spike_event_series' } @register_class('Clustering', CORE_NAMESPACE) class Clustering(NWBDataInterface): """ DEPRECATED in favor of :py:meth:`~pynwb.misc.Units`. Specifies cluster event times and cluster metric for maximum ratio of waveform peak to RMS on any channel in cluster. """ __nwbfields__ = ( 'description', 'num', 'peak_over_rms', 'times' ) @docval({'name': 'description', 'type': str, 'doc': 'Description of clusters or clustering, (e.g. cluster 0 is noise, ' 'clusters curated using Klusters, etc).'}, {'name': 'num', 'type': ('array_data', 'data'), 'doc': 'Cluster number of each event.', 'shape': (None, )}, {'name': 'peak_over_rms', 'type': Iterable, 'shape': (None, ), 'doc': 'Maximum ratio of waveform peak to RMS on any channel in the cluster' '(provides a basic clustering metric).'}, {'name': 'times', 'type': ('array_data', 'data'), 'doc': 'Times of clustered events, in seconds.', 'shape': (None,)}, {'name': 'name', 'type': str, 'doc': 'the name of this container', 'default': 'Clustering'}) def __init__(self, **kwargs): warnings.warn("use pynwb.misc.Units or NWBFile.units instead", DeprecationWarning) args_to_set = popargs_to_dict(('description', 'num', 'peak_over_rms', 'times'), kwargs) super().__init__(**kwargs) args_to_set['peak_over_rms'] = list(args_to_set['peak_over_rms']) for key, val in args_to_set.items(): setattr(self, key, val) @register_class('ClusterWaveforms', CORE_NAMESPACE) class ClusterWaveforms(NWBDataInterface): """ DEPRECATED. `ClusterWaveforms` was deprecated in Oct 27, 2018 and will be removed in a future release. Please use the `Units` table to store waveform mean and standard deviation e.g. `NWBFile.units.add_unit(..., waveform_mean=..., waveform_sd=...)` Describe cluster waveforms by mean and standard deviation for at each sample. """ __nwbfields__ = ('clustering_interface', 'waveform_filtering', 'waveform_mean', 'waveform_sd') @docval({'name': 'clustering_interface', 'type': Clustering, 'doc': 'the clustered spike data used as input for computing waveforms'}, {'name': 'waveform_filtering', 'type': str, 'doc': 'filter applied to data before calculating mean and standard deviation'}, {'name': 'waveform_mean', 'type': Iterable, 'shape': (None, None), 'doc': 'the mean waveform for each cluster'}, {'name': 'waveform_sd', 'type': Iterable, 'shape': (None, None), 'doc': 'the standard deviations of waveforms for each cluster'}, {'name': 'name', 'type': str, 'doc': 'the name of this container', 'default': 'ClusterWaveforms'}) def __init__(self, **kwargs): warnings.warn("use pynwb.misc.Units or NWBFile.units instead", DeprecationWarning) args_to_set = popargs_to_dict(('clustering_interface', 'waveform_filtering', 'waveform_mean', 'waveform_sd'), kwargs) super().__init__(**kwargs) for key, val in args_to_set.items(): setattr(self, key, val) @register_class('LFP', CORE_NAMESPACE) class LFP(MultiContainerInterface): """ LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries description or comments field. """ __clsconf__ = [ {'attr': 'electrical_series', 'type': ElectricalSeries, 'add': 'add_electrical_series', 'get': 'get_electrical_series', 'create': 'create_electrical_series'}] @register_class('FilteredEphys', CORE_NAMESPACE) class FilteredEphys(MultiContainerInterface): """ Ephys data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. """ __clsconf__ = { 'attr': 'electrical_series', 'type': ElectricalSeries, 'add': 'add_electrical_series', 'get': 'get_electrical_series', 'create': 'create_electrical_series' } @register_class('FeatureExtraction', CORE_NAMESPACE) class FeatureExtraction(NWBDataInterface): """ Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEvent TimeSeries or other source. """ __nwbfields__ = ('description', {'name': 'electrodes', 'child': True}, 'times', 'features') @docval({'name': 'electrodes', 'type': DynamicTableRegion, 'doc': 'the table region corresponding to the electrodes from which this series was recorded'}, {'name': 'description', 'type': ('array_data', 'data'), 'doc': 'A description for each feature extracted', 'shape': (None, )}, {'name': 'times', 'type': ('array_data', 'data'), 'shape': (None, ), 'doc': 'The times of events that features correspond to'}, {'name': 'features', 'type': ('array_data', 'data'), 'shape': (None, None, None), 'doc': 'Features for each channel'}, {'name': 'name', 'type': str, 'doc': 'the name of this container', 'default': 'FeatureExtraction'}) def __init__(self, **kwargs): # get the inputs electrodes, description, times, features = popargs( 'electrodes', 'description', 'times', 'features', kwargs) # Validate the shape of the inputs # Validate event times compared to features shape_validators = [] shape_validators.append(assertEqualShape(data1=features, data2=times, axes1=0, axes2=0, name1='feature_shape', name2='times', ignore_undetermined=True)) # Validate electrodes compared to features shape_validators.append(assertEqualShape(data1=features, data2=electrodes, axes1=1, axes2=0, name1='feature_shape', name2='electrodes', ignore_undetermined=True)) # Valided description compared to features shape_validators.append(assertEqualShape(data1=features, data2=description, axes1=2, axes2=0, name1='feature_shape', name2='description', ignore_undetermined=True)) # Raise an error if any of the shapes do not match raise_error = False error_msg = "" for sv in shape_validators: raise_error |= not sv.result if not sv.result: error_msg += sv.message + "\n" if raise_error: raise ValueError(error_msg) # Initialize the object super().__init__(**kwargs) self.electrodes = electrodes self.description = description self.times = list(times) self.features = features pynwb-2.8.2/src/pynwb/epoch.py0000644000000000000000000000724013615410400013203 0ustar00from bisect import bisect_left from hdmf.data_utils import DataIO from hdmf.common import DynamicTable from hdmf.utils import docval, getargs, popargs, get_docval from . import register_class, CORE_NAMESPACE from .base import TimeSeries, TimeSeriesReferenceVectorData, TimeSeriesReference @register_class('TimeIntervals', CORE_NAMESPACE) class TimeIntervals(DynamicTable): """ Table for storing Epoch data """ __defaultname__ = 'epochs' __columns__ = ( {'name': 'start_time', 'description': 'Start time of epoch, in seconds', 'required': True}, {'name': 'stop_time', 'description': 'Stop time of epoch, in seconds', 'required': True}, {'name': 'tags', 'description': 'user-defined tags', 'index': True}, {'name': 'timeseries', 'description': 'index into a TimeSeries object', 'index': True, 'class': TimeSeriesReferenceVectorData} ) @docval({'name': 'name', 'type': str, 'doc': 'name of this TimeIntervals'}, # required {'name': 'description', 'type': str, 'doc': 'Description of this TimeIntervals', 'default': "experimental intervals"}, *get_docval(DynamicTable.__init__, 'id', 'columns', 'colnames')) def __init__(self, **kwargs): super().__init__(**kwargs) @docval({'name': 'start_time', 'type': float, 'doc': 'Start time of epoch, in seconds'}, {'name': 'stop_time', 'type': float, 'doc': 'Stop time of epoch, in seconds'}, {'name': 'tags', 'type': (str, list, tuple), 'doc': 'user-defined tags used throughout time intervals', 'default': None}, {'name': 'timeseries', 'type': (list, tuple, TimeSeries), 'doc': 'the TimeSeries this epoch applies to', 'default': None}, allow_extra=True) def add_interval(self, **kwargs): tags, timeseries = popargs('tags', 'timeseries', kwargs) start_time, stop_time = getargs('start_time', 'stop_time', kwargs) rkwargs = dict(kwargs) if tags is not None: if isinstance(tags, str): tags = [s.strip() for s in tags.split(",") if not s.isspace()] rkwargs['tags'] = tags if not (timeseries is None or (isinstance(timeseries, (tuple, list)) and len(timeseries) == 0)): if isinstance(timeseries, TimeSeries): timeseries = [timeseries] tmp = list() for ts in timeseries: idx_start, count = self.__calculate_idx_count(start_time, stop_time, ts) tmp.append(TimeSeriesReference(idx_start, count, ts)) timeseries = tmp rkwargs['timeseries'] = timeseries return super().add_row(**rkwargs) def __calculate_idx_count(self, start_time, stop_time, ts_data): if isinstance(ts_data.timestamps, DataIO): ts_timestamps = ts_data.timestamps.data ts_starting_time = ts_data.starting_time ts_rate = ts_data.rate else: ts = ts_data ts_timestamps = ts.timestamps ts_starting_time = ts.starting_time ts_rate = ts.rate if ts_starting_time is not None and ts_rate: start_idx = int((start_time - ts_starting_time)*ts_rate) stop_idx = int((stop_time - ts_starting_time)*ts_rate) elif len(ts_timestamps) > 0: timestamps = ts_timestamps start_idx = bisect_left(timestamps, start_time) stop_idx = bisect_left(timestamps, stop_time) else: raise ValueError("TimeSeries object must have timestamps or starting_time and rate") count = stop_idx - start_idx idx_start = start_idx return int(idx_start), int(count) pynwb-2.8.2/src/pynwb/file.py0000644000000000000000000016243613615410400013035 0ustar00from datetime import datetime, timedelta from dateutil.tz import tzlocal from collections.abc import Iterable from warnings import warn import copy as _copy import numpy as np import pandas as pd from hdmf.common import DynamicTableRegion, DynamicTable from hdmf.container import HERDManager from hdmf.utils import docval, getargs, get_docval, popargs, popargs_to_dict, AllowPositional from . import register_class, CORE_NAMESPACE from .base import TimeSeries, ProcessingModule from .device import Device from .epoch import TimeIntervals from .ecephys import ElectrodeGroup from .icephys import (IntracellularElectrode, SweepTable, PatchClampSeries, IntracellularRecordingsTable, SimultaneousRecordingsTable, SequentialRecordingsTable, RepetitionsTable, ExperimentalConditionsTable) from .image import Images from .ophys import ImagingPlane from .ogen import OptogeneticStimulusSite from .misc import Units from .core import NWBContainer, NWBDataInterface, MultiContainerInterface, ScratchData, LabelledDict def _not_parent(arg): return arg['name'] != 'parent' @register_class('LabMetaData', CORE_NAMESPACE) class LabMetaData(NWBContainer): """ Container for storing lab-specific meta-data The LabMetaData class serves as a base type for defining lab specific meta-data. To define your own lab-specific metadata, create a Neurodata Extension (NDX) for NWB that defines the data to add. Using the LabMetaData container as a base type makes it easy to add your data to an NWBFile without having to modify the NWBFile type itself, since adding of LabMetaData is already implemented. For more details on how to create an extension see the :nwb_overview:`Extending NWB ` tutorial. """ @docval({'name': 'name', 'type': str, 'doc': 'name of lab metadata'}) def __init__(self, **kwargs): super().__init__(**kwargs) @register_class('Subject', CORE_NAMESPACE) class Subject(NWBContainer): """Subject information and metadata.""" __nwbfields__ = ( 'age', "age__reference", 'description', 'genotype', 'sex', 'species', 'subject_id', 'weight', 'date_of_birth', 'strain' ) @docval( { "name": "age", "type": (str, timedelta), "doc": 'The age of the subject. The ISO 8601 Duration format is recommended, e.g., "P90D" for 90 days old.' 'A timedelta will automatically be converted to The ISO 8601 Duration format.', "default": None, }, { "name": "age__reference", "type": str, "doc": "Age is with reference to this event. Can be 'birth' or 'gestational'. If reference is omitted, " "then 'birth' is implied. Value can be None when read from an NWB file with schema version " "2.0 to 2.5 where age__reference is missing.", "default": "birth", }, { "name": "description", "type": str, "doc": 'A description of the subject, e.g., "mouse A10".', "default": None, }, {'name': 'genotype', 'type': str, 'doc': 'The genotype of the subject, e.g., "Sst-IRES-Cre/wt;Ai32(RCL-ChR2(H134R)_EYFP)/wt".', 'default': None}, {'name': 'sex', 'type': str, 'doc': ('The sex of the subject. Using "F" (female), "M" (male), "U" (unknown), or "O" (other) ' 'is recommended.'), 'default': None}, {'name': 'species', 'type': str, 'doc': 'The species of the subject. The formal latin binomal name is recommended, e.g., "Mus musculus"', 'default': None}, {'name': 'subject_id', 'type': str, 'doc': 'A unique identifier for the subject, e.g., "A10"', 'default': None}, {'name': 'weight', 'type': (float, str), 'doc': ('The weight of the subject, including units. Using kilograms is recommended. e.g., "0.02 kg". ' 'If a float is provided, then the weight will be stored as "[value] kg".'), 'default': None}, {'name': 'date_of_birth', 'type': datetime, 'default': None, 'doc': 'The datetime of the date of birth. May be supplied instead of age.'}, {'name': 'strain', 'type': str, 'doc': 'The strain of the subject, e.g., "C57BL/6J"', 'default': None}, ) def __init__(self, **kwargs): keys_to_set = ( "age", "age__reference", "description", "genotype", "sex", "species", "subject_id", "weight", "date_of_birth", "strain", ) args_to_set = popargs_to_dict(keys_to_set, kwargs) super().__init__(name="subject", **kwargs) # NOTE when the Subject I/O mapper (see pynwb.io.file.py) reads an age__reference value of None from an # NWB 2.0-2.5 file, it sets the value to "unspecified" so that when Subject.__init__ is called, the incoming # age__reference value is NOT replaced by the default value ("birth") specified in the docval. # then we replace "unspecified" with None here. the user will never see the value "unspecified". # the ONLY way that age__reference can now be None is if it is read as None from an NWB 2.0-2.5 file. if self._in_construct_mode and args_to_set["age__reference"] == "unspecified": args_to_set["age__reference"] = None elif args_to_set["age__reference"] not in ("birth", "gestational"): raise ValueError("age__reference, if supplied, must be 'birth' or 'gestational'.") weight = args_to_set['weight'] if isinstance(weight, float): args_to_set['weight'] = str(weight) + ' kg' if isinstance(args_to_set["age"], timedelta): args_to_set["age"] = pd.Timedelta(args_to_set["age"]).isoformat() date_of_birth = args_to_set['date_of_birth'] if date_of_birth and date_of_birth.tzinfo is None: args_to_set['date_of_birth'] = _add_missing_timezone(date_of_birth) for key, val in args_to_set.items(): setattr(self, key, val) @register_class('NWBFile', CORE_NAMESPACE) class NWBFile(MultiContainerInterface, HERDManager): """ A representation of an NWB file. """ __clsconf__ = [ { 'attr': 'acquisition', 'add': '_add_acquisition_internal', 'type': (NWBDataInterface, DynamicTable), 'get': 'get_acquisition' }, { 'attr': 'analysis', 'add': 'add_analysis', 'type': (NWBContainer, DynamicTable), 'get': 'get_analysis' }, { 'attr': 'scratch', 'add': '_add_scratch', 'type': (DynamicTable, NWBContainer, ScratchData), 'get': '_get_scratch' }, { 'attr': 'stimulus', 'add': '_add_stimulus_internal', 'type': (NWBDataInterface, DynamicTable), 'get': 'get_stimulus' }, { 'attr': 'stimulus_template', 'add': '_add_stimulus_template_internal', 'type': (TimeSeries, Images), 'get': 'get_stimulus_template' }, { 'attr': 'processing', 'add': 'add_processing_module', 'type': ProcessingModule, 'create': 'create_processing_module', 'get': 'get_processing_module' }, { 'attr': 'devices', 'add': 'add_device', 'type': Device, 'create': 'create_device', 'get': 'get_device' }, { 'attr': 'electrode_groups', 'add': 'add_electrode_group', 'type': ElectrodeGroup, 'create': 'create_electrode_group', 'get': 'get_electrode_group' }, { 'attr': 'imaging_planes', 'add': 'add_imaging_plane', 'type': ImagingPlane, 'create': 'create_imaging_plane', 'get': 'get_imaging_plane' }, { 'attr': 'icephys_electrodes', 'add': 'add_icephys_electrode', 'type': IntracellularElectrode, 'create': 'create_icephys_electrode', 'get': 'get_icephys_electrode' }, { 'attr': 'ogen_sites', 'add': 'add_ogen_site', 'type': OptogeneticStimulusSite, 'create': 'create_ogen_site', 'get': 'get_ogen_site' }, { 'attr': 'intervals', 'add': 'add_time_intervals', 'type': TimeIntervals, 'create': 'create_time_intervals', 'get': 'get_time_intervals' }, { 'attr': 'lab_meta_data', 'add': 'add_lab_meta_data', 'type': LabMetaData, 'create': 'create_lab_meta_data', 'get': 'get_lab_meta_data' } ] __nwbfields__ = ({'name': 'session_description', 'settable': False}, {'name': 'identifier', 'settable': False}, {'name': 'session_start_time', 'settable': False}, {'name': 'timestamps_reference_time', 'settable': False}, {'name': 'file_create_date', 'settable': False}, 'experimenter', 'experiment_description', 'session_id', 'institution', 'keywords', 'notes', 'pharmacology', 'protocol', 'related_publications', 'slices', 'source_script', 'source_script_file_name', 'data_collection', 'surgery', 'virus', 'stimulus_notes', 'lab', {'name': 'electrodes', 'child': True, 'required_name': 'electrodes'}, {'name': 'epochs', 'child': True, 'required_name': 'epochs'}, {'name': 'trials', 'child': True, 'required_name': 'trials'}, {'name': 'units', 'child': True, 'required_name': 'units'}, {'name': 'subject', 'child': True, 'required_name': 'subject'}, {'name': 'sweep_table', 'child': True, 'required_name': 'sweep_table'}, {'name': 'invalid_times', 'child': True, 'required_name': 'invalid_times'}, # icephys_filtering is temporary. /intracellular_ephys/filtering dataset will be deprecated {'name': 'icephys_filtering', 'settable': False}, {'name': 'intracellular_recordings', 'child': True, 'required_name': 'intracellular_recordings', 'doc': 'IntracellularRecordingsTable table to group together a stimulus and response ' 'from a single intracellular electrode and a single simultaneous recording.'}, {'name': 'icephys_simultaneous_recordings', 'child': True, 'required_name': 'simultaneous_recordings', 'doc': 'SimultaneousRecordingsTable table for grouping different intracellular recordings from' 'the IntracellularRecordingsTable table together that were recorded simultaneously ' 'from different electrodes'}, {'name': 'icephys_sequential_recordings', 'child': True, 'required_name': 'sequential_recordings', 'doc': 'A table for grouping different simultaneous intracellular recording from the ' 'SimultaneousRecordingsTable table together. This is typically used to group ' 'together simultaneous recordings where the a sequence of stimuli of the same ' 'type with varying parameters have been presented in a sequence.'}, {'name': 'icephys_repetitions', 'child': True, 'required_name': 'repetitions', 'doc': 'A table for grouping different intracellular recording sequential recordings together.' 'With each SweepSequence typically representing a particular type of stimulus, the ' 'RepetitionsTable table is typically used to group sets of stimuli applied in sequence.'}, {'name': 'icephys_experimental_conditions', 'child': True, 'required_name': 'experimental_conditions', 'doc': 'A table for grouping different intracellular recording repetitions together that ' 'belong to the same experimental experimental_conditions.'}) @docval({'name': 'session_description', 'type': str, 'doc': 'a description of the session where this data was generated'}, {'name': 'identifier', 'type': str, 'doc': 'a unique text identifier for the file'}, {'name': 'session_start_time', 'type': datetime, 'doc': 'the start date and time of the recording session'}, {'name': 'file_create_date', 'type': ('array_data', datetime), 'doc': 'the date and time the file was created and subsequent modifications made', 'default': None}, {'name': 'timestamps_reference_time', 'type': datetime, 'doc': 'date and time corresponding to time zero of all timestamps; defaults to value ' 'of session_start_time', 'default': None}, {'name': 'experimenter', 'type': (tuple, list, str), 'doc': 'name of person who performed experiment', 'default': None}, {'name': 'experiment_description', 'type': str, 'doc': 'general description of the experiment', 'default': None}, {'name': 'session_id', 'type': str, 'doc': 'lab-specific ID for the session', 'default': None}, {'name': 'institution', 'type': str, 'doc': 'institution(s) where experiment is performed', 'default': None}, {'name': 'keywords', 'type': 'array_data', 'doc': 'Terms to search over', 'default': None}, {'name': 'notes', 'type': str, 'doc': 'Notes about the experiment.', 'default': None}, {'name': 'pharmacology', 'type': str, 'doc': 'Description of drugs used, including how and when they were administered. ' 'Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc.', 'default': None}, {'name': 'protocol', 'type': str, 'doc': 'Experimental protocol, if applicable. E.g., include IACUC protocol', 'default': None}, {'name': 'related_publications', 'type': (tuple, list, str), 'doc': 'Publication information.' 'PMID, DOI, URL, etc. If multiple, concatenate together and describe which is which. ' 'such as PMID, DOI, URL, etc', 'default': None}, {'name': 'slices', 'type': str, 'doc': 'Description of slices, including information about preparation ' 'thickness, orientation, temperature and bath solution', 'default': None}, {'name': 'source_script', 'type': str, 'doc': 'Script file used to create this NWB file.', 'default': None}, {'name': 'source_script_file_name', 'type': str, 'doc': 'Name of the source_script file', 'default': None}, {'name': 'data_collection', 'type': str, 'doc': 'Notes about data collection and analysis.', 'default': None}, {'name': 'surgery', 'type': str, 'doc': 'Narrative description about surgery/surgeries, including date(s) ' 'and who performed surgery.', 'default': None}, {'name': 'virus', 'type': str, 'doc': 'Information about virus(es) used in experiments, including virus ID, ' 'source, date made, injection location, volume, etc.', 'default': None}, {'name': 'stimulus_notes', 'type': str, 'doc': 'Notes about stimuli, such as how and where presented.', 'default': None}, {'name': 'lab', 'type': str, 'doc': 'lab where experiment was performed', 'default': None}, {'name': 'acquisition', 'type': (list, tuple), 'doc': 'Raw TimeSeries objects belonging to this NWBFile', 'default': None}, {'name': 'analysis', 'type': (list, tuple), 'doc': 'result of analysis', 'default': None}, {'name': 'stimulus', 'type': (list, tuple), 'doc': 'Stimulus TimeSeries, DynamicTable, or NWBDataInterface objects belonging to this NWBFile', 'default': None}, {'name': 'stimulus_template', 'type': (list, tuple), 'doc': 'Stimulus template TimeSeries objects belonging to this NWBFile', 'default': None}, {'name': 'epochs', 'type': TimeIntervals, 'doc': 'Epoch objects belonging to this NWBFile', 'default': None}, {'name': 'trials', 'type': TimeIntervals, 'doc': 'A table containing trial data', 'default': None}, {'name': 'invalid_times', 'type': TimeIntervals, 'doc': 'A table containing times to be omitted from analysis', 'default': None}, {'name': 'intervals', 'type': (list, tuple), 'doc': 'any TimeIntervals tables storing time intervals', 'default': None}, {'name': 'units', 'type': Units, 'doc': 'A table containing unit metadata', 'default': None}, {'name': 'processing', 'type': (list, tuple), 'doc': 'ProcessingModule objects belonging to this NWBFile', 'default': None}, {'name': 'lab_meta_data', 'type': (list, tuple), 'default': None, 'doc': 'an extension that contains lab-specific meta-data'}, {'name': 'electrodes', 'type': DynamicTable, 'doc': 'the ElectrodeTable that belongs to this NWBFile', 'default': None}, {'name': 'electrode_groups', 'type': Iterable, 'doc': 'the ElectrodeGroups that belong to this NWBFile', 'default': None}, {'name': 'ic_electrodes', 'type': (list, tuple), 'doc': 'DEPRECATED use icephys_electrodes parameter instead. ' 'IntracellularElectrodes that belong to this NWBFile', 'default': None}, {'name': 'sweep_table', 'type': SweepTable, 'doc': 'the SweepTable that belong to this NWBFile', 'default': None}, {'name': 'imaging_planes', 'type': (list, tuple), 'doc': 'ImagingPlanes that belong to this NWBFile', 'default': None}, {'name': 'ogen_sites', 'type': (list, tuple), 'doc': 'OptogeneticStimulusSites that belong to this NWBFile', 'default': None}, {'name': 'devices', 'type': (list, tuple), 'doc': 'Device objects belonging to this NWBFile', 'default': None}, {'name': 'subject', 'type': Subject, 'doc': 'subject metadata', 'default': None}, {'name': 'scratch', 'type': (list, tuple), 'doc': 'scratch data', 'default': None}, {'name': 'icephys_electrodes', 'type': (list, tuple), 'doc': 'IntracellularElectrodes that belong to this NWBFile.', 'default': None}, {'name': 'icephys_filtering', 'type': str, 'default': None, 'doc': '[DEPRECATED] Use IntracellularElectrode.filtering instead. Description of filtering used.'}, {'name': 'intracellular_recordings', 'type': IntracellularRecordingsTable, 'default': None, 'doc': 'the IntracellularRecordingsTable table that belongs to this NWBFile'}, {'name': 'icephys_simultaneous_recordings', 'type': SimultaneousRecordingsTable, 'default': None, 'doc': 'the SimultaneousRecordingsTable table that belongs to this NWBFile'}, {'name': 'icephys_sequential_recordings', 'type': SequentialRecordingsTable, 'default': None, 'doc': 'the SequentialRecordingsTable table that belongs to this NWBFile'}, {'name': 'icephys_repetitions', 'type': RepetitionsTable, 'default': None, 'doc': 'the RepetitionsTable table that belongs to this NWBFile'}, {'name': 'icephys_experimental_conditions', 'type': ExperimentalConditionsTable, 'default': None, 'doc': 'the ExperimentalConditionsTable table that belongs to this NWBFile'}) def __init__(self, **kwargs): keys_to_set = [ 'session_description', 'identifier', 'session_start_time', 'experimenter', 'file_create_date', 'ic_electrodes', 'icephys_electrodes', 'related_publications', 'timestamps_reference_time', 'acquisition', 'analysis', 'stimulus', 'stimulus_template', 'keywords', 'processing', 'electrodes', 'electrode_groups', 'devices', 'imaging_planes', 'ogen_sites', 'intervals', 'subject', 'sweep_table', 'lab_meta_data', 'epochs', 'trials', 'invalid_times', 'units', 'scratch', 'experiment_description', 'session_id', 'lab', 'institution', 'data_collection', 'notes', 'pharmacology', 'protocol', 'slices', 'source_script', 'source_script_file_name', 'surgery', 'virus', 'stimulus_notes', 'icephys_filtering', # DEPRECATION warning will be raised in the setter when calling setattr in the loop 'intracellular_recordings', 'icephys_simultaneous_recordings', 'icephys_sequential_recordings', 'icephys_repetitions', 'icephys_experimental_conditions' ] args_to_set = popargs_to_dict(keys_to_set, kwargs) kwargs['name'] = 'root' super().__init__(**kwargs) # add timezone to session_start_time if missing session_start_time = args_to_set['session_start_time'] if session_start_time.tzinfo is None: args_to_set['session_start_time'] = _add_missing_timezone(session_start_time) # set timestamps_reference_time to session_start_time if not provided # if provided, ensure that it has a timezone timestamps_reference_time = args_to_set['timestamps_reference_time'] if timestamps_reference_time is None: args_to_set['timestamps_reference_time'] = args_to_set['session_start_time'] elif timestamps_reference_time.tzinfo is None: raise ValueError("'timestamps_reference_time' must be a timezone-aware datetime object.") # convert file_create_date to list and add timezone if missing file_create_date = args_to_set['file_create_date'] if file_create_date is None: file_create_date = datetime.now(tzlocal()) if isinstance(file_create_date, datetime): file_create_date = [file_create_date] args_to_set['file_create_date'] = list(map(_add_missing_timezone, file_create_date)) # backwards-compatibility code for ic_electrodes / icephys_electrodes icephys_electrodes = args_to_set['icephys_electrodes'] ic_electrodes = args_to_set['ic_electrodes'] if icephys_electrodes is None and ic_electrodes is not None: warn("Use of the ic_electrodes parameter is deprecated. " "Use the icephys_electrodes parameter instead", DeprecationWarning) args_to_set['icephys_electrodes'] = ic_electrodes args_to_set.pop('ic_electrodes') # do not set this arg # convert single experimenter to tuple experimenter = args_to_set['experimenter'] if isinstance(experimenter, str): args_to_set['experimenter'] = (experimenter,) # convert single related_publications to tuple related_pubs = args_to_set['related_publications'] if isinstance(related_pubs, str): args_to_set['related_publications'] = (related_pubs,) # ensure source_script is provided if source_script_file_name is provided if args_to_set['source_script'] is None and args_to_set['source_script_file_name'] is not None: raise ValueError("'source_script' cannot be None when 'source_script_file_name' is set") # these attributes have no setters and can only be set using self.fields keys_to_set_via_fields = ( 'session_description', 'identifier', 'session_start_time', 'timestamps_reference_time', 'file_create_date' ) args_to_set_via_fields = popargs_to_dict(keys_to_set_via_fields, args_to_set) for key, val in args_to_set_via_fields.items(): self.fields[key] = val for key, val in args_to_set.items(): setattr(self, key, val) self.__obj = None def all_children(self): stack = [self] ret = list() self.__obj = LabelledDict(label='all_objects', key_attr='object_id') while len(stack): n = stack.pop() ret.append(n) if n.object_id is not None: self.__obj[n.object_id] = n else: warn('%s "%s" does not have an object_id' % (n.neurodata_type, n.name)) if hasattr(n, 'children'): for c in n.children: stack.append(c) return ret @property def objects(self): if self.__obj is None: self.all_children() return self.__obj @property def modules(self): warn("NWBFile.modules has been replaced by NWBFile.processing.", DeprecationWarning) return self.processing @property def epoch_tags(self): return set(self.epochs.tags[:]) if self.epochs is not None else set() @property def ec_electrode_groups(self): warn("NWBFile.ec_electrode_groups has been replaced by NWBFile.electrode_groups.", DeprecationWarning) return self.electrode_groups @property def ec_electrodes(self): warn("NWBFile.ec_electrodes has been replaced by NWBFile.electrodes.", DeprecationWarning) return self.electrodes @property def ic_electrodes(self): warn("NWBFile.ic_electrodes has been replaced by NWBFile.icephys_electrodes.", DeprecationWarning) return self.icephys_electrodes @property def icephys_filtering(self): return self.fields.get('icephys_filtering') @icephys_filtering.setter def icephys_filtering(self, val): if val is not None: warn("Use of icephys_filtering is deprecated. Use the IntracellularElectrode.filtering field instead", DeprecationWarning) self.fields['icephys_filtering'] = val def add_ic_electrode(self, *args, **kwargs): """ This method is deprecated and will be removed in future versions. Please use :py:meth:`~pynwb.file.NWBFile.add_icephys_electrode` instead """ warn("NWBFile.add_ic_electrode has been replaced by NWBFile.add_icephys_electrode.", DeprecationWarning) return self.add_icephys_electrode(*args, **kwargs) def create_ic_electrode(self, *args, **kwargs): """ This method is deprecated and will be removed in future versions. Please use :py:meth:`~pynwb.file.NWBFile.create_icephys_electrode` instead """ warn("NWBFile.create_ic_electrode has been replaced by NWBFile.create_icephys_electrode.", DeprecationWarning) return self.create_icephys_electrode(*args, **kwargs) def get_ic_electrode(self, *args, **kwargs): """ This method is deprecated and will be removed in future versions. Please use :py:meth:`~pynwb.file.NWBFile.get_icephys_electrode` instead """ warn("NWBFile.get_ic_electrode has been replaced by NWBFile.get_icephys_electrode.", DeprecationWarning) return self.get_icephys_electrode(*args, **kwargs) def __check_epochs(self): if self.epochs is None: self.epochs = TimeIntervals(name='epochs', description='experimental epochs') @docval(*get_docval(TimeIntervals.add_column), allow_extra=True) def add_epoch_column(self, **kwargs): """ Add a column to the epoch table. See :py:meth:`~hdmf.common.table.DynamicTable.add_column` for more details """ self.__check_epochs() self.epochs.add_column(**kwargs) def add_epoch_metadata_column(self, *args, **kwargs): """ This method is deprecated and will be removed in future versions. Please use :py:meth:`~pynwb.file.NWBFile.add_epoch_column` instead """ raise DeprecationWarning("Please use NWBFile.add_epoch_column") @docval(*get_docval(TimeIntervals.add_interval), allow_extra=True) def add_epoch(self, **kwargs): """ Creates a new Epoch object. Epochs are used to track intervals in an experiment, such as exposure to a certain type of stimuli (an interval where orientation gratings are shown, or of sparse noise) or a different paradigm (a rat exploring an enclosure versus sleeping between explorations) """ self.__check_epochs() self.epochs.add_interval(**kwargs) def __check_electrodes(self): if self.electrodes is None: self.electrodes = ElectrodeTable() @docval(*get_docval(DynamicTable.add_column), allow_extra=True) def add_electrode_column(self, **kwargs): """ Add a column to the electrode table. See :py:meth:`~hdmf.common.table.DynamicTable.add_column` for more details """ self.__check_electrodes() self.electrodes.add_column(**kwargs) @docval({'name': 'x', 'type': float, 'doc': 'the x coordinate of the position (+x is posterior)', 'default': None}, {'name': 'y', 'type': float, 'doc': 'the y coordinate of the position (+y is inferior)', 'default': None}, {'name': 'z', 'type': float, 'doc': 'the z coordinate of the position (+z is right)', 'default': None}, {'name': 'imp', 'type': float, 'doc': 'the impedance of the electrode, in ohms', 'default': None}, {'name': 'location', 'type': str, 'doc': 'the location of electrode within the subject e.g. brain region. Required.', 'default': None}, {'name': 'filtering', 'type': str, 'doc': 'description of hardware filtering, including the filter name and frequency cutoffs', 'default': None}, {'name': 'group', 'type': ElectrodeGroup, 'doc': 'the ElectrodeGroup object to add to this NWBFile. Required.', 'default': None}, {'name': 'id', 'type': int, 'doc': 'a unique identifier for the electrode', 'default': None}, {'name': 'rel_x', 'type': float, 'doc': 'the x coordinate within the electrode group', 'default': None}, {'name': 'rel_y', 'type': float, 'doc': 'the y coordinate within the electrode group', 'default': None}, {'name': 'rel_z', 'type': float, 'doc': 'the z coordinate within the electrode group', 'default': None}, {'name': 'reference', 'type': str, 'doc': 'Description of the reference electrode and/or reference scheme\ used for this electrode, e.g.,"stainless steel skull screw" or "online common average referencing". ', 'default': None}, {'name': 'enforce_unique_id', 'type': bool, 'doc': 'enforce that the id in the table must be unique', 'default': True}, allow_extra=True, allow_positional=AllowPositional.WARNING) def add_electrode(self, **kwargs): """ Add an electrode to the electrodes table. See :py:meth:`~hdmf.common.table.DynamicTable.add_row` for more details. Required fields are *location* and *group* and any columns that have been added (through calls to `add_electrode_columns`). """ self.__check_electrodes() d = _copy.copy(kwargs['data']) if kwargs.get('data') is not None else kwargs # NOTE location and group are required arguments. in PyNWB 2.1.0 we made x, y, z optional arguments, and # in order to avoid breaking API changes, the order of the arguments needed to be maintained even though # these optional arguments came before the required arguments, so in docval these required arguments are # displayed as optional when really they are required. this should be changed when positional arguments # are not allowed if not d['location']: raise ValueError("The 'location' argument is required when creating an electrode.") if not kwargs['group']: raise ValueError("The 'group' argument is required when creating an electrode.") if d.get('group_name', None) is None: d['group_name'] = d['group'].name new_cols = [('x', 'the x coordinate of the position (+x is posterior)'), ('y', 'the y coordinate of the position (+y is inferior)'), ('z', 'the z coordinate of the position (+z is right)'), ('imp', 'the impedance of the electrode, in ohms'), ('filtering', 'description of hardware filtering, including the filter name and frequency cutoffs'), ('rel_x', 'the x coordinate within the electrode group'), ('rel_y', 'the y coordinate within the electrode group'), ('rel_z', 'the z coordinate within the electrode group'), ('reference', 'Description of the reference electrode and/or reference scheme used for this \ electrode, e.g.,"stainless steel skull screw" or "online common average referencing".') ] # add column if the arg is supplied and column does not yet exist # do not pass arg to add_row if arg is not supplied for col_name, col_doc in new_cols: if kwargs[col_name] is not None: if col_name not in self.electrodes: self.electrodes.add_column(col_name, col_doc) else: d.pop(col_name) # remove args from d if not set self.electrodes.add_row(**d) @docval({'name': 'region', 'type': (slice, list, tuple), 'doc': 'the indices of the table'}, {'name': 'description', 'type': str, 'doc': 'a brief description of what this electrode is'}, {'name': 'name', 'type': str, 'doc': 'the name of this container', 'default': 'electrodes'}) def create_electrode_table_region(self, **kwargs): if self.electrodes is None: msg = "no electrodes available. add electrodes before creating a region" raise RuntimeError(msg) region = getargs('region', kwargs) for idx in region: if idx < 0 or idx >= len(self.electrodes): raise IndexError('The index ' + str(idx) + ' is out of range for the ElectrodeTable of length ' + str(len(self.electrodes))) desc = getargs('description', kwargs) name = getargs('name', kwargs) return DynamicTableRegion(name=name, data=region, description=desc, table=self.electrodes) def __check_units(self): if self.units is None: self.units = Units(name='units', description='Autogenerated by NWBFile') @docval(*get_docval(Units.add_column), allow_extra=True) def add_unit_column(self, **kwargs): """ Add a column to the unit table. See :py:meth:`~hdmf.common.table.DynamicTable.add_column` for more details """ self.__check_units() self.units.add_column(**kwargs) @docval(*get_docval(Units.add_unit), allow_extra=True) def add_unit(self, **kwargs): """ Add a unit to the unit table. See :py:meth:`~hdmf.common.table.DynamicTable.add_row` for more details. """ self.__check_units() self.units.add_unit(**kwargs) def __check_trials(self): if self.trials is None: self.trials = TimeIntervals(name='trials', description='experimental trials') @docval(*get_docval(DynamicTable.add_column), allow_extra=True) def add_trial_column(self, **kwargs): """ Add a column to the trial table. See :py:meth:`~hdmf.common.table.DynamicTable.add_column` for more details """ self.__check_trials() self.trials.add_column(**kwargs) @docval(*get_docval(TimeIntervals.add_interval), allow_extra=True) def add_trial(self, **kwargs): """ Add a trial to the trial table. See :py:meth:`~pynwb.epoch.TimeIntervals.add_interval` for more details. Required fields are *start_time*, *stop_time*, and any columns that have been added (through calls to `add_trial_columns`). """ self.__check_trials() self.trials.add_interval(**kwargs) def __check_invalid_times(self): if self.invalid_times is None: self.invalid_times = TimeIntervals( name='invalid_times', description='time intervals to be removed from analysis' ) @docval(*get_docval(DynamicTable.add_column), allow_extra=True) def add_invalid_times_column(self, **kwargs): """ Add a column to the invalid times table. See :py:meth:`~hdmf.common.table.DynamicTable.add_column` for more details """ self.__check_invalid_times() self.invalid_times.add_column(**kwargs) @docval(*get_docval(TimeIntervals.add_interval), allow_extra=True) def add_invalid_time_interval(self, **kwargs): """ Add a time interval to the invalid times table. See :py:meth:`~hdmf.common.table.DynamicTable.add_row` for more details. Required fields are *start_time*, *stop_time*, and any columns that have been added (through calls to `add_invalid_times_columns`). """ self.__check_invalid_times() self.invalid_times.add_interval(**kwargs) @docval({'name': 'electrode_table', 'type': DynamicTable, 'doc': 'the ElectrodeTable for this file'}) def set_electrode_table(self, **kwargs): """ Set the electrode table of this NWBFile to an existing ElectrodeTable """ if self.electrodes is not None: msg = 'ElectrodeTable already exists, cannot overwrite' raise ValueError(msg) electrode_table = getargs('electrode_table', kwargs) self.electrodes = electrode_table def _check_sweep_table(self): """ Create a SweepTable if not yet done. """ if self.sweep_table is None: self.sweep_table = SweepTable(name='sweep_table') def _update_sweep_table(self, nwbdata): """ Add all PatchClampSeries with a valid sweep number to the sweep_table """ if isinstance(nwbdata, PatchClampSeries): if nwbdata.sweep_number is not None: self._check_sweep_table() self.sweep_table.add_entry(nwbdata) @docval({'name': 'nwbdata', 'type': (NWBDataInterface, DynamicTable)}, {'name': 'use_sweep_table', 'type': bool, 'default': False, 'doc': 'Use the deprecated SweepTable'}) def add_acquisition(self, **kwargs): nwbdata = popargs('nwbdata', kwargs) self._add_acquisition_internal(nwbdata) use_sweep_table = popargs('use_sweep_table', kwargs) if use_sweep_table: self._update_sweep_table(nwbdata) @docval({'name': 'stimulus', 'type': (TimeSeries, DynamicTable, NWBDataInterface), 'default': None, 'doc': 'The stimulus presentation data to add to this NWBFile.'}, {'name': 'use_sweep_table', 'type': bool, 'default': False, 'doc': 'Use the deprecated SweepTable'}, {'name': 'timeseries', 'type': TimeSeries, 'default': None, 'doc': 'The "timeseries" keyword argument is deprecated. Use the "nwbdata" argument instead.'},) def add_stimulus(self, **kwargs): stimulus, timeseries = popargs('stimulus', 'timeseries', kwargs) if stimulus is None and timeseries is None: raise ValueError( "The 'stimulus' keyword argument is required. The 'timeseries' keyword argument can be " "provided for backwards compatibility but is deprecated in favor of 'stimulus' and will be " "removed in PyNWB 3.0." ) # TODO remove this support in PyNWB 3.0 if timeseries is not None: warn("The 'timeseries' keyword argument is deprecated and will be removed in PyNWB 3.0. " "Use the 'stimulus' argument instead.", DeprecationWarning) if stimulus is None: stimulus = timeseries self._add_stimulus_internal(stimulus) use_sweep_table = popargs('use_sweep_table', kwargs) if use_sweep_table: self._update_sweep_table(stimulus) @docval({'name': 'timeseries', 'type': (TimeSeries, Images)}, {'name': 'use_sweep_table', 'type': bool, 'default': False, 'doc': 'Use the deprecated SweepTable'}) def add_stimulus_template(self, **kwargs): timeseries = popargs('timeseries', kwargs) self._add_stimulus_template_internal(timeseries) use_sweep_table = popargs('use_sweep_table', kwargs) if use_sweep_table: self._update_sweep_table(timeseries) @docval(returns='The NWBFile.intracellular_recordings table', rtype=IntracellularRecordingsTable) def get_intracellular_recordings(self): """ Get the NWBFile.intracellular_recordings table. In contrast to NWBFile.intracellular_recordings, this function will create the IntracellularRecordingsTable table if not yet done, whereas NWBFile.intracellular_recordings will return None if the table is currently not being used. """ if self.intracellular_recordings is None: self.intracellular_recordings = IntracellularRecordingsTable() return self.intracellular_recordings @docval(*get_docval(IntracellularRecordingsTable.add_recording), returns='Integer index of the row that was added to IntracellularRecordingsTable', rtype=int, allow_extra=True) def add_intracellular_recording(self, **kwargs): """ Add a intracellular recording to the intracellular_recordings table. If the electrode, stimulus, and/or response do not exist yet in the NWBFile, then they will be added to this NWBFile before adding them to the table. Note: For more complex organization of intracellular recordings you may also be interested in the related SimultaneousRecordingsTable, SequentialRecordingsTable, RepetitionsTable, and ExperimentalConditionsTable tables and the related functions of NWBFile: add_icephys_simultaneous_recording, add_icephys_sequential_recording, add_icephys_repetition, and add_icephys_experimental_condition. """ # Add the stimulus, response, and electrode to the file if they don't exist yet stimulus, response, electrode = getargs('stimulus', 'response', 'electrode', kwargs) if (stimulus is not None and (stimulus.name not in self.stimulus and stimulus.name not in self.stimulus_template)): self.add_stimulus(stimulus, use_sweep_table=False) if response is not None and response.name not in self.acquisition: self.add_acquisition(response, use_sweep_table=False) if electrode is not None and electrode.name not in self.icephys_electrodes: self.add_icephys_electrode(electrode) # make sure the intracellular recordings table exists and if not create it using get_intracellular_recordings # Add the recoding to the intracellular_recordings table return self.get_intracellular_recordings().add_recording(**kwargs) @docval(returns='The NWBFile.icephys_simultaneous_recordings table', rtype=SimultaneousRecordingsTable) def get_icephys_simultaneous_recordings(self): """ Get the NWBFile.icephys_simultaneous_recordings table. In contrast to NWBFile.icephys_simultaneous_recordings, this function will create the SimultaneousRecordingsTable table if not yet done, whereas NWBFile.icephys_simultaneous_recordings will return None if the table is currently not being used. """ if self.icephys_simultaneous_recordings is None: self.icephys_simultaneous_recordings = SimultaneousRecordingsTable(self.get_intracellular_recordings()) return self.icephys_simultaneous_recordings @docval(*get_docval(SimultaneousRecordingsTable.add_simultaneous_recording), returns='Integer index of the row that was added to SimultaneousRecordingsTable', rtype=int, allow_extra=True) def add_icephys_simultaneous_recording(self, **kwargs): """ Add a new simultaneous recording to the icephys_simultaneous_recordings table """ return self.get_icephys_simultaneous_recordings().add_simultaneous_recording(**kwargs) @docval(returns='The NWBFile.icephys_sequential_recordings table', rtype=SequentialRecordingsTable) def get_icephys_sequential_recordings(self): """ Get the NWBFile.icephys_sequential_recordings table. In contrast to NWBFile.icephys_sequential_recordings, this function will create the IntracellularRecordingsTable table if not yet done, whereas NWBFile.icephys_sequential_recordings will return None if the table is currently not being used. """ if self.icephys_sequential_recordings is None: self.icephys_sequential_recordings = SequentialRecordingsTable(self.get_icephys_simultaneous_recordings()) return self.icephys_sequential_recordings @docval(*get_docval(SequentialRecordingsTable.add_sequential_recording), returns='Integer index of the row that was added to SequentialRecordingsTable', rtype=int, allow_extra=True) def add_icephys_sequential_recording(self, **kwargs): """ Add a new sequential recording to the icephys_sequential_recordings table """ self.get_icephys_sequential_recordings() return self.icephys_sequential_recordings.add_sequential_recording(**kwargs) @docval(returns='The NWBFile.icephys_repetitions table', rtype=RepetitionsTable) def get_icephys_repetitions(self): """ Get the NWBFile.icephys_repetitions table. In contrast to NWBFile.icephys_repetitions, this function will create the RepetitionsTable table if not yet done, whereas NWBFile.icephys_repetitions will return None if the table is currently not being used. """ if self.icephys_repetitions is None: self.icephys_repetitions = RepetitionsTable(self.get_icephys_sequential_recordings()) return self.icephys_repetitions @docval(*get_docval(RepetitionsTable.add_repetition), returns='Integer index of the row that was added to RepetitionsTable', rtype=int, allow_extra=True) def add_icephys_repetition(self, **kwargs): """ Add a new repetition to the RepetitionsTable table """ return self.get_icephys_repetitions().add_repetition(**kwargs) @docval(returns='The NWBFile.icephys_experimental_conditions table', rtype=ExperimentalConditionsTable) def get_icephys_experimental_conditions(self): """ Get the NWBFile.icephys_experimental_conditions table. In contrast to NWBFile.icephys_experimental_conditions, this function will create the RepetitionsTable table if not yet done, whereas NWBFile.icephys_experimental_conditions will return None if the table is currently not being used. """ if self.icephys_experimental_conditions is None: self.icephys_experimental_conditions = ExperimentalConditionsTable(self.get_icephys_repetitions()) return self.icephys_experimental_conditions @docval(*get_docval(ExperimentalConditionsTable.add_experimental_condition), returns='Integer index of the row that was added to ExperimentalConditionsTable', rtype=int, allow_extra=True) def add_icephys_experimental_condition(self, **kwargs): """ Add a new condition to the ExperimentalConditionsTable table """ return self.get_icephys_experimental_conditions().add_experimental_condition(**kwargs) def get_icephys_meta_parent_table(self): """ Get the top-most table in the intracellular ephys metadata table hierarchy that exists in this NWBFile. The intracellular ephys metadata consists of a hierarchy of DynamicTables, i.e., experimental_conditions --> repetitions --> sequential_recordings --> simultaneous_recordings --> intracellular_recordings etc. In a given NWBFile not all tables may exist. This convenience functions returns the top-most table that exists in this file. E.g., if the file contains only the simultaneous_recordings and intracellular_recordings tables then the function would return the simultaneous_recordings table. Similarly, if the file contains all tables then it will return the experimental_conditions table. :returns: DynamicTable object or None """ if self.icephys_experimental_conditions is not None: return self.icephys_experimental_conditions elif self.icephys_repetitions is not None: return self.icephys_repetitions elif self.icephys_sequential_recordings is not None: return self.icephys_sequential_recordings elif self.icephys_simultaneous_recordings is not None: return self.icephys_simultaneous_recordings elif self.intracellular_recordings is not None: return self.intracellular_recordings else: return None @docval({'name': 'data', 'type': ('scalar_data', np.ndarray, list, tuple, pd.DataFrame, DynamicTable, NWBContainer, ScratchData), 'doc': 'The data to add to the scratch space.'}, {'name': 'name', 'type': str, 'doc': 'The name of the data. Required only when passing in a scalar, numpy.ndarray, list, or tuple', 'default': None}, {'name': 'notes', 'type': str, 'doc': ('Notes to add to the data. Only used when passing in numpy.ndarray, list, or tuple. This ' 'argument is not recommended. Use the `description` argument instead.'), 'default': None}, {'name': 'table_description', 'type': str, 'doc': ('Description for the internal DynamicTable used to store a pandas.DataFrame. This ' 'argument is not recommended. Use the `description` argument instead.'), 'default': ''}, {'name': 'description', 'type': str, 'doc': ('Description of the data. Required only when passing in a scalar, numpy.ndarray, ' 'list, tuple, or pandas.DataFrame. Ignored when passing in an NWBContainer, ' 'DynamicTable, or ScratchData object.'), 'default': None}) def add_scratch(self, **kwargs): '''Add data to the scratch space''' data, name, notes, table_description, description = getargs('data', 'name', 'notes', 'table_description', 'description', kwargs) if notes is not None or table_description != '': warn('Use of the `notes` or `table_description` argument will be removed in a future version of PyNWB. ' 'Use the `description` argument instead.', PendingDeprecationWarning) if description is not None: raise ValueError('Cannot call add_scratch with (notes or table_description) and description') if isinstance(data, (str, int, float, bytes, np.ndarray, list, tuple, pd.DataFrame)): if name is None: msg = ('A name is required for NWBFile.add_scratch when adding a scalar, numpy.ndarray, ' 'list, tuple, or pandas.DataFrame as scratch data.') raise ValueError(msg) if isinstance(data, pd.DataFrame): if table_description != '': description = table_description # remove after deprecation if description is None: msg = ('A description is required for NWBFile.add_scratch when adding a scalar, numpy.ndarray, ' 'list, tuple, or pandas.DataFrame as scratch data.') raise ValueError(msg) data = DynamicTable.from_dataframe(df=data, name=name, table_description=description) else: if notes is not None: description = notes # remove after deprecation if description is None: msg = ('A description is required for NWBFile.add_scratch when adding a scalar, numpy.ndarray, ' 'list, tuple, or pandas.DataFrame as scratch data.') raise ValueError(msg) data = ScratchData(name=name, data=data, description=description) else: if name is not None: warn('The name argument is ignored when adding an NWBContainer, ScratchData, or ' 'DynamicTable to scratch.') if description is not None: warn('The description argument is ignored when adding an NWBContainer, ScratchData, or ' 'DynamicTable to scratch.') return self._add_scratch(data) @docval({'name': 'name', 'type': str, 'doc': 'the name of the object to get'}, {'name': 'convert', 'type': bool, 'doc': 'return the original data, not the NWB object', 'default': True}) def get_scratch(self, **kwargs): '''Get data from the scratch space''' name, convert = getargs('name', 'convert', kwargs) ret = self._get_scratch(name) if convert: if isinstance(ret, DynamicTable): ret = ret.to_dataframe() elif isinstance(ret, ScratchData): ret = np.asarray(ret.data) return ret def copy(self): """ Shallow copy of an NWB file. Useful for linking across files. """ kwargs = self.fields.copy() for key in self.fields: if isinstance(self.fields[key], LabelledDict): kwargs[key] = list(self.fields[key].values()) # HDF5 object references cannot point to objects external to the file. Both DynamicTables such as TimeIntervals # contain such object references and types such as ElectricalSeries contain references to DynamicTables. # Below, copy the table and link to the columns so that object references work. fields_to_copy = ['electrodes', 'epochs', 'trials', 'units', 'sweep_table', 'invalid_times'] for field in fields_to_copy: if field in kwargs: if isinstance(self.fields[field], DynamicTable): kwargs[field] = self.fields[field].copy() else: warn('Cannot copy child of NWBFile that is not a DynamicTable: %s' % field) # handle dictionaries of DynamicTables dt_to_copy = ['scratch', 'intervals'] for dt in dt_to_copy: if dt in kwargs: kwargs[dt] = [v.copy() if isinstance(v, DynamicTable) else v for v in kwargs[dt]] return NWBFile(**kwargs) def _add_missing_timezone(date): """ Add local timezone information on a datetime object if it is missing. """ if not isinstance(date, datetime): raise ValueError("require datetime object") if date.tzinfo is None: warn("Date is missing timezone information. Updating to local timezone.", stacklevel=2) return date.replace(tzinfo=tzlocal()) return date def _tablefunc(table_name, description, columns): t = DynamicTable(name=table_name, description=description) for c in columns: if isinstance(c, tuple): t.add_column(c[0], c[1]) elif isinstance(c, str): t.add_column(c) else: raise ValueError("Elements of 'columns' must be str or tuple") return t def ElectrodeTable(name='electrodes', description='metadata about extracellular electrodes'): return _tablefunc(name, description, [('location', 'the location of channel within the subject e.g. brain region'), ('group', 'a reference to the ElectrodeGroup this electrode is a part of'), ('group_name', 'the name of the ElectrodeGroup this electrode is a part of') ] ) def TrialTable(name='trials', description='metadata about experimental trials'): return _tablefunc(name, description, ['start_time', 'stop_time']) def InvalidTimesTable(name='invalid_times', description='time intervals to be removed from analysis'): return _tablefunc(name, description, ['start_time', 'stop_time']) pynwb-2.8.2/src/pynwb/icephys.py0000644000000000000000000013450513615410400013556 0ustar00import warnings from copy import copy import numpy as np from hdmf.common import DynamicTable, AlignedDynamicTable from hdmf.utils import docval, popargs, popargs_to_dict, get_docval, getargs from . import register_class, CORE_NAMESPACE from .base import TimeSeries, TimeSeriesReferenceVectorData from .core import NWBContainer from .device import Device def ensure_unit(self, name, current_unit, unit, nwb_version): """A helper to ensure correct unit used. Issues a warning with details if `current_unit` is to be ignored, and `unit` to be used instead. """ if current_unit != unit: warnings.warn( "Unit '%s' for %s '%s' is ignored and will be set to '%s' " "as per NWB %s." % (current_unit, self.__class__.__name__, name, unit, nwb_version)) return unit @register_class('IntracellularElectrode', CORE_NAMESPACE) class IntracellularElectrode(NWBContainer): """Describes an intracellular electrode and associated metadata.""" __nwbfields__ = ('cell_id', 'slice', 'seal', 'description', 'location', 'resistance', 'filtering', 'initial_access_resistance', 'device') @docval({'name': 'name', 'type': str, 'doc': 'the name of this electrode'}, {'name': 'device', 'type': Device, 'doc': 'the device that was used to record from this electrode'}, {'name': 'description', 'type': str, 'doc': 'Recording description, description of electrode (e.g., whole-cell, sharp, etc).'}, {'name': 'slice', 'type': str, 'doc': 'Information about slice used for recording.', 'default': None}, {'name': 'seal', 'type': str, 'doc': 'Information about seal used for recording.', 'default': None}, {'name': 'location', 'type': str, 'doc': 'Area, layer, comments on estimation, stereotaxis coordinates (if in vivo, etc).', 'default': None}, {'name': 'resistance', 'type': str, 'doc': 'Electrode resistance, unit - Ohm.', 'default': None}, {'name': 'filtering', 'type': str, 'doc': 'Electrode specific filtering.', 'default': None}, {'name': 'initial_access_resistance', 'type': str, 'doc': 'Initial access resistance.', 'default': None}, {'name': 'cell_id', 'type': str, 'doc': 'Unique ID of cell.', 'default': None} ) def __init__(self, **kwargs): keys_to_set = ( 'slice', 'seal', 'description', 'location', 'resistance', 'filtering', 'initial_access_resistance', 'device', 'cell_id' ) args_to_set = popargs_to_dict(keys_to_set, kwargs) super().__init__(**kwargs) for key, val in args_to_set.items(): setattr(self, key, val) @register_class('PatchClampSeries', CORE_NAMESPACE) class PatchClampSeries(TimeSeries): ''' Stores stimulus or response current or voltage. Superclass definition for patch-clamp data (this class should not be instantiated directly). ''' __nwbfields__ = ( 'electrode', 'gain', 'stimulus_description', 'sweep_number', ) @docval( *get_docval(TimeSeries.__init__, 'name'), # required { "name": "data", "type": ("array_data", "data", TimeSeries), "doc": "The data values. The first dimension must be time.", "shape": (None,), }, # required { 'name': 'unit', 'type': str, 'doc': 'The base unit of measurement (should be SI unit)', }, # required { 'name': 'electrode', 'type': IntracellularElectrode, 'doc': 'IntracellularElectrode group that describes the electrode that was ' 'used to apply or record this data.', }, # required { 'name': 'gain', 'type': float, 'doc': 'Units: Volt/Amp (v-clamp) or Volt/Volt (c-clamp)', }, # required { 'name': 'stimulus_description', 'type': str, 'doc': 'the stimulus name/protocol', 'default': "N/A", }, *get_docval( TimeSeries.__init__, 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'offset', ), { 'name': 'sweep_number', 'type': (int, 'uint32', 'uint64'), 'doc': 'Sweep number, allows for grouping different PatchClampSeries ' 'together via the sweep_table', 'default': None, } ) def __init__(self, **kwargs): name, data, unit, stimulus_description = popargs('name', 'data', 'unit', 'stimulus_description', kwargs) electrode, gain, sweep_number = popargs('electrode', 'gain', 'sweep_number', kwargs) super().__init__(name, data, unit, **kwargs) self.electrode = electrode self.gain = gain self.stimulus_description = stimulus_description if sweep_number is not None: if not (sweep_number >= 0): raise ValueError("sweep_number must be a non-negative integer") self.sweep_number = sweep_number @register_class('CurrentClampSeries', CORE_NAMESPACE) class CurrentClampSeries(PatchClampSeries): ''' Stores voltage data recorded from intracellular current-clamp recordings. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected. ''' __nwbfields__ = ('bias_current', 'bridge_balance', 'capacitance_compensation') @docval(*get_docval(PatchClampSeries.__init__, 'name', 'data', 'electrode'), # required {'name': 'gain', 'type': float, 'doc': 'Units - Volt/Volt'}, *get_docval(PatchClampSeries.__init__, 'stimulus_description'), {'name': 'bias_current', 'type': float, 'doc': 'Unit - Amp', 'default': None}, {'name': 'bridge_balance', 'type': float, 'doc': 'Unit - Ohm', 'default': None}, {'name': 'capacitance_compensation', 'type': float, 'doc': 'Unit - Farad', 'default': None}, *get_docval(PatchClampSeries.__init__, 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'sweep_number', 'offset'), {'name': 'unit', 'type': str, 'doc': "The base unit of measurement (must be 'volts')", 'default': 'volts'}) def __init__(self, **kwargs): name, data, unit, electrode, gain = popargs('name', 'data', 'unit', 'electrode', 'gain', kwargs) unit = ensure_unit(self, name, unit, 'volts', '2.1.0') bias_current, bridge_balance, capacitance_compensation = popargs( 'bias_current', 'bridge_balance', 'capacitance_compensation', kwargs) super().__init__(name, data, unit, electrode, gain, **kwargs) self.bias_current = bias_current self.bridge_balance = bridge_balance self.capacitance_compensation = capacitance_compensation @register_class('IZeroClampSeries', CORE_NAMESPACE) class IZeroClampSeries(CurrentClampSeries): ''' Stores recorded voltage data from intracellular recordings when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell. ''' __nwbfields__ = () @docval(*get_docval(CurrentClampSeries.__init__, 'name', 'data', 'electrode'), # required {'name': 'gain', 'type': float, 'doc': 'Units: Volt/Volt'}, # required {'name': 'stimulus_description', 'type': str, 'doc': ('The stimulus name/protocol. Setting this to a value other than "N/A" is deprecated as of ' 'NWB 2.3.0.'), 'default': 'N/A'}, *get_docval(CurrentClampSeries.__init__, 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'sweep_number', 'offset'), {'name': 'unit', 'type': str, 'doc': "The base unit of measurement (must be 'volts')", 'default': 'volts'}) def __init__(self, **kwargs): name, data, electrode, gain = popargs('name', 'data', 'electrode', 'gain', kwargs) bias_current, bridge_balance, capacitance_compensation = (0.0, 0.0, 0.0) stimulus_description = popargs('stimulus_description', kwargs) stimulus_description = self._ensure_stimulus_description(name, stimulus_description, 'N/A', '2.3.0') kwargs['stimulus_description'] = stimulus_description super().__init__(name, data, electrode, gain, bias_current, bridge_balance, capacitance_compensation, **kwargs) def _ensure_stimulus_description(self, name, current_stim_desc, stim_desc, nwb_version): """A helper to ensure correct stimulus_description used. Issues a warning with details if `current_stim_desc` is to be ignored, and `stim_desc` to be used instead. """ if current_stim_desc != stim_desc: warnings.warn( "Stimulus description '%s' for %s '%s' is ignored and will be set to '%s' " "as per NWB %s." % (current_stim_desc, self.__class__.__name__, name, stim_desc, nwb_version)) return stim_desc @register_class('CurrentClampStimulusSeries', CORE_NAMESPACE) class CurrentClampStimulusSeries(PatchClampSeries): ''' Alias to standard PatchClampSeries. Its functionality is to better tag PatchClampSeries for machine (and human) readability of the file. ''' __nwbfields__ = () @docval(*get_docval(PatchClampSeries.__init__, 'name', 'data', 'electrode', 'gain'), # required *get_docval(PatchClampSeries.__init__, 'stimulus_description', 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'sweep_number', 'offset'), {'name': 'unit', 'type': str, 'doc': "The base unit of measurement (must be 'amperes')", 'default': 'amperes'}) def __init__(self, **kwargs): name, data, unit, electrode, gain = popargs('name', 'data', 'unit', 'electrode', 'gain', kwargs) unit = ensure_unit(self, name, unit, 'amperes', '2.1.0') super().__init__(name, data, unit, electrode, gain, **kwargs) @register_class('VoltageClampSeries', CORE_NAMESPACE) class VoltageClampSeries(PatchClampSeries): ''' Stores current data recorded from intracellular voltage-clamp recordings. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected. ''' __nwbfields__ = ('capacitance_fast', 'capacitance_slow', 'resistance_comp_bandwidth', 'resistance_comp_correction', 'resistance_comp_prediction', 'whole_cell_capacitance_comp', 'whole_cell_series_resistance_comp') @docval(*get_docval(PatchClampSeries.__init__, 'name', 'data', 'electrode'), # required {'name': 'gain', 'type': float, 'doc': 'Units - Volt/Amp'}, # required *get_docval(PatchClampSeries.__init__, 'stimulus_description'), {'name': 'capacitance_fast', 'type': float, 'doc': 'Unit - Farad', 'default': None}, {'name': 'capacitance_slow', 'type': float, 'doc': 'Unit - Farad', 'default': None}, {'name': 'resistance_comp_bandwidth', 'type': float, 'doc': 'Unit - Hz', 'default': None}, {'name': 'resistance_comp_correction', 'type': float, 'doc': 'Unit - percent', 'default': None}, {'name': 'resistance_comp_prediction', 'type': float, 'doc': 'Unit - percent', 'default': None}, {'name': 'whole_cell_capacitance_comp', 'type': float, 'doc': 'Unit - Farad', 'default': None}, {'name': 'whole_cell_series_resistance_comp', 'type': float, 'doc': 'Unit - Ohm', 'default': None}, *get_docval(PatchClampSeries.__init__, 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'sweep_number', 'offset'), {'name': 'unit', 'type': str, 'doc': "The base unit of measurement (must be 'amperes')", 'default': 'amperes'}) def __init__(self, **kwargs): name, data, unit, electrode, gain = popargs('name', 'data', 'unit', 'electrode', 'gain', kwargs) unit = ensure_unit(self, name, unit, 'amperes', '2.1.0') capacitance_fast, capacitance_slow, resistance_comp_bandwidth, resistance_comp_correction, \ resistance_comp_prediction, whole_cell_capacitance_comp, whole_cell_series_resistance_comp = popargs( 'capacitance_fast', 'capacitance_slow', 'resistance_comp_bandwidth', 'resistance_comp_correction', 'resistance_comp_prediction', 'whole_cell_capacitance_comp', 'whole_cell_series_resistance_comp', kwargs) super().__init__(name, data, unit, electrode, gain, **kwargs) self.capacitance_fast = capacitance_fast self.capacitance_slow = capacitance_slow self.resistance_comp_bandwidth = resistance_comp_bandwidth self.resistance_comp_correction = resistance_comp_correction self.resistance_comp_prediction = resistance_comp_prediction self.whole_cell_capacitance_comp = whole_cell_capacitance_comp self.whole_cell_series_resistance_comp = whole_cell_series_resistance_comp @register_class('VoltageClampStimulusSeries', CORE_NAMESPACE) class VoltageClampStimulusSeries(PatchClampSeries): ''' Alias to standard PatchClampSeries. Its functionality is to better tag PatchClampSeries for machine (and human) readability of the file. ''' __nwbfields__ = () @docval(*get_docval(PatchClampSeries.__init__, 'name', 'data', 'electrode', 'gain'), # required *get_docval(PatchClampSeries.__init__, 'stimulus_description', 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'sweep_number', 'offset'), {'name': 'unit', 'type': str, 'doc': "The base unit of measurement (must be 'volts')", 'default': 'volts'}) def __init__(self, **kwargs): name, data, unit, electrode, gain = popargs('name', 'data', 'unit', 'electrode', 'gain', kwargs) unit = ensure_unit(self, name, unit, 'volts', '2.1.0') super().__init__(name, data, unit, electrode, gain, **kwargs) @register_class('SweepTable', CORE_NAMESPACE) class SweepTable(DynamicTable): """ A SweepTable allows to group PatchClampSeries together which stem from the same sweep. A sweep is a group of PatchClampSeries which have the same starting point in time. """ __columns__ = ( {'name': 'series', 'description': 'PatchClampSeries with the same sweep number', 'required': True, 'index': True}, {'name': 'sweep_number', 'description': 'Sweep number of the entries in that row', 'required': True} ) @docval({'name': 'name', 'type': str, 'doc': 'name of this SweepTable', 'default': 'sweep_table'}, {'name': 'description', 'type': str, 'doc': 'Description of this SweepTable', 'default': "A sweep table groups different PatchClampSeries together."}, *get_docval(DynamicTable.__init__, 'id', 'columns', 'colnames')) def __init__(self, **kwargs): warnings.warn("Use of SweepTable is deprecated. Use the IntracellularRecordingsTable " "instead. See also the NWBFile.add_intracellular_recordings function.", DeprecationWarning) super().__init__(**kwargs) @docval({'name': 'pcs', 'type': PatchClampSeries, 'doc': 'PatchClampSeries to add to the table must have a valid sweep_number'}) def add_entry(self, pcs): """ Add the passed PatchClampSeries to the sweep table. """ kwargs = {'sweep_number': pcs.sweep_number, 'series': [pcs]} # FIXME appending to an existing entry would be nicer # but this seems to be not possible self.add_row(**kwargs) def get_series(self, sweep_number): """ Return a list of PatchClampSeries for the given sweep number. """ ids = self.__get_row_ids(sweep_number) if len(ids) == 0: return None matches = [] for x in ids: for y in self[(x, 'series')]: matches.append(y) return matches def __get_row_ids(self, sweep_number): """ Return the row ids for the given sweep number. """ return [index for index, elem in enumerate(self['sweep_number'].data) if elem == sweep_number] @register_class('IntracellularElectrodesTable', CORE_NAMESPACE) class IntracellularElectrodesTable(DynamicTable): """ Table for storing intracellular electrode related metadata' """ __columns__ = ( {'name': 'electrode', 'description': 'Column for storing the reference to the intracellular electrode', 'required': True, 'index': False, 'table': False}, ) @docval(*get_docval(DynamicTable.__init__, 'id', 'columns', 'colnames')) def __init__(self, **kwargs): # Define defaultb name and description settings kwargs['name'] = 'electrodes' kwargs['description'] = ('Table for storing intracellular electrode related metadata') # Initialize the DynamicTable super().__init__(**kwargs) @register_class('IntracellularStimuliTable', CORE_NAMESPACE) class IntracellularStimuliTable(DynamicTable): """ Table for storing intracellular electrode related metadata' """ __columns__ = ( {'name': 'stimulus', 'description': 'Column storing the reference to the recorded stimulus for the recording (rows)', 'required': True, 'index': False, 'table': False, 'class': TimeSeriesReferenceVectorData}, {'name': 'stimulus_template', 'description': 'Column storing the reference to the stimulus template for the recording (rows)', 'required': False, 'index': False, 'table': False, 'class': TimeSeriesReferenceVectorData}, ) @docval(*get_docval(DynamicTable.__init__, 'id', 'columns', 'colnames')) def __init__(self, **kwargs): # Define defaultb name and description settings kwargs['name'] = 'stimuli' kwargs['description'] = ('Table for storing intracellular stimulus related metadata') # Initialize the DynamicTable super().__init__(**kwargs) @register_class('IntracellularResponsesTable', CORE_NAMESPACE) class IntracellularResponsesTable(DynamicTable): """ Table for storing intracellular electrode related metadata' """ __columns__ = ( {'name': 'response', 'description': 'Column storing the reference to the recorded response for the recording (rows)', 'required': True, 'index': False, 'table': False, 'class': TimeSeriesReferenceVectorData}, ) @docval(*get_docval(DynamicTable.__init__, 'id', 'columns', 'colnames')) def __init__(self, **kwargs): # Define defaultb name and description settings kwargs['name'] = 'responses' kwargs['description'] = ('Table for storing intracellular response related metadata') # Initialize the DynamicTable super().__init__(**kwargs) @register_class('IntracellularRecordingsTable', CORE_NAMESPACE) class IntracellularRecordingsTable(AlignedDynamicTable): """ A table to group together a stimulus and response from a single electrode and a single simultaneous_recording. Each row in the table represents a single recording consisting typically of a stimulus and a corresponding response. """ @docval(*get_docval(AlignedDynamicTable.__init__, 'id', 'columns', 'colnames', 'category_tables', 'categories')) def __init__(self, **kwargs): kwargs['name'] = 'intracellular_recordings' kwargs['description'] = ('A table to group together a stimulus and response from a single electrode ' 'and a single simultaneous recording and for storing metadata about the ' 'intracellular recording.') in_category_tables = getargs('category_tables', kwargs) if in_category_tables is None or len(in_category_tables) == 0: kwargs['category_tables'] = [IntracellularElectrodesTable(), IntracellularStimuliTable(), IntracellularResponsesTable()] kwargs['categories'] = None else: # Check if our required data tables are supplied, otherwise add them to the list required_dynamic_table_given = [-1 for i in range(3)] # The first three are our required tables for i, tab in enumerate(in_category_tables): if isinstance(tab, IntracellularElectrodesTable): required_dynamic_table_given[0] = i elif isinstance(tab, IntracellularStimuliTable): required_dynamic_table_given[1] = i elif isinstance(tab, IntracellularResponsesTable): required_dynamic_table_given[2] = i # Check if the supplied tables contain data but not all required tables have been supplied required_dynamic_table_missing = np.any(np.array(required_dynamic_table_given[0:3]) < 0) if len(in_category_tables[0]) != 0 and required_dynamic_table_missing: raise ValueError("IntracellularElectrodeTable, IntracellularStimuliTable, and " "IntracellularResponsesTable are required when adding custom, non-empty " "tables to IntracellularRecordingsTable as the missing data for the required " "tables cannot be determined automatically") # Compile the complete list of tables dynamic_table_arg = copy(in_category_tables) categories_arg = [] if getargs('categories', kwargs) is None else copy(getargs('categories', kwargs)) if required_dynamic_table_missing: if required_dynamic_table_given[2] < 0: dynamic_table_arg.append(IntracellularResponsesTable) if dynamic_table_arg[-1].name not in categories_arg: categories_arg.insert(0, dynamic_table_arg[-1].name) if required_dynamic_table_given[1] < 0: dynamic_table_arg.append(IntracellularStimuliTable()) if dynamic_table_arg[-1].name not in categories_arg: categories_arg.insert(0, dynamic_table_arg[-1].name) if required_dynamic_table_given[0] < 0: dynamic_table_arg.append(IntracellularElectrodesTable()) if dynamic_table_arg[-1].name not in categories_arg: categories_arg.insert(0, dynamic_table_arg[-1].name) kwargs['category_tables'] = dynamic_table_arg kwargs['categories'] = categories_arg super().__init__(**kwargs) @docval( { "name": "electrode", "type": IntracellularElectrode, "doc": "The intracellular electrode used", "default": None, }, {'name': 'stimulus_start_index', 'type': int, 'doc': 'Start index of the stimulus', 'default': None}, {'name': 'stimulus_index_count', 'type': int, 'doc': 'Stop index of the stimulus', 'default': None}, {'name': 'stimulus', 'type': TimeSeries, 'doc': 'The TimeSeries (usually a PatchClampSeries) with the stimulus', 'default': None}, {'name': 'stimulus_template_start_index', 'type': int, 'doc': 'Start index of the stimulus template', 'default': None}, {'name': 'stimulus_template_index_count', 'type': int, 'doc': 'Stop index of the stimulus template', 'default': None}, {'name': 'stimulus_template', 'type': TimeSeries, 'doc': 'The TimeSeries (usually a PatchClampSeries) with the stimulus template waveforms', 'default': None}, {'name': 'response_start_index', 'type': int, 'doc': 'Start index of the response', 'default': None}, {'name': 'response_index_count', 'type': int, 'doc': 'Stop index of the response', 'default': None}, {'name': 'response', 'type': TimeSeries, 'doc': 'The TimeSeries (usually a PatchClampSeries) with the response', 'default': None}, {'name': 'electrode_metadata', 'type': dict, 'doc': 'Additional electrode metadata to be stored in the electrodes table', 'default': None}, {'name': 'stimulus_metadata', 'type': dict, 'doc': 'Additional stimulus metadata to be stored in the stimuli table', 'default': None}, {'name': 'response_metadata', 'type': dict, 'doc': 'Additional resposnse metadata to be stored in the responses table', 'default': None}, returns='Integer index of the row that was added to this table', rtype=int, allow_extra=True, ) def add_recording(self, **kwargs): """ Add a single recording to the IntracellularRecordingsTable table. Typically, both stimulus and response are expected. However, in some cases only a stimulus or a response may be recodred as part of a recording. In this case, None may be given for either stimulus or response, but not both. Internally, this results in both stimulus and response pointing to the same TimeSeries, while the start_index and index_count for the invalid series will both be set to -1. """ # Get the input data stimulus_start_index, stimulus_index_count, stimulus = popargs('stimulus_start_index', 'stimulus_index_count', 'stimulus', kwargs) response_start_index, response_index_count, response = popargs('response_start_index', 'response_index_count', 'response', kwargs) electrode = popargs('electrode', kwargs) stimulus_template_start_index, stimulus_template_index_count, stimulus_template = popargs( 'stimulus_template_start_index', 'stimulus_template_index_count', 'stimulus_template', kwargs) # if electrode is not provided, take from stimulus or response object if electrode is None: if stimulus: electrode = stimulus.electrode elif response: electrode = response.electrode # Confirm that we have at least a valid stimulus or response if stimulus is None and response is None: raise ValueError("stimulus and response cannot both be None.") # Compute the start and stop index if necessary stimulus_start_index, stimulus_index_count = self.__compute_index(stimulus_start_index, stimulus_index_count, stimulus, 'stimulus') response_start_index, response_index_count = self.__compute_index(response_start_index, response_index_count, response, 'response') stimulus_template_start_index, stimulus_template_index_count = self.__compute_index( stimulus_template_start_index, stimulus_template_index_count, stimulus_template, 'stimulus_template') # if stimulus template is already a column in the stimuli table, but stimulus_template was None if 'stimulus_template' in self.category_tables['stimuli'].colnames and stimulus_template is None: stimulus_template = stimulus if stimulus is not None else response # set to stimulus if it was provided # If either stimulus or response are None, then set them to the same TimeSeries to keep the I/O happy response = response if response is not None else stimulus stimulus_provided_is_not_none = stimulus is not None # Store if stimulus is None for error checks later stimulus = stimulus if stimulus_provided_is_not_none else response # Make sure the types are compatible. if ((response.neurodata_type.startswith("CurrentClamp") and stimulus.neurodata_type.startswith("VoltageClamp")) or (response.neurodata_type.startswith("VoltageClamp") and stimulus.neurodata_type.startswith("CurrentClamp"))): raise ValueError("Incompatible types given for 'stimulus' and 'response' parameters. " "'stimulus' is of type %s and 'response' is of type %s." % (stimulus.neurodata_type, response.neurodata_type)) if response.neurodata_type == 'IZeroClampSeries': if stimulus_provided_is_not_none: raise ValueError("stimulus should usually be None for IZeroClampSeries response") if isinstance(response, PatchClampSeries) and isinstance(stimulus, PatchClampSeries): # # We could also check sweep_number, but since it is mostly relevant to the deprecated SweepTable # # we don't really need to enforce it here # if response.sweep_number != stimulus.sweep_number: # warnings.warn("sweep_number are usually expected to be the same for PatchClampSeries type " # "stimulus and response pairs in an intracellular recording.") if response.electrode != stimulus.electrode: raise ValueError( "electrodes are usually expected to be the same for PatchClampSeries type stimulus and response " "pairs in an intracellular recording." ) # Compile the electrodes table data electrodes = copy(popargs('electrode_metadata', kwargs)) if electrodes is None: electrodes = {} electrodes['electrode'] = electrode # Compile the stimuli table data stimuli = copy(popargs('stimulus_metadata', kwargs)) if stimuli is None: stimuli = {} stimuli['stimulus'] = TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE( stimulus_start_index, stimulus_index_count, stimulus) if stimulus_template is not None: stimuli['stimulus_template'] = TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE( stimulus_template_start_index, stimulus_template_index_count, stimulus_template) # Compile the responses table data responses = copy(popargs('response_metadata', kwargs)) if responses is None: responses = {} responses['response'] = TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE( response_start_index, response_index_count, response) _ = super().add_row(enforce_unique_id=True, electrodes=electrodes, responses=responses, stimuli=stimuli, **kwargs) return len(self) - 1 @staticmethod def __compute_index(start_index, index_count, time_series, name): """ Internal helper function to compute the start_index and index_count to use for the stimulus and response column :param start_index: The start_index provided by the user :param index_count: The index count provided by the user :param time_series: The timeseries object to reference. May be None. :param name: Name of the table. Used only to enhance error reporting :raises IndexError: If index_count cannot be determined or start_index+index_count are outside of the range of the timeseries. :returns: A tuple of integers with the start_index and index_count to use. """ # If times_series is not valid then return -1, -1 to indicate invalid times if time_series is None: return -1, -1 # Since time_series is valid, negative or None start_index means the user did not specify a start_index # so we now need to set it to 0 if start_index is None or start_index < 0: start_index = 0 # If index_count has not been set yet (i.e., it is -1 or None) then attempt to set it to the # full range of the timeseries starting from start_index num_samples = time_series.num_samples if index_count is None or index_count < 0: index_count = (num_samples - start_index) if num_samples is not None else None # Check that the start_index and index_count are valid and raise IndexError if they are invalid if index_count is None: raise IndexError("Invalid %s_index_count cannot be determined from %s data." % (name, name)) if num_samples is not None: if start_index >= num_samples: raise IndexError("%s_start_index out of range" % name) if (start_index + index_count) > num_samples: raise IndexError("%s_start_index + %s_index_count out of range" % (name, name)) # Return the values return start_index, index_count @docval(*get_docval(AlignedDynamicTable.to_dataframe, 'ignore_category_ids'), {'name': 'electrode_refs_as_objectids', 'type': bool, 'doc': 'replace object references in the electrode column with object_ids', 'default': False}, {'name': 'stimulus_refs_as_objectids', 'type': bool, 'doc': 'replace object references in the stimulus column with object_ids', 'default': False}, {'name': 'response_refs_as_objectids', 'type': bool, 'doc': 'replace object references in the response column with object_ids', 'default': False} ) def to_dataframe(self, **kwargs): """Convert the collection of tables to a single pandas DataFrame""" res = super().to_dataframe(ignore_category_ids=getargs('ignore_category_ids', kwargs)) if getargs('electrode_refs_as_objectids', kwargs): res[('electrodes', 'electrode')] = [e.object_id for e in res[('electrodes', 'electrode')]] if getargs('stimulus_refs_as_objectids', kwargs): res[('stimuli', 'stimulus')] = \ [e if e[2] is None else TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE(e[0], e[1], e[2].object_id) for e in res[('stimuli', 'stimulus')]] if getargs('response_refs_as_objectids', kwargs): res[('responses', 'response')] = \ [e if e[2] is None else TimeSeriesReferenceVectorData.TIME_SERIES_REFERENCE_TUPLE(e[0], e[1], e[2].object_id) for e in res[('responses', 'response')]] return res @register_class('SimultaneousRecordingsTable', CORE_NAMESPACE) class SimultaneousRecordingsTable(DynamicTable): """ A table for grouping different intracellular recordings from the IntracellularRecordingsTable table together that were recorded simultaneously from different electrodes. """ __columns__ = ( {'name': 'recordings', 'description': 'Column with references to one or more rows in the IntracellularRecordingsTable table', 'required': True, 'index': True, 'table': True}, ) @docval({'name': 'intracellular_recordings_table', 'type': IntracellularRecordingsTable, 'doc': 'the IntracellularRecordingsTable table that the recordings column indexes. May be None when ' 'reading the Container from file as the table attribute is already populated in this case ' 'but otherwise this is required.', 'default': None}, *get_docval(DynamicTable.__init__, 'id', 'columns', 'colnames')) def __init__(self, **kwargs): intracellular_recordings_table = popargs('intracellular_recordings_table', kwargs) # Define default name and description settings kwargs['name'] = 'simultaneous_recordings' kwargs['description'] = ('A table for grouping different intracellular recordings from the' 'IntracellularRecordingsTable table together that were recorded simultaneously ' 'from different electrodes.') # Initialize the DynamicTable super().__init__(**kwargs) if self['recordings'].target.table is None: if intracellular_recordings_table is not None: self['recordings'].target.table = intracellular_recordings_table else: raise ValueError("intracellular_recordings constructor argument required") @docval({'name': 'recordings', 'type': 'array_data', 'doc': 'the indices of the recordings belonging to this simultaneous recording'}, returns='Integer index of the row that was added to this table', rtype=int, allow_extra=True) def add_simultaneous_recording(self, **kwargs): """ Add a single simultaneous recording (i.e., one sweep, or one row) consisting of one or more recordings and associated custom simultaneous recording metadata to the table. """ _ = super().add_row(enforce_unique_id=True, **kwargs) return len(self.id) - 1 @register_class('SequentialRecordingsTable', CORE_NAMESPACE) class SequentialRecordingsTable(DynamicTable): """ A table for grouping different intracellular recording simultaneous_recordings from the SimultaneousRecordingsTable table together. This is typically used to group together simultaneous_recordings where the a sequence of stimuli of the same type with varying parameters have been presented in a sequence. """ __columns__ = ( {'name': 'simultaneous_recordings', 'description': 'Column with references to one or more rows in the SimultaneousRecordingsTable table', 'required': True, 'index': True, 'table': True}, {'name': 'stimulus_type', 'description': 'Column storing the type of stimulus used for the sequential recording', 'required': True, 'index': False, 'table': False} ) @docval({'name': 'simultaneous_recordings_table', 'type': SimultaneousRecordingsTable, 'doc': 'the SimultaneousRecordingsTable table that the simultaneous_recordings ' 'column indexes. May be None when reading the Container from file as the ' 'table attribute is already populated in this case but otherwise this is required.', 'default': None}, *get_docval(DynamicTable.__init__, 'id', 'columns', 'colnames')) def __init__(self, **kwargs): simultaneous_recordings_table = popargs('simultaneous_recordings_table', kwargs) # Define defaultb name and description settings kwargs['name'] = 'sequential_recordings' kwargs['description'] = ('A table for grouping different intracellular recording simultaneous_recordings ' 'from the SimultaneousRecordingsTable table together. This is typically used to ' 'group together simultaneous_recordings where the a sequence of stimuli of the ' 'same type with varying parameters have been presented in a sequence.') # Initialize the DynamicTable super().__init__(**kwargs) if self['simultaneous_recordings'].target.table is None: if simultaneous_recordings_table is not None: self['simultaneous_recordings'].target.table = simultaneous_recordings_table else: raise ValueError('simultaneous_recordings_table constructor argument required') @docval({'name': 'stimulus_type', 'type': str, 'doc': 'the type of stimulus used for the sequential recording'}, {'name': 'simultaneous_recordings', 'type': 'array_data', 'doc': 'the indices of the simultaneous_recordings belonging to this sequential recording'}, returns='Integer index of the row that was added to this table', rtype=int, allow_extra=True) def add_sequential_recording(self, **kwargs): """ Add a sequential recording (i.e., one row) consisting of one or more simultaneous recordings and associated custom sequential recording metadata to the table. """ _ = super().add_row(enforce_unique_id=True, **kwargs) return len(self.id) - 1 @register_class('RepetitionsTable', CORE_NAMESPACE) class RepetitionsTable(DynamicTable): """ A table for grouping different intracellular recording sequential recordings together. With each SweepSequence typically representing a particular type of stimulus, the RepetitionsTable table is typically used to group sets of stimuli applied in sequence. """ __columns__ = ( {'name': 'sequential_recordings', 'description': 'Column with references to one or more rows in the SequentialRecordingsTable table', 'required': True, 'index': True, 'table': True}, ) @docval({'name': 'sequential_recordings_table', 'type': SequentialRecordingsTable, 'doc': 'the SequentialRecordingsTable table that the sequential_recordings column indexes. May ' 'be None when reading the Container from file as the table attribute is already populated ' 'in this case but otherwise this is required.', 'default': None}, *get_docval(DynamicTable.__init__, 'id', 'columns', 'colnames')) def __init__(self, **kwargs): sequential_recordings_table = popargs('sequential_recordings_table', kwargs) # Define default name and description settings kwargs['name'] = 'repetitions' kwargs['description'] = ('A table for grouping different intracellular recording sequential recordings ' 'together. With each SimultaneousRecording typically representing a particular type ' 'of stimulus, the RepetitionsTable table is typically used to group sets ' 'of stimuli applied in sequence.') # Initialize the DynamicTable super().__init__(**kwargs) if self['sequential_recordings'].target.table is None: if sequential_recordings_table is not None: self['sequential_recordings'].target.table = sequential_recordings_table else: raise ValueError('sequential_recordings_table constructor argument required') @docval({'name': 'sequential_recordings', 'type': 'array_data', 'doc': 'the indices of the sequential recordings belonging to this repetition', 'default': None}, returns='Integer index of the row that was added to this table', rtype=int, allow_extra=True) def add_repetition(self, **kwargs): """ Add a repetition (i.e., one row) consisting of one or more sequential recordings and associated custom repetition metadata to the table. """ _ = super().add_row(enforce_unique_id=True, **kwargs) return len(self.id) - 1 @register_class('ExperimentalConditionsTable', CORE_NAMESPACE) class ExperimentalConditionsTable(DynamicTable): """ A table for grouping different intracellular recording repetitions together that belong to the same experimental conditions. """ __columns__ = ( {'name': 'repetitions', 'description': 'Column with references to one or more rows in the RepetitionsTable table', 'required': True, 'index': True, 'table': True}, ) @docval({'name': 'repetitions_table', 'type': RepetitionsTable, 'doc': 'the RepetitionsTable table that the repetitions column indexes', 'default': None}, *get_docval(DynamicTable.__init__, 'id', 'columns', 'colnames')) def __init__(self, **kwargs): repetitions_table = popargs('repetitions_table', kwargs) # Define default name and description settings kwargs['name'] = 'experimental_conditions' kwargs['description'] = ('A table for grouping different intracellular recording repetitions together that ' 'belong to the same experimental conditions.') # Initialize the DynamicTable super().__init__(**kwargs) if self['repetitions'].target.table is None: if repetitions_table is not None: self['repetitions'].target.table = repetitions_table else: raise ValueError('repetitions_table constructor argument required') @docval({'name': 'repetitions', 'type': 'array_data', 'doc': 'the indices of the repetitions belonging to this condition', 'default': None}, returns='Integer index of the row that was added to this table', rtype=int, allow_extra=True) def add_experimental_condition(self, **kwargs): """ Add a condition (i.e., one row) consisting of one or more repetitions of sequential recordings and associated custom experimental_conditions metadata to the table. """ _ = super().add_row(enforce_unique_id=True, **kwargs) return len(self.id) - 1 pynwb-2.8.2/src/pynwb/image.py0000644000000000000000000004251513615410400013173 0ustar00import warnings from collections.abc import Iterable import numpy as np from hdmf.utils import ( docval, getargs, popargs, popargs_to_dict, get_docval, get_data_shape, ) from . import register_class, CORE_NAMESPACE from .base import TimeSeries, Image, Images from .device import Device @register_class('ImageSeries', CORE_NAMESPACE) class ImageSeries(TimeSeries): ''' General image data that is common between acquisition and stimulus time series. The image data can be stored in the HDF5 file or it will be stored as an external image file. ''' __nwbfields__ = ('dimension', 'external_file', 'starting_frame', 'format', 'device') # value used when an ImageSeries is read and missing data DEFAULT_DATA = np.ndarray(shape=(0, 0, 0), dtype=np.uint8) # TODO: copy new docs from 2.4 schema @docval(*get_docval(TimeSeries.__init__, 'name'), # required {'name': 'data', 'type': ('array_data', 'data', TimeSeries), 'shape': ([None] * 3, [None] * 4), 'doc': ('The data values. Can be 3D or 4D. The first dimension must be time (frame). The second and third ' 'dimensions represent x and y. The optional fourth dimension represents z. Either data or ' 'external_file must be specified (not None), but not both. If data is not specified, ' 'data will be set to an empty 3D array.'), 'default': None}, {'name': 'unit', 'type': str, 'doc': ('The unit of measurement of the image data, e.g., values between 0 and 255. Required when data ' 'is specified. If unit (and data) are not specified, then unit will be set to "unknown".'), 'default': None}, {'name': 'format', 'type': str, 'doc': 'Format of image. Three types - 1) Image format; tiff, png, jpg, etc. 2) external 3) raw.', 'default': None}, {'name': 'external_file', 'type': ('array_data', 'data'), 'doc': 'Path or URL to one or more external file(s). Field only present if format=external. ' 'Either external_file or data must be specified (not None), but not both.', 'default': None}, {'name': 'starting_frame', 'type': Iterable, 'doc': 'Each entry is a frame number that corresponds to the first frame of each file ' 'listed in external_file within the full ImageSeries.', 'default': None}, {'name': 'bits_per_pixel', 'type': int, 'doc': 'DEPRECATED: Number of bits per image pixel', 'default': None}, {'name': 'dimension', 'type': Iterable, 'doc': 'Number of pixels on x, y, (and z) axes.', 'default': None}, *get_docval(TimeSeries.__init__, 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'offset'), {'name': 'device', 'type': Device, 'doc': 'Device used to capture the images/video.', 'default': None},) def __init__(self, **kwargs): keys_to_set = ('bits_per_pixel', 'dimension', 'external_file', 'starting_frame', 'format', 'device') args_to_set = popargs_to_dict(keys_to_set, kwargs) name, data, unit = getargs('name', 'data', 'unit', kwargs) if data is not None and unit is None: raise ValueError("Must supply 'unit' argument when supplying 'data' to %s '%s'." % (self.__class__.__name__, name)) if args_to_set['external_file'] is None and data is None: raise ValueError("Must supply either external_file or data to %s '%s'." % (self.__class__.__name__, name)) # data and unit are required in TimeSeries, but allowed to be None here, so handle this specially if data is None: kwargs['data'] = ImageSeries.DEFAULT_DATA if unit is None: kwargs['unit'] = ImageSeries.DEFAULT_UNIT # If a single external_file is given then set starting_frame to [0] for backward compatibility if ( args_to_set["external_file"] is not None and args_to_set["starting_frame"] is None ): args_to_set["starting_frame"] = ( [0] if len(args_to_set["external_file"]) == 1 else None ) super().__init__(**kwargs) for key, val in args_to_set.items(): setattr(self, key, val) if self._change_external_file_format(): warnings.warn( "%s '%s': The value for 'format' has been changed to 'external'. " "Setting a default value for 'format' is deprecated and will be changed " "to raising a ValueError in the next major release." % (self.__class__.__name__, self.name), DeprecationWarning, ) if not self._check_image_series_dimension(): warnings.warn( "%s '%s': Length of data does not match length of timestamps. Your data may be transposed. " "Time should be on the 0th dimension" % (self.__class__.__name__, self.name) ) self._error_on_new_warn_on_construct( error_msg=self._check_external_file_starting_frame_length() ) self._error_on_new_warn_on_construct( error_msg=self._check_external_file_format() ) self._error_on_new_warn_on_construct(error_msg=self._check_external_file_data()) def _change_external_file_format(self): """ Change the format to 'external' when external_file is specified. """ if ( get_data_shape(self.data)[0] == 0 and self.external_file is not None and self.format is None ): self.format = "external" return True return False def _check_time_series_dimension(self): """Override _check_time_series_dimension to do nothing. The _check_image_series_dimension method will be called instead. """ return True def _check_image_series_dimension(self): """Check that the 0th dimension of data equals the length of timestamps, when applicable. ImageSeries objects can have an external file instead of data stored. The external file cannot be queried for the number of frames it contains, so this check will return True when an external file is provided. Otherwise, this function calls the parent class' _check_time_series_dimension method. """ if self.external_file is not None: return True return super()._check_time_series_dimension() def _check_external_file_starting_frame_length(self): """ Check that the number of frame indices in 'starting_frame' matches the number of files in 'external_file'. """ if self.external_file is None: return if get_data_shape(self.external_file) == get_data_shape(self.starting_frame): return return ( "%s '%s': The number of frame indices in 'starting_frame' should have " "the same length as 'external_file'." % (self.__class__.__name__, self.name) ) def _check_external_file_format(self): """ Check that format is 'external' when external_file is specified. """ if self.external_file is None: return if self.format == "external": return return "%s '%s': Format must be 'external' when external_file is specified." % ( self.__class__.__name__, self.name, ) def _check_external_file_data(self): """ Check that data is an empty array when external_file is specified. """ if self.external_file is None: return if get_data_shape(self.data)[0] == 0: return return ( "%s '%s': Either external_file or data must be specified (not None), but not both." % (self.__class__.__name__, self.name) ) @property def bits_per_pixel(self): return self.fields.get('bits_per_pixel') @bits_per_pixel.setter def bits_per_pixel(self, val): if val is not None: warnings.warn("bits_per_pixel is no longer used", DeprecationWarning) self.fields['bits_per_pixel'] = val @register_class('IndexSeries', CORE_NAMESPACE) class IndexSeries(TimeSeries): ''' Stores indices to image frames stored in an ImageSeries. The purpose of the IndexSeries is to allow a static image stack to be stored somewhere, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced ImageSeries, and the timestamps array indicates when that image was displayed. ''' __nwbfields__ = ("indexed_timeseries",) # # value used when an ImageSeries is read and missing data # DEFAULT_UNIT = 'N/A' @docval( *get_docval(TimeSeries.__init__, 'name'), # required { 'name': 'data', 'type': ('array_data', 'data', TimeSeries), 'shape': (None,), # required 'doc': 'The data values. Must be 1D, where the first dimension must be time (frame)', }, *get_docval(TimeSeries.__init__, 'unit'), # required { 'name': 'indexed_timeseries', 'type': TimeSeries, # required 'doc': 'Link to TimeSeries containing images that are indexed.', 'default': None, }, { 'name': 'indexed_images', 'type': Images, # required 'doc': "Link to Images object containing an ordered set of images that are indexed. The Images object must " "contain a 'ordered_images' dataset specifying the order of the images in the Images type.", 'default': None }, *get_docval( TimeSeries.__init__, 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'offset', ), ) def __init__(self, **kwargs): indexed_timeseries, indexed_images = popargs('indexed_timeseries', 'indexed_images', kwargs) if kwargs['unit'] and kwargs['unit'] != 'N/A': msg = ("The 'unit' field of IndexSeries is fixed to the value 'N/A' starting in NWB 2.5. Passing " "a different value for 'unit' will raise an error in PyNWB 3.0.") warnings.warn(msg, PendingDeprecationWarning) if not indexed_timeseries and not indexed_images: msg = "Either indexed_timeseries or indexed_images must be provided when creating an IndexSeries." raise ValueError(msg) if indexed_timeseries: msg = ("The indexed_timeseries field of IndexSeries is discouraged and will be deprecated in " "a future version of NWB. Use the indexed_images field instead.") warnings.warn(msg, PendingDeprecationWarning) kwargs['unit'] = 'N/A' # fixed value starting in NWB 2.5 super().__init__(**kwargs) self.indexed_timeseries = indexed_timeseries self.indexed_images = indexed_images if kwargs['conversion'] and kwargs['conversion'] != self.DEFAULT_CONVERSION: warnings.warn("The conversion attribute is not used by IndexSeries.") if kwargs['resolution'] and kwargs['resolution'] != self.DEFAULT_RESOLUTION: warnings.warn("The resolution attribute is not used by IndexSeries.") if kwargs['offset'] and kwargs['offset'] != self.DEFAULT_OFFSET: warnings.warn("The offset attribute is not used by IndexSeries.") @register_class('ImageMaskSeries', CORE_NAMESPACE) class ImageMaskSeries(ImageSeries): ''' An alpha mask that is applied to a presented visual stimulus. The data[] array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed. ''' __nwbfields__ = ('masked_imageseries',) @docval(*get_docval(ImageSeries.__init__, 'name'), # required {'name': 'masked_imageseries', 'type': ImageSeries, # required 'doc': 'Link to ImageSeries that mask is applied to.'}, *get_docval(ImageSeries.__init__, 'data', 'unit', 'format', 'external_file', 'starting_frame', 'bits_per_pixel', 'dimension', 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'offset'), {'name': 'device', 'type': Device, 'doc': ('Device used to capture the mask data. This field will likely not be needed. ' 'The device used to capture the masked ImageSeries data should be stored in the ImageSeries.'), 'default': None},) def __init__(self, **kwargs): masked_imageseries = popargs('masked_imageseries', kwargs) super().__init__(**kwargs) self.masked_imageseries = masked_imageseries @register_class('OpticalSeries', CORE_NAMESPACE) class OpticalSeries(ImageSeries): ''' Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (eg, how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important. ''' __nwbfields__ = ('distance', 'field_of_view', 'orientation') @docval(*get_docval(ImageSeries.__init__, 'name'), # required {'name': 'distance', 'type': float, 'doc': 'Distance from camera/monitor to target/eye.'}, # required {'name': 'field_of_view', 'type': ('array_data', 'data', 'TimeSeries'), 'shape': ((2, ), (3, )), # required 'doc': 'Width, height and depth of image, or imaged area (meters).'}, {'name': 'orientation', 'type': str, # required 'doc': 'Description of image relative to some reference frame (e.g., which way is up). ' 'Must also specify frame of reference.'}, {'name': 'data', 'type': ('array_data', 'data'), 'shape': ([None] * 3, [None, None, None, 3]), 'doc': ('Images presented to subject, either grayscale or RGB. May be 3D or 4D. The first dimension must ' 'be time (frame). The second and third dimensions represent x and y. The optional fourth ' 'dimension must be length 3 and represents the RGB value for color images. Either data or ' 'external_file must be specified, but not both.'), 'default': None}, *get_docval(ImageSeries.__init__, 'unit', 'format', 'external_file', 'starting_frame', 'bits_per_pixel', 'dimension', 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'device', 'offset')) def __init__(self, **kwargs): distance, field_of_view, orientation = popargs('distance', 'field_of_view', 'orientation', kwargs) super().__init__(**kwargs) self.distance = distance self.field_of_view = field_of_view self.orientation = orientation @register_class('GrayscaleImage', CORE_NAMESPACE) class GrayscaleImage(Image): @docval(*get_docval(Image.__init__, 'name'), {'name': 'data', 'type': ('array_data', 'data'), 'doc': 'Data of grayscale image. Must be 2D where the dimensions represent x and y.', 'shape': (None, None)}, *get_docval(Image.__init__, 'resolution', 'description')) def __init__(self, **kwargs): super().__init__(**kwargs) @register_class('RGBImage', CORE_NAMESPACE) class RGBImage(Image): @docval(*get_docval(Image.__init__, 'name'), {'name': 'data', 'type': ('array_data', 'data'), 'doc': 'Data of color image. Must be 3D where the first and second dimensions represent x and y. ' 'The third dimension has length 3 and represents the RGB value.', 'shape': (None, None, 3)}, *get_docval(Image.__init__, 'resolution', 'description')) def __init__(self, **kwargs): super().__init__(**kwargs) @register_class('RGBAImage', CORE_NAMESPACE) class RGBAImage(Image): @docval(*get_docval(Image.__init__, 'name'), {'name': 'data', 'type': ('array_data', 'data'), 'doc': 'Data of color image with transparency. Must be 3D where the first and second dimensions ' 'represent x and y. The third dimension has length 4 and represents the RGBA value.', 'shape': (None, None, 4)}, *get_docval(Image.__init__, 'resolution', 'description')) def __init__(self, **kwargs): super().__init__(**kwargs) pynwb-2.8.2/src/pynwb/misc.py0000644000000000000000000004206213615410400013041 0ustar00import warnings from collections.abc import Iterable from bisect import bisect_left, bisect_right import numpy as np from hdmf.utils import docval, getargs, popargs, popargs_to_dict, get_docval from . import register_class, CORE_NAMESPACE from .base import TimeSeries from .ecephys import ElectrodeGroup from hdmf.common import DynamicTable, DynamicTableRegion @register_class('AnnotationSeries', CORE_NAMESPACE) class AnnotationSeries(TimeSeries): """Stores text-based records about the experiment. To use the AnnotationSeries, add records individually through add_annotation(). Alternatively, if all annotations are already stored in a list or numpy array, set the data and timestamps in the constructor. """ __nwbfields__ = () @docval(*get_docval(TimeSeries.__init__, 'name'), # required {'name': 'data', 'type': ('array_data', 'data', TimeSeries), 'shape': (None,), 'doc': 'The annotations over time. Must be 1D.', 'default': list()}, *get_docval(TimeSeries.__init__, 'timestamps', 'comments', 'description')) def __init__(self, **kwargs): name, data, timestamps = popargs('name', 'data', 'timestamps', kwargs) super().__init__(name=name, data=data, unit='n/a', resolution=-1.0, timestamps=timestamps, **kwargs) @docval({'name': 'time', 'type': float, 'doc': 'The time for the annotation'}, {'name': 'annotation', 'type': str, 'doc': 'the annotation'}) def add_annotation(self, **kwargs): """Add an annotation.""" time, annotation = getargs('time', 'annotation', kwargs) self.fields['timestamps'].append(time) self.fields['data'].append(annotation) @register_class('AbstractFeatureSeries', CORE_NAMESPACE) class AbstractFeatureSeries(TimeSeries): """ Represents the salient features of a data stream. Typically this will be used for things like a visual grating stimulus, where the bulk of data (each frame sent to the graphics card) is bulky and not of high value, while the salient characteristics (eg, orientation, spatial frequency, contrast, etc) are what important and are what are used for analysis """ __nwbfields__ = ('feature_units', 'features') @docval(*get_docval(TimeSeries.__init__, 'name'), # required {'name': 'feature_units', 'type': Iterable, 'shape': (None, ), # required 'doc': 'The unit of each feature'}, {'name': 'features', 'type': Iterable, 'shape': (None, ), # required 'doc': 'Description of each feature'}, {'name': 'data', 'type': ('array_data', 'data', TimeSeries), 'shape': ((None,), (None, None)), 'doc': ('The data values. May be 1D or 2D. The first dimension must be time. The optional second ' 'dimension represents features'), 'default': list()}, *get_docval(TimeSeries.__init__, 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'offset')) def __init__(self, **kwargs): name, data, features, feature_units = popargs('name', 'data', 'features', 'feature_units', kwargs) super().__init__(name=name, data=data, unit="see 'feature_units'", **kwargs) self.features = features self.feature_units = feature_units @docval({'name': 'time', 'type': float, 'doc': 'the time point of this feature'}, {'name': 'features', 'type': (list, np.ndarray), 'doc': 'the feature values for this time point'}) def add_features(self, **kwargs): time, features = getargs('time', 'features', kwargs) if isinstance(self.timestamps, list) and isinstance(self.data, list): self.timestamps.append(time) self.data.append(features) else: raise ValueError('Can only add feature if timestamps and data are lists') @register_class('IntervalSeries', CORE_NAMESPACE) class IntervalSeries(TimeSeries): """ Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way. """ __nwbfields__ = () @docval(*get_docval(TimeSeries.__init__, 'name'), # required {'name': 'data', 'type': ('array_data', 'data', TimeSeries), 'shape': (None,), 'doc': ('The data values. Must be 1D, where the first dimension must be time. Values are >0 if ' 'interval started, <0 if interval ended.'), 'default': list()}, *get_docval(TimeSeries.__init__, 'timestamps', 'comments', 'description', 'control', 'control_description')) def __init__(self, **kwargs): name, data, timestamps = popargs('name', 'data', 'timestamps', kwargs) self.__interval_timestamps = timestamps self.__interval_data = data super().__init__(name=name, data=data, unit='n/a', resolution=-1.0, timestamps=timestamps, **kwargs) @docval({'name': 'start', 'type': float, 'doc': 'The start time of the interval'}, {'name': 'stop', 'type': float, 'doc': 'The stop time of the interval'}) def add_interval(self, **kwargs): start, stop = getargs('start', 'stop', kwargs) self.__interval_timestamps.append(start) self.__interval_timestamps.append(stop) self.__interval_data.append(1) self.__interval_data.append(-1) @property def data(self): return self.__interval_data @property def timestamps(self): return self.__interval_timestamps @register_class('Units', CORE_NAMESPACE) class Units(DynamicTable): """ Event times of observed units (e.g. cell, synapse, etc.). """ __fields__ = ( 'waveform_rate', 'waveform_unit', 'resolution' ) waveforms_desc = ('Individual waveforms for each spike. If the dataset is three-dimensional, the third dimension ' 'shows the response from different electrodes that all observe this unit simultaneously. In this' ' case, the `electrodes` column of this Units table should be used to indicate which electrodes ' 'are associated with this unit, and the electrodes dimension here should be in the same order as' ' the electrodes referenced in the `electrodes` column of this table.') __columns__ = ( {'name': 'spike_times', 'description': 'the spike times for each unit', 'index': True}, {'name': 'obs_intervals', 'description': 'the observation intervals for each unit', 'index': True}, {'name': 'electrodes', 'description': 'the electrodes that each spike unit came from', 'index': True, 'table': True}, {'name': 'electrode_group', 'description': 'the electrode group that each spike unit came from'}, {'name': 'waveform_mean', 'description': 'the spike waveform mean for each spike unit'}, {'name': 'waveform_sd', 'description': 'the spike waveform standard deviation for each spike unit'}, {'name': 'waveforms', 'description': waveforms_desc, 'index': 2} ) @docval({'name': 'name', 'type': str, 'doc': 'Name of this Units interface', 'default': 'Units'}, *get_docval(DynamicTable.__init__, 'id', 'columns', 'colnames'), {'name': 'description', 'type': str, 'doc': 'a description of what is in this table', 'default': None}, {'name': 'electrode_table', 'type': DynamicTable, 'doc': 'the table that the *electrodes* column indexes', 'default': None}, {'name': 'waveform_rate', 'type': float, 'doc': 'Sampling rate of the waveform means', 'default': None}, {'name': 'waveform_unit', 'type': str, 'doc': 'Unit of measurement of the waveform means', 'default': 'volts'}, {'name': 'resolution', 'type': float, 'doc': 'The smallest possible difference between two spike times', 'default': None} ) def __init__(self, **kwargs): args_to_set = popargs_to_dict(("waveform_rate", "waveform_unit", "resolution"), kwargs) electrode_table = popargs("electrode_table", kwargs) if kwargs['description'] is None: kwargs['description'] = "data on spiking units" super().__init__(**kwargs) for key, val in args_to_set.items(): setattr(self, key, val) if 'spike_times' not in self.colnames: self.__has_spike_times = False self.__electrode_table = electrode_table @docval({'name': 'spike_times', 'type': 'array_data', 'doc': 'the spike times for each unit', 'default': None, 'shape': (None,)}, {'name': 'obs_intervals', 'type': 'array_data', 'doc': 'the observation intervals (valid times) for each unit. All spike_times for a given unit ' + 'should fall within these intervals. [[start1, end1], [start2, end2], ...]', 'default': None, 'shape': (None, 2)}, {'name': 'electrodes', 'type': 'array_data', 'doc': 'the electrodes that each unit came from', 'default': None}, {'name': 'electrode_group', 'type': ElectrodeGroup, 'default': None, 'doc': 'the electrode group that each unit came from'}, {'name': 'waveform_mean', 'type': 'array_data', 'doc': 'the spike waveform mean for each unit. Shape is (time,) or (time, electrodes)', 'default': None}, {'name': 'waveform_sd', 'type': 'array_data', 'default': None, 'doc': 'the spike waveform standard deviation for each unit. Shape is (time,) or (time, electrodes)'}, {'name': 'waveforms', 'type': 'array_data', 'default': None, 'doc': waveforms_desc, 'shape': ((None, None), (None, None, None))}, {'name': 'id', 'type': int, 'default': None, 'doc': 'the id for each unit'}, allow_extra=True) def add_unit(self, **kwargs): """ Add a unit to this table """ super().add_row(**kwargs) if 'electrodes' in self: elec_col = self['electrodes'].target if elec_col.table is None: if self.__electrode_table is None: nwbfile = self.get_ancestor(data_type='NWBFile') elec_col.table = nwbfile.electrodes if elec_col.table is None: warnings.warn('Reference to electrode table that does not yet exist') else: elec_col.table = self.__electrode_table @docval({'name': 'index', 'type': (int, list, tuple, np.ndarray), 'doc': 'the index of the unit in unit_ids to retrieve spike times for'}, {'name': 'in_interval', 'type': (tuple, list), 'doc': 'only return values within this interval', 'default': None, 'shape': (2,)}) def get_unit_spike_times(self, **kwargs): index, in_interval = getargs('index', 'in_interval', kwargs) if type(index) in (list, tuple): return [self.get_unit_spike_times(i, in_interval=in_interval) for i in index] if in_interval is None: return np.asarray(self['spike_times'][index]) else: st = self['spike_times'] unit_start = 0 if index == 0 else st.data[index - 1] unit_stop = st.data[index] start_time, stop_time = in_interval ind_start = bisect_left(st.target, start_time, unit_start, unit_stop) ind_stop = bisect_right(st.target, stop_time, ind_start, unit_stop) return np.asarray(st.target[ind_start:ind_stop]) @docval({'name': 'index', 'type': int, 'doc': 'the index of the unit in unit_ids to retrieve observation intervals for'}) def get_unit_obs_intervals(self, **kwargs): index = getargs('index', kwargs) return np.asarray(self['obs_intervals'][index]) @register_class('DecompositionSeries', CORE_NAMESPACE) class DecompositionSeries(TimeSeries): """ Stores product of spectral analysis """ __nwbfields__ = ('metric', {'name': 'source_timeseries', 'child': False, 'doc': 'the input TimeSeries from this analysis'}, {'name': 'source_channels', 'child': True, 'doc': 'the channels that provided the source data'}, {'name': 'bands', 'doc': 'the bands that the signal is decomposed into', 'child': True}) # value used when a DecompositionSeries is read and missing data DEFAULT_DATA = np.ndarray(shape=(0, 0, 0), dtype=np.uint8) @docval(*get_docval(TimeSeries.__init__, 'name'), # required {'name': 'data', 'type': ('array_data', 'data', TimeSeries), # required 'doc': ('The data values. Must be 3D, where the first dimension must be time, the second dimension must ' 'be channels, and the third dimension must be bands.'), 'shape': (None, None, None)}, *get_docval(TimeSeries.__init__, 'description'), {'name': 'metric', 'type': str, # required 'doc': "metric of analysis. recommended - 'phase', 'amplitude', 'power'"}, {'name': 'unit', 'type': str, 'doc': 'SI unit of measurement', 'default': 'no unit'}, {'name': 'bands', 'type': DynamicTable, 'doc': 'a table for describing the frequency bands that the signal was decomposed into', 'default': None}, {'name': 'source_timeseries', 'type': TimeSeries, 'doc': 'the input TimeSeries from this analysis', 'default': None}, {'name': 'source_channels', 'type': DynamicTableRegion, 'doc': ('The channels that provided the source data. In the case of electrical recordings this is ' 'typically a DynamicTableRegion pointing to the electrodes table at NWBFile.electrodes, ' 'similar to ElectricalSeries.electrodes.'), 'default': None}, *get_docval(TimeSeries.__init__, 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'control', 'control_description', 'offset')) def __init__(self, **kwargs): metric, source_timeseries, bands, source_channels = popargs('metric', 'source_timeseries', 'bands', 'source_channels', kwargs) super().__init__(**kwargs) self.source_timeseries = source_timeseries self.source_channels = source_channels if self.source_timeseries is None and self.source_channels is None: warnings.warn("Neither source_timeseries nor source_channels is present in DecompositionSeries. It is " "recommended to indicate the source timeseries if it is present, or else to link to the " "corresponding source_channels. (Optional)") self.metric = metric if bands is None: bands = DynamicTable( name="bands", description="data about the frequency bands that the signal was decomposed into" ) self.bands = bands def __check_column(self, name, desc): if name not in self.bands.colnames: self.bands.add_column(name, desc) @docval({'name': 'band_name', 'type': str, 'doc': 'the name of the frequency band', 'default': None}, {'name': 'band_limits', 'type': ('array_data', 'data'), 'default': None, 'doc': 'low and high frequencies of bandpass filter in Hz'}, {'name': 'band_mean', 'type': float, 'doc': 'the mean of Gaussian filters in Hz', 'default': None}, {'name': 'band_stdev', 'type': float, 'doc': 'the standard deviation of Gaussian filters in Hz', 'default': None}, allow_extra=True) def add_band(self, **kwargs): """ Add ROI data to this """ band_name, band_limits, band_mean, band_stdev = getargs('band_name', 'band_limits', 'band_mean', 'band_stdev', kwargs) if band_name is not None: self.__check_column('band_name', "the name of the frequency band (recommended: 'alpha', 'beta', 'gamma', " "'delta', 'high gamma'") if band_name is not None: self.__check_column('band_limits', 'low and high frequencies of bandpass filter in Hz') if band_mean is not None: self.__check_column('band_mean', 'the mean of Gaussian filters in Hz') if band_stdev is not None: self.__check_column('band_stdev', 'the standard deviation of Gaussian filters in Hz') self.bands.add_row({k: v for k, v in kwargs.items() if v is not None}) pynwb-2.8.2/src/pynwb/ogen.py0000644000000000000000000000414413615410400013035 0ustar00from hdmf.utils import docval, popargs, get_docval, popargs_to_dict from . import register_class, CORE_NAMESPACE from .base import TimeSeries from .core import NWBContainer from .device import Device @register_class('OptogeneticStimulusSite', CORE_NAMESPACE) class OptogeneticStimulusSite(NWBContainer): """Optogenetic stimulus site.""" __nwbfields__ = ('device', 'description', 'excitation_lambda', 'location') @docval({'name': 'name', 'type': str, 'doc': 'The name of this stimulus site.'}, {'name': 'device', 'type': Device, 'doc': 'The device that was used.'}, {'name': 'description', 'type': str, 'doc': 'Description of site.'}, {'name': 'excitation_lambda', 'type': float, 'doc': 'Excitation wavelength in nm.'}, {'name': 'location', 'type': str, 'doc': 'Location of stimulation site.'}) def __init__(self, **kwargs): args_to_set = popargs_to_dict(('device', 'description', 'excitation_lambda', 'location'), kwargs) super().__init__(**kwargs) for key, val in args_to_set.items(): setattr(self, key, val) @register_class('OptogeneticSeries', CORE_NAMESPACE) class OptogeneticSeries(TimeSeries): ''' Optogenetic stimulus. The data field is in unit of watts. ''' __nwbfields__ = ('site',) @docval(*get_docval(TimeSeries.__init__, 'name'), # required {'name': 'data', 'type': ('array_data', 'data', TimeSeries), # required 'shape': [(None, ), (None, None)], 'doc': 'The data values over time.'}, {'name': 'site', 'type': OptogeneticStimulusSite, # required 'doc': 'The site to which this stimulus was applied.'}, *get_docval(TimeSeries.__init__, 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'offset')) def __init__(self, **kwargs): site = popargs('site', kwargs) kwargs['unit'] = 'watts' super().__init__(**kwargs) self.site = site pynwb-2.8.2/src/pynwb/ophys.py0000644000000000000000000005453513615410400013260 0ustar00from collections.abc import Iterable import numpy as np import warnings from hdmf.common import DynamicTable, DynamicTableRegion from hdmf.utils import docval, popargs, get_docval, get_data_shape, popargs_to_dict from . import register_class, CORE_NAMESPACE from .base import TimeSeries from .image import ImageSeries from .core import NWBContainer, MultiContainerInterface, NWBDataInterface from .device import Device @register_class('OpticalChannel', CORE_NAMESPACE) class OpticalChannel(NWBContainer): """An optical channel used to record from an imaging plane.""" __nwbfields__ = ('description', 'emission_lambda') @docval({'name': 'name', 'type': str, 'doc': 'the name of this electrode'}, # required {'name': 'description', 'type': str, 'doc': 'Any notes or comments about the channel.'}, # required {'name': 'emission_lambda', 'type': float, 'doc': 'Emission wavelength for channel, in nm.'}) # required def __init__(self, **kwargs): description, emission_lambda = popargs("description", "emission_lambda", kwargs) super().__init__(**kwargs) self.description = description self.emission_lambda = emission_lambda @register_class('ImagingPlane', CORE_NAMESPACE) class ImagingPlane(NWBContainer): """An imaging plane and its metadata.""" __nwbfields__ = ({'name': 'optical_channel', 'child': True}, 'description', 'device', 'excitation_lambda', 'imaging_rate', 'indicator', 'location', 'manifold', 'conversion', 'unit', 'reference_frame', 'grid_spacing', 'grid_spacing_unit', 'origin_coords', 'origin_coords_unit' ) @docval(*get_docval(NWBContainer.__init__, 'name'), # required {'name': 'optical_channel', 'type': (list, OpticalChannel), # required 'doc': 'One of possibly many groups storing channel-specific data.'}, {'name': 'description', 'type': str, 'doc': 'Description of this ImagingPlane.'}, # required {'name': 'device', 'type': Device, 'doc': 'the device that was used to record'}, # required {'name': 'excitation_lambda', 'type': float, 'doc': 'Excitation wavelength in nm.'}, # required {'name': 'indicator', 'type': str, 'doc': 'Calcium indicator'}, # required {'name': 'location', 'type': str, 'doc': 'Location of image plane.'}, # required {'name': 'imaging_rate', 'type': float, 'doc': 'Rate images are acquired, in Hz. If the corresponding TimeSeries is present, the rate should be ' 'stored there instead.', 'default': None}, {'name': 'manifold', 'type': 'array_data', 'doc': ('DEPRECATED - Physical position of each pixel. size=("height", "width", "xyz"). ' 'Deprecated in favor of origin_coords and grid_spacing.'), 'default': None}, {'name': 'conversion', 'type': float, 'doc': ('DEPRECATED - Multiplier to get from stored values to specified unit (e.g., 1e-3 for millimeters) ' 'Deprecated in favor of origin_coords and grid_spacing.'), 'default': 1.0}, {'name': 'unit', 'type': str, 'doc': 'DEPRECATED - Base unit that coordinates are stored in (e.g., Meters). ' 'Deprecated in favor of origin_coords_unit and grid_spacing_unit.', 'default': 'meters'}, {'name': 'reference_frame', 'type': str, 'doc': 'Describes position and reference frame of manifold based on position of first element ' 'in manifold.', 'default': None}, {'name': 'origin_coords', 'type': 'array_data', 'doc': 'Physical location of the first element of the imaging plane (0, 0) for 2-D data or (0, 0, 0) for ' '3-D data. See also reference_frame for what the physical location is relative to (e.g., bregma).', 'default': None}, {'name': 'origin_coords_unit', 'type': str, 'doc': "Measurement units for origin_coords. The default value is 'meters'.", 'default': 'meters'}, {'name': 'grid_spacing', 'type': 'array_data', 'doc': "Space between pixels in (x, y) or voxels in (x, y, z) directions, in the specified unit. Assumes " "imaging plane is a regular grid. See also reference_frame to interpret the grid.", 'default': None}, {'name': 'grid_spacing_unit', 'type': str, 'doc': "Measurement units for grid_spacing. The default value is 'meters'.", 'default': 'meters'}) def __init__(self, **kwargs): keys_to_set = ('optical_channel', 'description', 'device', 'excitation_lambda', 'imaging_rate', 'indicator', 'location', 'manifold', 'conversion', 'unit', 'reference_frame', 'origin_coords', 'origin_coords_unit', 'grid_spacing', 'grid_spacing_unit') args_to_set = popargs_to_dict(keys_to_set, kwargs) super().__init__(**kwargs) if not isinstance(args_to_set['optical_channel'], list): args_to_set['optical_channel'] = [args_to_set['optical_channel']] if args_to_set['manifold'] is not None: warnings.warn("The 'manifold' argument is deprecated in favor of 'origin_coords' and 'grid_spacing'.", DeprecationWarning) if args_to_set['conversion'] != 1.0: warnings.warn("The 'conversion' argument is deprecated in favor of 'origin_coords' and 'grid_spacing'.", DeprecationWarning) if args_to_set['unit'] != 'meters': warnings.warn("The 'unit' argument is deprecated in favor of 'origin_coords_unit' and 'grid_spacing_unit'.", DeprecationWarning) for key, val in args_to_set.items(): setattr(self, key, val) @register_class("OnePhotonSeries", CORE_NAMESPACE) class OnePhotonSeries(ImageSeries): """Image stack recorded over time from 1-photon microscope.""" __nwbfields__ = ( "imaging_plane", "pmt_gain", "scan_line_rate", "exposure_time", "binning", "power", "intensity" ) @docval( *get_docval(ImageSeries.__init__, "name"), # required {"name": "imaging_plane", "type": ImagingPlane, "doc": "Imaging plane class/pointer."}, # required *get_docval(ImageSeries.__init__, "data", "unit", "format"), {"name": "pmt_gain", "type": float, "doc": "Photomultiplier gain.", "default": None}, { "name": "scan_line_rate", "type": float, "doc": ( "Lines imaged per second. This is also stored in /general/optophysiology but is kept " "here as it is useful information for analysis, and so good to be stored w/ the actual data." ), "default": None, }, { "name": "exposure_time", "type": float, "doc": "Exposure time of the sample; often the inverse of the frequency.", "default": None, }, { "name": "binning", "type": (int, "uint"), "doc": "Amount of pixels combined into 'bins'; could be 1, 2, 4, 8, etc.", "default": None, }, { "name": "power", "type": float, "doc": "Power of the excitation in mW, if known.", "default": None, }, { "name": "intensity", "type": float, "doc": "Intensity of the excitation in mW/mm^2, if known.", "default": None, }, *get_docval( ImageSeries.__init__, "external_file", "starting_frame", "bits_per_pixel", "dimension", "resolution", "conversion", "timestamps", "starting_time", "rate", "comments", "description", "control", "control_description", "device", "offset", ) ) def __init__(self, **kwargs): keys_to_set = ( "imaging_plane", "pmt_gain", "scan_line_rate", "exposure_time", "binning", "power", "intensity" ) args_to_set = popargs_to_dict(keys_to_set, kwargs) super().__init__(**kwargs) if args_to_set["binning"] is not None and args_to_set["binning"] < 0: raise ValueError(f"Binning value must be >= 0: {args_to_set['binning']}") if isinstance(args_to_set["binning"], int): args_to_set["binning"] = np.uint(args_to_set["binning"]) for key, val in args_to_set.items(): setattr(self, key, val) @register_class('TwoPhotonSeries', CORE_NAMESPACE) class TwoPhotonSeries(ImageSeries): """Image stack recorded over time from 2-photon microscope.""" __nwbfields__ = ('field_of_view', 'imaging_plane', 'pmt_gain', 'scan_line_rate') @docval(*get_docval(ImageSeries.__init__, 'name'), # required {'name': 'imaging_plane', 'type': ImagingPlane, 'doc': 'Imaging plane class/pointer.'}, # required *get_docval(ImageSeries.__init__, 'data', 'unit', 'format'), {'name': 'field_of_view', 'type': (Iterable, TimeSeries), 'shape': ((2, ), (3, )), 'doc': 'Width, height and depth of image, or imaged area (meters).', 'default': None}, {'name': 'pmt_gain', 'type': float, 'doc': 'Photomultiplier gain.', 'default': None}, {'name': 'scan_line_rate', 'type': float, 'doc': 'Lines imaged per second. This is also stored in /general/optophysiology but is kept ' 'here as it is useful information for analysis, and so good to be stored w/ the actual data.', 'default': None}, *get_docval(ImageSeries.__init__, 'external_file', 'starting_frame', 'bits_per_pixel', 'dimension', 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'device', 'offset')) def __init__(self, **kwargs): keys_to_set = ("field_of_view", "imaging_plane", "pmt_gain", "scan_line_rate") args_to_set = popargs_to_dict(keys_to_set, kwargs) super().__init__(**kwargs) for key, val in args_to_set.items(): setattr(self, key, val) @register_class('CorrectedImageStack', CORE_NAMESPACE) class CorrectedImageStack(NWBDataInterface): """ An image stack where all frames are shifted (registered) to a common coordinate system, to account for movement and drift between frames. Note: each frame at each point in time is assumed to be 2-D (has only x & y dimensions). """ __nwbfields__ = ({'name': 'corrected', 'child': True, 'required_name': 'corrected'}, {'name': 'xy_translation', 'child': True, 'required_name': 'xy_translation'}, 'original') @docval({'name': 'name', 'type': str, 'doc': 'The name of this CorrectedImageStack container', 'default': 'CorrectedImageStack'}, {'name': 'corrected', 'type': ImageSeries, 'doc': 'Image stack with frames shifted to the common coordinates. This must have the name "corrected".'}, {'name': 'original', 'type': ImageSeries, 'doc': 'Link to image series that is being registered.'}, {'name': 'xy_translation', 'type': TimeSeries, 'doc': 'Stores the x,y delta necessary to align each frame to the common coordinates, ' 'for example, to align each frame to a reference image. This must have the name "xy_translation".'}) def __init__(self, **kwargs): corrected, original, xy_translation = popargs('corrected', 'original', 'xy_translation', kwargs) super().__init__(**kwargs) self.corrected = corrected self.original = original self.xy_translation = xy_translation @register_class('MotionCorrection', CORE_NAMESPACE) class MotionCorrection(MultiContainerInterface): """ A collection of corrected images stacks. """ __clsconf__ = { 'add': 'add_corrected_image_stack', 'get': 'get_corrected_image_stack', 'create': 'create_corrected_image_stack', 'type': CorrectedImageStack, 'attr': 'corrected_image_stacks' } @register_class('PlaneSegmentation', CORE_NAMESPACE) class PlaneSegmentation(DynamicTable): """ Stores pixels in an image that represent different regions of interest (ROIs) or masks. All segmentation for a given imaging plane is stored together, with storage for multiple imaging planes (masks) supported. Each ROI is stored in its own subgroup, with the ROI group containing both a 2D mask and a list of pixels that make up this mask. Segments can also be used for masking neuropil. If segmentation is allowed to change with time, a new imaging plane (or module) is required and ROI names should remain consistent between them. """ __fields__ = ('imaging_plane', {'name': 'reference_images', 'child': True}) __columns__ = ( {'name': 'image_mask', 'description': 'Image masks for each ROI'}, {'name': 'pixel_mask', 'description': 'Pixel masks for each ROI', 'index': True}, {'name': 'voxel_mask', 'description': 'Voxel masks for each ROI', 'index': True} ) @docval({'name': 'description', 'type': str, # required 'doc': 'Description of image plane, recording wavelength, depth, etc.'}, {'name': 'imaging_plane', 'type': ImagingPlane, # required 'doc': 'the ImagingPlane this ROI applies to'}, {'name': 'name', 'type': str, 'doc': 'name of PlaneSegmentation.', 'default': None}, {'name': 'reference_images', 'type': (ImageSeries, list, dict, tuple), 'default': None, 'doc': 'One or more image stacks that the masks apply to (can be oneelement stack).'}, *get_docval(DynamicTable.__init__, 'id', 'columns', 'colnames')) def __init__(self, **kwargs): imaging_plane, reference_images = popargs('imaging_plane', 'reference_images', kwargs) if kwargs['name'] is None: kwargs['name'] = imaging_plane.name super().__init__(**kwargs) self.imaging_plane = imaging_plane if isinstance(reference_images, ImageSeries): reference_images = (reference_images,) self.reference_images = reference_images @docval({'name': 'pixel_mask', 'type': 'array_data', 'default': None, 'doc': 'pixel mask for 2D ROIs: [(x1, y1, weight1), (x2, y2, weight2), ...]', 'shape': (None, 3)}, {'name': 'voxel_mask', 'type': 'array_data', 'default': None, 'doc': 'voxel mask for 3D ROIs: [(x1, y1, z1, weight1), (x2, y2, z2, weight2), ...]', 'shape': (None, 4)}, {'name': 'image_mask', 'type': 'array_data', 'default': None, 'doc': 'image with the same size of image where positive values mark this ROI', 'shape': [[None]*2, [None]*3]}, {'name': 'id', 'type': int, 'doc': 'the ID for the ROI', 'default': None}, allow_extra=True) def add_roi(self, **kwargs): """Add a Region Of Interest (ROI) data to this""" pixel_mask, voxel_mask, image_mask = popargs('pixel_mask', 'voxel_mask', 'image_mask', kwargs) if image_mask is None and pixel_mask is None and voxel_mask is None: raise ValueError("Must provide 'image_mask' and/or 'pixel_mask'") rkwargs = dict(kwargs) if image_mask is not None: rkwargs['image_mask'] = image_mask if pixel_mask is not None: rkwargs['pixel_mask'] = pixel_mask if voxel_mask is not None: rkwargs['voxel_mask'] = voxel_mask return super().add_row(**rkwargs) @staticmethod def pixel_to_image(pixel_mask): """Converts a 2D pixel_mask of a ROI into an image_mask.""" image_matrix = np.zeros(np.shape(pixel_mask)) npmask = np.asarray(pixel_mask) x_coords = npmask[:, 0].astype(np.int32) y_coords = npmask[:, 1].astype(np.int32) weights = npmask[:, -1] image_matrix[y_coords, x_coords] = weights return image_matrix @staticmethod def image_to_pixel(image_mask): """Converts an image_mask of a ROI into a pixel_mask""" pixel_mask = [] it = np.nditer(image_mask, flags=['multi_index']) while not it.finished: weight = it[0][()] if weight > 0: x = it.multi_index[0] y = it.multi_index[1] pixel_mask.append([x, y, weight]) it.iternext() return pixel_mask @docval({'name': 'description', 'type': str, 'doc': 'a brief description of what the region is'}, {'name': 'region', 'type': (slice, list, tuple), 'doc': 'the indices of the table', 'default': slice(None)}, {'name': 'name', 'type': str, 'doc': 'the name of the ROITableRegion', 'default': 'rois'}) def create_roi_table_region(self, **kwargs): return self.create_region(**kwargs) @register_class('ImageSegmentation', CORE_NAMESPACE) class ImageSegmentation(MultiContainerInterface): """ Stores pixels in an image that represent different regions of interest (ROIs) or masks. All segmentation for a given imaging plane is stored together, with storage for multiple imaging planes (masks) supported. Each ROI is stored in its own subgroup, with the ROI group containing both a 2D mask and a list of pixels that make up this mask. Segments can also be used for masking neuropil. If segmentation is allowed to change with time, a new imaging plane (or module) is required and ROI names should remain consistent between them. """ __clsconf__ = { 'attr': 'plane_segmentations', 'type': PlaneSegmentation, 'add': 'add_plane_segmentation', 'get': 'get_plane_segmentation', 'create': 'create_plane_segmentation' } @docval({'name': 'imaging_plane', 'type': ImagingPlane, 'doc': 'the ImagingPlane this ROI applies to'}, {'name': 'description', 'type': str, 'doc': 'Description of image plane, recording wavelength, depth, etc.', 'default': None}, {'name': 'name', 'type': str, 'doc': 'name of PlaneSegmentation.', 'default': None}) def add_segmentation(self, **kwargs): kwargs.setdefault('description', kwargs['imaging_plane'].description) return self.create_plane_segmentation(**kwargs) @register_class('RoiResponseSeries', CORE_NAMESPACE) class RoiResponseSeries(TimeSeries): ''' ROI responses over an imaging plane. Each column in data should correspond to the signal from one ROI. ''' __nwbfields__ = ({'name': 'rois', 'child': True},) @docval(*get_docval(TimeSeries.__init__, 'name'), # required {'name': 'data', 'type': ('array_data', 'data', TimeSeries), # required 'shape': ((None, ), (None, None)), 'doc': ('The data values. May be 1D or 2D. The first dimension must be time. The optional second ' 'dimension represents ROIs')}, *get_docval(TimeSeries.__init__, 'unit'), {'name': 'rois', 'type': DynamicTableRegion, # required 'doc': 'a table region corresponding to the ROIs that were used to generate this data'}, *get_docval(TimeSeries.__init__, 'resolution', 'conversion', 'timestamps', 'starting_time', 'rate', 'comments', 'description', 'control', 'control_description', 'offset')) def __init__(self, **kwargs): rois = popargs('rois', kwargs) data_shape = get_data_shape(data=kwargs["data"], strict_no_data_load=True) rois_shape = get_data_shape(data=rois.data, strict_no_data_load=True) if ( data_shape is not None and rois_shape is not None # check that data is 2d and rois is 1d and len(data_shape) == 2 and len(rois_shape) == 1 # check that key dimensions are known and data_shape[1] is not None and rois_shape[0] is not None and data_shape[1] != rois_shape[0] ): if data_shape[0] == rois_shape[0]: warnings.warn("%s '%s': The second dimension of data does not match the length of rois, " "but instead the first does. Data is oriented incorrectly and should be transposed." % (self.__class__.__name__, kwargs["name"])) else: warnings.warn("%s '%s': The second dimension of data does not match the length of rois. " "Your data may be transposed." % (self.__class__.__name__, kwargs["name"])) super().__init__(**kwargs) self.rois = rois @register_class('DfOverF', CORE_NAMESPACE) class DfOverF(MultiContainerInterface): """ dF/F information about a region of interest (ROI). Storage hierarchy of dF/F should be the same as for segmentation (ie, same names for ROIs and for image planes). """ __clsconf__ = { 'attr': 'roi_response_series', 'type': RoiResponseSeries, 'add': 'add_roi_response_series', 'get': 'get_roi_response_series', 'create': 'create_roi_response_series' } @register_class('Fluorescence', CORE_NAMESPACE) class Fluorescence(MultiContainerInterface): """ Fluorescence information about a region of interest (ROI). Storage hierarchy of fluorescence should be the same as for segmentation (ie, same names for ROIs and for image planes). """ __clsconf__ = { 'attr': 'roi_response_series', 'type': RoiResponseSeries, 'add': 'add_roi_response_series', 'get': 'get_roi_response_series', 'create': 'create_roi_response_series' } pynwb-2.8.2/src/pynwb/resources.py0000644000000000000000000000064313615410400014117 0ustar00from hdmf.common import HERD as hdmf_HERD from . import get_type_map as tm from hdmf.utils import docval, get_docval class HERD(hdmf_HERD): """ HDMF External Resources Data Structure. A table for mapping user terms (i.e. keys) to resource entities. """ @docval(*get_docval(hdmf_HERD.__init__)) def __init__(self, **kwargs): kwargs['type_map'] = tm() super().__init__(**kwargs) pynwb-2.8.2/src/pynwb/retinotopy.py0000644000000000000000000001756213615410400014331 0ustar00raise ImportError( "The pynwb.retinotopy module is deprecated. If you are interested in using these neurodata types, " "please create an issue on https://github.com/NeurodataWithoutBorders/nwb-schema/issues." ) # import warnings # from collections.abc import Iterable # from hdmf.utils import docval, popargs, get_docval # from . import register_class, CORE_NAMESPACE # from .core import NWBDataInterface, NWBData # class RetinotopyImage(NWBData): # """Gray-scale anatomical image of cortical surface. Array structure: [rows][columns] # """ # __nwbfields__ = ('bits_per_pixel', # 'dimension', # 'format', # 'field_of_view') # @docval({'name': 'name', 'type': str, 'doc': 'Name of this retinotopy image'}, # {'name': 'data', 'type': Iterable, 'doc': 'Data field.'}, # {'name': 'bits_per_pixel', 'type': int, # 'doc': 'Number of bits used to represent each value. This is necessary to determine maximum ' # '(white) pixel value.'}, # {'name': 'dimension', 'type': Iterable, 'shape': (2, ), # 'doc': 'Number of rows and columns in the image.'}, # {'name': 'format', 'type': Iterable, 'doc': 'Format of image. Right now only "raw" supported.'}, # {'name': 'field_of_view', 'type': Iterable, 'shape': (2, ), 'doc': 'Size of viewing area, in meters.'}) # def __init__(self, **kwargs): # bits_per_pixel, dimension, format, field_of_view = popargs( # 'bits_per_pixel', 'dimension', 'format', 'field_of_view', kwargs) # super().__init__(**kwargs) # self.bits_per_pixel = bits_per_pixel # self.dimension = dimension # self.format = format # self.field_of_view = field_of_view # class FocalDepthImage(RetinotopyImage): # """Gray-scale image taken with same settings/parameters (e.g., focal depth, # wavelength) as data collection. Array format: [rows][columns]. # """ # __nwbfields__ = ('focal_depth', ) # @docval(*get_docval(RetinotopyImage.__init__), # {'name': 'focal_depth', 'type': float, 'doc': 'Focal depth offset, in meters.'}) # def __init__(self, **kwargs): # focal_depth = popargs('focal_depth', kwargs) # super().__init__(**kwargs) # self.focal_depth = focal_depth # class RetinotopyMap(NWBData): # """Abstract two-dimensional map of responses to stimuli along a single response axis (e.g., altitude) # """ # __nwbfields__ = ('field_of_view', # 'dimension') # @docval({'name': 'name', 'type': str, 'doc': 'the name of this axis map'}, # {'name': 'data', 'type': Iterable, 'shape': (None, None), 'doc': 'data field.'}, # {'name': 'field_of_view', 'type': Iterable, 'shape': (2, ), 'doc': 'Size of viewing area, in meters.'}, # {'name': 'dimension', 'type': Iterable, 'shape': (2, ), # 'doc': 'Number of rows and columns in the image'}) # def __init__(self, **kwargs): # field_of_view, dimension = popargs('field_of_view', 'dimension', kwargs) # super().__init__(**kwargs) # self.field_of_view = field_of_view # self.dimension = dimension # class AxisMap(RetinotopyMap): # """Abstract two-dimensional map of responses to stimuli along a single response axis (e.g., altitude) with unit # """ # __nwbfields__ = ('unit', ) # @docval(*get_docval(RetinotopyMap.__init__, 'name', 'data', 'field_of_view'), # {'name': 'unit', 'type': str, 'doc': 'Unit that axis data is stored in (e.g., degrees)'}, # *get_docval(RetinotopyMap.__init__, 'dimension')) # def __init__(self, **kwargs): # unit = popargs('unit', kwargs) # super().__init__(**kwargs) # self.unit = unit # @register_class('ImagingRetinotopy', CORE_NAMESPACE) # class ImagingRetinotopy(NWBDataInterface): # """ # Intrinsic signal optical imaging or widefield imaging for measuring retinotopy. Stores orthogonal # maps (e.g., altitude/azimuth; radius/theta) of responses to specific stimuli and a combined # polarity map from which to identify visual areas. # This group does not store the raw responses imaged during retinotopic mapping or the # stimuli presented, but rather the resulting phase and power maps after applying a Fourier # transform on the averaged responses. # Note: for data consistency, all images and arrays are stored in the format [row][column] and # [row, col], which equates to [y][x]. Field of view and dimension arrays may appear backward # (i.e., y before x). # """ # __nwbfields__ = ({'name': 'sign_map', 'child': True}, # {'name': 'axis_1_phase_map', 'child': True}, # {'name': 'axis_1_power_map', 'child': True}, # {'name': 'axis_2_phase_map', 'child': True}, # {'name': 'axis_2_power_map', 'child': True}, # {'name': 'focal_depth_image', 'child': True}, # {'name': 'vasculature_image', 'child': True}, # 'axis_descriptions') # @docval({'name': 'sign_map', 'type': RetinotopyMap, # 'doc': 'Sine of the angle between the direction of the gradient in axis_1 and axis_2.'}, # {'name': 'axis_1_phase_map', 'type': AxisMap, # 'doc': 'Phase response to stimulus on the first measured axis.'}, # {'name': 'axis_1_power_map', 'type': AxisMap, # 'doc': 'Power response on the first measured axis. Response is scaled so 0.0 is no power in ' # 'the response and 1.0 is maximum relative power.'}, # {'name': 'axis_2_phase_map', 'type': AxisMap, # 'doc': 'Phase response to stimulus on the second measured axis.'}, # {'name': 'axis_2_power_map', 'type': AxisMap, # 'doc': 'Power response on the second measured axis. Response is scaled so 0.0 is no ' # 'power in the response and 1.0 is maximum relative power.'}, # {'name': 'axis_descriptions', 'type': Iterable, 'shape': (2, ), # 'doc': 'Two-element array describing the contents of the two response axis fields. ' # 'Description should be something like ["altitude", "azimuth"] or ["radius", "theta"].'}, # {'name': 'focal_depth_image', 'type': FocalDepthImage, # 'doc': 'Gray-scale image taken with same settings/parameters (e.g., focal depth, wavelength) ' # 'as data collection. Array format - [rows][columns].'}, # {'name': 'vasculature_image', 'type': RetinotopyImage, # 'doc': 'Gray-scale anatomical image of cortical surface. Array structure - [rows][columns].'}, # {'name': 'name', 'type': str, 'doc': 'the name of this container', 'default': 'ImagingRetinotopy'}) # def __init__(self, **kwargs): # axis_1_phase_map, axis_1_power_map, axis_2_phase_map, axis_2_power_map, axis_descriptions, \ # focal_depth_image, sign_map, vasculature_image = popargs( # 'axis_1_phase_map', 'axis_1_power_map', 'axis_2_phase_map', 'axis_2_power_map', # 'axis_descriptions', 'focal_depth_image', 'sign_map', 'vasculature_image', kwargs) # super().__init__(**kwargs) # warnings.warn("The ImagingRetinotopy class currently cannot be written to or read from a file. " # "This is a known bug and will be fixed in a future release of PyNWB.") # self.axis_1_phase_map = axis_1_phase_map # self.axis_1_power_map = axis_1_power_map # self.axis_2_phase_map = axis_2_phase_map # self.axis_2_power_map = axis_2_power_map # self.axis_descriptions = axis_descriptions # self.focal_depth_image = focal_depth_image # self.sign_map = sign_map # self.vasculature_image = vasculature_image pynwb-2.8.2/src/pynwb/spec.py0000644000000000000000000001615113615410400013040 0ustar00from copy import copy, deepcopy from hdmf.spec import (LinkSpec, GroupSpec, DatasetSpec, SpecNamespace, NamespaceBuilder, AttributeSpec, DtypeSpec, RefSpec) from hdmf.spec.write import export_spec # noqa: F401 from hdmf.utils import docval, get_docval from . import CORE_NAMESPACE def __swap_inc_def(cls): args = get_docval(cls.__init__) clsname = 'NWB%s' % cls.__name__ ret = list() # do not set default neurodata_type_inc for base hdmf-common types that should not have data_type_inc for arg in args: if arg['name'] == 'data_type_def': ret.append({'name': 'neurodata_type_def', 'type': str, 'doc': 'the NWB data type this spec defines', 'default': None}) elif arg['name'] == 'data_type_inc': ret.append({'name': 'neurodata_type_inc', 'type': (clsname, str), 'doc': 'the NWB data type this spec includes', 'default': None}) else: ret.append(copy(arg)) return ret _ref_docval = __swap_inc_def(RefSpec) class NWBRefSpec(RefSpec): @docval(*deepcopy(_ref_docval)) def __init__(self, **kwargs): super().__init__(**kwargs) _attr_docval = __swap_inc_def(AttributeSpec) class NWBAttributeSpec(AttributeSpec): @docval(*deepcopy(_attr_docval)) def __init__(self, **kwargs): super().__init__(**kwargs) _link_docval = __swap_inc_def(LinkSpec) class NWBLinkSpec(LinkSpec): @docval(*deepcopy(_link_docval)) def __init__(self, **kwargs): super().__init__(**kwargs) @property def neurodata_type_inc(self): ''' The neurodata type of target specification ''' return self.data_type_inc class BaseStorageOverride: ''' This class is used for the purpose of overriding :py:class:`~hdmf.spec.spec.BaseStorageSpec` classmethods, without creating diamond inheritance hierarchies. ''' __type_key = 'neurodata_type' __inc_key = 'neurodata_type_inc' __def_key = 'neurodata_type_def' @classmethod def type_key(cls): ''' Get the key used to store data type on an instance''' return cls.__type_key @classmethod def inc_key(cls): ''' Get the key used to define a data_type include.''' return cls.__inc_key @classmethod def def_key(cls): ''' Get the key used to define a data_type definition.''' return cls.__def_key @property def neurodata_type_inc(self): return self.data_type_inc @property def neurodata_type_def(self): return self.data_type_def @classmethod def build_const_args(cls, spec_dict): """Extend base functionality to remap data_type_def and data_type_inc keys""" spec_dict = copy(spec_dict) proxy = super() if proxy.inc_key() in spec_dict: spec_dict[cls.inc_key()] = spec_dict.pop(proxy.inc_key()) if proxy.def_key() in spec_dict: spec_dict[cls.def_key()] = spec_dict.pop(proxy.def_key()) ret = proxy.build_const_args(spec_dict) return ret @classmethod def _translate_kwargs(cls, kwargs): """Swap neurodata_type_def and neurodata_type_inc for data_type_def and data_type_inc, respectively""" proxy = super() kwargs[proxy.def_key()] = kwargs.pop(cls.def_key()) kwargs[proxy.inc_key()] = kwargs.pop(cls.inc_key()) return kwargs _dtype_docval = __swap_inc_def(DtypeSpec) class NWBDtypeSpec(DtypeSpec): @docval(*deepcopy(_dtype_docval)) def __init__(self, **kwargs): super().__init__(**kwargs) _dataset_docval = __swap_inc_def(DatasetSpec) class NWBDatasetSpec(BaseStorageOverride, DatasetSpec): ''' The Spec class to use for NWB dataset specifications. Classes will automatically include NWBData if None is specified. ''' @docval(*deepcopy(_dataset_docval)) def __init__(self, **kwargs): kwargs = self._translate_kwargs(kwargs) # set data_type_inc to NWBData only if it is not specified and the type is not an HDMF base type if kwargs['data_type_inc'] is None and kwargs['data_type_def'] not in (None, 'Data'): kwargs['data_type_inc'] = 'NWBData' super().__init__(**kwargs) _group_docval = __swap_inc_def(GroupSpec) class NWBGroupSpec(BaseStorageOverride, GroupSpec): ''' The Spec class to use for NWB group specifications. Classes will automatically include NWBContainer if None is specified. ''' @docval(*deepcopy(_group_docval)) def __init__(self, **kwargs): kwargs = self._translate_kwargs(kwargs) # set data_type_inc to NWBData only if it is not specified and the type is not an HDMF base type # NOTE: CSRMatrix in hdmf-common-schema does not have a data_type_inc but should not inherit from # NWBContainer. This will be fixed in hdmf-common-schema 1.2.1. if kwargs['data_type_inc'] is None and kwargs['data_type_def'] not in (None, 'Container', 'CSRMatrix'): kwargs['data_type_inc'] = 'NWBContainer' super().__init__(**kwargs) @classmethod def dataset_spec_cls(cls): return NWBDatasetSpec @docval({'name': 'neurodata_type', 'type': str, 'doc': 'the neurodata_type to retrieve'}) def get_neurodata_type(self, **kwargs): ''' Get a specification by "neurodata_type" ''' return super().get_data_type(kwargs['neurodata_type']) @docval(*deepcopy(_group_docval)) def add_group(self, **kwargs): ''' Add a new specification for a subgroup to this group specification ''' doc = kwargs.pop('doc') spec = NWBGroupSpec(doc, **kwargs) self.set_group(spec) return spec @docval(*deepcopy(_dataset_docval)) def add_dataset(self, **kwargs): ''' Add a new specification for a subgroup to this group specification ''' doc = kwargs.pop('doc') spec = NWBDatasetSpec(doc, **kwargs) self.set_dataset(spec) return spec class NWBNamespace(SpecNamespace): ''' A Namespace class for NWB ''' __types_key = 'neurodata_types' @classmethod def types_key(cls): return cls.__types_key class NWBNamespaceBuilder(NamespaceBuilder): ''' A class for writing namespace and spec files for extensions of types in the NWB core namespace ''' @docval({'name': 'doc', 'type': str, 'doc': 'a description about what this namespace represents'}, {'name': 'name', 'type': str, 'doc': 'the name of this namespace'}, {'name': 'full_name', 'type': str, 'doc': 'extended full name of this namespace', 'default': None}, {'name': 'version', 'type': (str, tuple, list), 'doc': 'Version number of the namespace', 'default': None}, {'name': 'author', 'type': (str, list), 'doc': 'Author or list of authors.', 'default': None}, {'name': 'contact', 'type': (str, list), 'doc': 'List of emails. Ordering should be the same as for author', 'default': None}) def __init__(self, **kwargs): ''' Create a NWBNamespaceBuilder ''' kwargs['namespace_cls'] = NWBNamespace super().__init__(**kwargs) self.include_namespace(CORE_NAMESPACE) pynwb-2.8.2/src/pynwb/validate.py0000644000000000000000000002247713615410400013707 0ustar00"""Command line tool to Validate an NWB file against a namespace.""" import sys from argparse import ArgumentParser from typing import Tuple, List, Dict, Optional from hdmf.spec import NamespaceCatalog from hdmf.build import BuildManager from hdmf.build import TypeMap as TypeMap from hdmf.utils import docval, getargs from hdmf.backends.io import HDMFIO from hdmf.validate import ValidatorMap from pynwb import CORE_NAMESPACE from pynwb.spec import NWBDatasetSpec, NWBGroupSpec, NWBNamespace def _print_errors(validation_errors: list): if validation_errors: print(" - found the following errors:", file=sys.stderr) for err in validation_errors: print(str(err), file=sys.stderr) else: print(" - no errors found.") def _validate_helper(io: HDMFIO, namespace: str = CORE_NAMESPACE) -> list: builder = io.read_builder() validator = ValidatorMap(io.manager.namespace_catalog.get_namespace(name=namespace)) return validator.validate(builder) def get_cached_namespaces_to_validate( path: str, driver: Optional[str] = None, aws_region: Optional[str] = None, ) -> Tuple[List[str], BuildManager, Dict[str, str]]: """ Determine the most specific namespace(s) that are cached in the given NWBFile that can be used for validation. Example ------- The following example illustrates how we can use this function to validate against namespaces cached in a file. This is useful, e.g., when a file was created using an extension .. code-block:: python from pynwb import validate from pynwb.validate import get_cached_namespaces_to_validate path = "my_nwb_file.nwb" validate_namespaces, manager, cached_namespaces = get_cached_namespaces_to_validate(path) with NWBHDF5IO(path, "r", manager=manager) as reader: errors = [] for ns in validate_namespaces: errors += validate(io=reader, namespace=ns) :param path: Path for the NWB file :return: Tuple with: - List of strings with the most specific namespace(s) to use for validation. - BuildManager object for opening the file for validation - Dict with the full result from NWBHDF5IO.load_namespaces """ from . import NWBHDF5IO # TODO: modularize to avoid circular import catalog = NamespaceCatalog( group_spec_cls=NWBGroupSpec, dataset_spec_cls=NWBDatasetSpec, spec_namespace_cls=NWBNamespace ) namespace_dependencies = NWBHDF5IO.load_namespaces( namespace_catalog=catalog, path=path, driver=driver, aws_region=aws_region ) # Determine which namespaces are the most specific (i.e. extensions) and validate against those candidate_namespaces = set(namespace_dependencies.keys()) for namespace_dependency in namespace_dependencies: candidate_namespaces -= namespace_dependencies[namespace_dependency].keys() # TODO: remove this workaround for issue https://github.com/NeurodataWithoutBorders/pynwb/issues/1357 candidate_namespaces.discard("hdmf-experimental") # remove validation of hdmf-experimental for now cached_namespaces = sorted(candidate_namespaces) if len(cached_namespaces) > 0: type_map = TypeMap(namespaces=catalog) manager = BuildManager(type_map=type_map) else: manager = None return cached_namespaces, manager, namespace_dependencies @docval( { "name": "io", "type": HDMFIO, "doc": "An open IO to an NWB file.", "default": None, }, # For back-compatability { "name": "namespace", "type": str, "doc": "A specific namespace to validate against.", "default": None, }, # Argument order is for back-compatability { "name": "paths", "type": list, "doc": "List of NWB file paths.", "default": None, }, { "name": "use_cached_namespaces", "type": bool, "doc": "Whether to use namespaces cached within the file for validation.", "default": True, }, { "name": "verbose", "type": bool, "doc": "Whether or not to print messages to stdout.", "default": False, }, { "name": "driver", "type": str, "doc": "Driver for h5py to use when opening the HDF5 file.", "default": None, }, returns="Validation errors in the file.", rtype=(list, (list, bool)), is_method=False, ) def validate(**kwargs): """Validate NWB file(s) against a namespace or its cached namespaces. NOTE: If an io object is provided and no namespace name is specified, then the file will be validated against the core namespace, even if use_cached_namespaces is True. """ from . import NWBHDF5IO # TODO: modularize to avoid circular import io, paths, use_cached_namespaces, namespace, verbose, driver = getargs( "io", "paths", "use_cached_namespaces", "namespace", "verbose", "driver", kwargs ) assert io != paths, "Both 'io' and 'paths' were specified! Please choose only one." if io is not None: validation_errors = _validate_helper(io=io, namespace=namespace or CORE_NAMESPACE) return validation_errors status = 0 validation_errors = list() for path in paths: namespaces_to_validate = [] namespace_message = "PyNWB namespace information" io_kwargs = dict(path=path, mode="r", driver=driver) if use_cached_namespaces: cached_namespaces, manager, namespace_dependencies = get_cached_namespaces_to_validate( path=path, driver=driver ) io_kwargs.update(manager=manager) if any(cached_namespaces): namespaces_to_validate = cached_namespaces namespace_message = "cached namespace information" else: namespaces_to_validate = [CORE_NAMESPACE] if verbose: print( f"The file {path} has no cached namespace information. Falling back to {namespace_message}.", file=sys.stderr, ) else: io_kwargs.update(load_namespaces=False) namespaces_to_validate = [CORE_NAMESPACE] if namespace is not None: if namespace in namespaces_to_validate: namespaces_to_validate = [namespace] elif use_cached_namespaces and namespace in namespace_dependencies: # validating against a dependency for namespace_dependency in namespace_dependencies: if namespace in namespace_dependencies[namespace_dependency]: status = 1 print( f"The namespace '{namespace}' is included by the namespace " f"'{namespace_dependency}'. Please validate against that namespace instead.", file=sys.stderr, ) else: status = 1 print( f"The namespace '{namespace}' could not be found in {namespace_message} as only " f"{namespaces_to_validate} is present.", file=sys.stderr, ) if status == 1: continue with NWBHDF5IO(**io_kwargs) as io: for validation_namespace in namespaces_to_validate: if verbose: print(f"Validating {path} against {namespace_message} using namespace '{validation_namespace}'.") validation_errors += _validate_helper(io=io, namespace=validation_namespace) return validation_errors, status def validate_cli(): """CLI wrapper around pynwb.validate.""" parser = ArgumentParser( description="Validate an NWB file", epilog="If --ns is not specified, validate against all namespaces in the NWB file.", ) # Special arg specific to CLI parser.add_argument( "-lns", "--list-namespaces", dest="list_namespaces", action="store_true", help="List the available namespaces and exit.", ) # Common args to the API validate parser.add_argument("paths", type=str, nargs="+", help="NWB file paths") parser.add_argument("-n", "--ns", type=str, help="the namespace to validate against") feature_parser = parser.add_mutually_exclusive_group(required=False) feature_parser.add_argument( "--no-cached-namespace", dest="no_cached_namespace", action="store_true", help="Use the PyNWB loaded namespace (true) or use the cached namespace (false; default).", ) parser.set_defaults(no_cached_namespace=False) args = parser.parse_args() status = 0 if args.list_namespaces: for path in args.paths: cached_namespaces, _, _ = get_cached_namespaces_to_validate(path=path) print("\n".join(cached_namespaces)) else: validation_errors, validation_status = validate( paths=args.paths, use_cached_namespaces=not args.no_cached_namespace, namespace=args.ns, verbose=True ) if not validation_status: _print_errors(validation_errors=validation_errors) status = status or validation_status or (validation_errors is not None and len(validation_errors) > 0) sys.exit(status) if __name__ == "__main__": # pragma: no cover validate_cli() pynwb-2.8.2/src/pynwb/config/nwb_config.yaml0000644000000000000000000000020313615410400015767 0ustar00namespaces: core: version: 2.7.0 data_types: Subject: species: termset: nwb_subject_termset.yaml pynwb-2.8.2/src/pynwb/config/nwb_subject_termset.yaml0000644000000000000000000000141313615410400017730 0ustar00id: termset/species_example name: Species version: 0.0.1 prefixes: NCBI_TAXON: https://www.ncbi.nlm.nih.gov/Taxonomy/Browser/wwwtax.cgi?mode=Info&id= imports: - linkml:types default_range: string enums: Species: permissible_values: Homo sapiens: description: the species is human meaning: NCBI_TAXON:9606 Mus musculus: description: the species is a house mouse meaning: NCBI_TAXON:10090 Ursus arctos horribilis: description: the species is a grizzly bear meaning: NCBI_TAXON:116960 Myrmecophaga tridactyla: description: the species is an anteater meaning: NCBI_TAXON:71006 Ailuropoda melanoleuca: description: the species is a panda meaning: NCBI_TAXON:9646 pynwb-2.8.2/src/pynwb/io/__init__.py0000644000000000000000000000053113615410400014247 0ustar00from . import base as __base from . import core as __core from . import file as __file from . import behavior as __behavior from . import ecephys as __ecephys from . import epoch as __epoch from . import icephys as __icephys from . import image as __image from . import misc as __misc from . import ogen as __ogen from . import ophys as __ophys pynwb-2.8.2/src/pynwb/io/base.py0000644000000000000000000001230713615410400013426 0ustar00from hdmf.build import LinkBuilder from .core import NWBContainerMapper from .. import register_map from ..base import TimeSeries, ProcessingModule @register_map(ProcessingModule) class ModuleMap(NWBContainerMapper): def __init__(self, spec): super().__init__(spec) containers_spec = self.spec.get_neurodata_type('NWBDataInterface') table_spec = self.spec.get_neurodata_type('DynamicTable') self.map_spec('data_interfaces', containers_spec) self.map_spec('data_interfaces', table_spec) @register_map(TimeSeries) class TimeSeriesMap(NWBContainerMapper): def __init__(self, spec): super().__init__(spec) data_spec = self.spec.get_dataset('data') self.map_spec('unit', data_spec.get_attribute('unit')) self.map_spec('resolution', data_spec.get_attribute('resolution')) self.map_spec('conversion', data_spec.get_attribute('conversion')) self.map_spec('offset', data_spec.get_attribute('offset')) self.map_spec('continuity', data_spec.get_attribute('continuity')) timestamps_spec = self.spec.get_dataset('timestamps') self.map_spec('timestamps_unit', timestamps_spec.get_attribute('unit')) self.map_spec('interval', timestamps_spec.get_attribute('interval')) startingtime_spec = self.spec.get_dataset('starting_time') self.map_spec('starting_time_unit', startingtime_spec.get_attribute('unit')) self.map_spec('rate', startingtime_spec.get_attribute('rate')) # TODO map the sync group to something sync_spec = self.spec.get_group('sync') self.unmap(sync_spec) @NWBContainerMapper.object_attr("timestamps") def timestamps_attr(self, container, manager): ret = container.fields.get('timestamps') if isinstance(ret, TimeSeries): owner = ret curr = owner.fields.get('timestamps') while isinstance(curr, TimeSeries): owner = curr curr = owner.fields.get('timestamps') ts_builder = manager.build(owner) tstamps_builder = ts_builder['timestamps'] ret = LinkBuilder(tstamps_builder, 'timestamps') return ret @NWBContainerMapper.constructor_arg("timestamps") def timestamps_carg(self, builder, manager): tstamps_builder = builder.get('timestamps') if tstamps_builder is None: return None if isinstance(tstamps_builder, LinkBuilder): # if the parent of our target is available, return the parent object # Otherwise, return the dataset in the target builder # # NOTE: it is not available when data is externally linked # and we haven't explicitly read that file target = tstamps_builder.builder if target.parent is not None: return manager.construct(target.parent) else: return target.data else: return tstamps_builder.data @NWBContainerMapper.object_attr("data") def data_attr(self, container, manager): ret = container.fields.get('data') if isinstance(ret, TimeSeries): owner = ret curr = owner.fields.get('data') while isinstance(curr, TimeSeries): owner = curr curr = owner.fields.get('data') data_builder = manager.build(owner) ret = LinkBuilder(data_builder['data'], 'data') return ret @NWBContainerMapper.constructor_arg("data") def data_carg(self, builder, manager): # handle case where a TimeSeries is read and missing data timeseries_cls = manager.get_cls(builder) data_builder = builder.get('data') if data_builder is None: return timeseries_cls.DEFAULT_DATA if isinstance(data_builder, LinkBuilder): # NOTE: parent is not available when data is externally linked # and we haven't explicitly read that file target = data_builder.builder if target.parent is not None: return manager.construct(target.parent) else: return target.data return data_builder.data @NWBContainerMapper.constructor_arg("unit") def unit_carg(self, builder, manager): # handle case where a TimeSeries is read and missing unit timeseries_cls = manager.get_cls(builder) data_builder = builder.get('data') if data_builder is None: return timeseries_cls.DEFAULT_UNIT if isinstance(data_builder, LinkBuilder): # NOTE: parent is not available when data is externally linked # and we haven't explicitly read that file target = data_builder.builder if target.parent is not None: data_builder = manager.construct(target.parent) else: data_builder = target if isinstance(data_builder, TimeSeries): # Data linked in another timeseries unit_value = data_builder.unit else: # DatasetBuilder owned by this timeseries unit_value = data_builder.attributes.get('unit') if unit_value is None: return timeseries_cls.DEFAULT_UNIT return unit_value pynwb-2.8.2/src/pynwb/io/behavior.py0000644000000000000000000000000013615410400014276 0ustar00pynwb-2.8.2/src/pynwb/io/core.py0000644000000000000000000000520013615410400013436 0ustar00from hdmf.build import ObjectMapper, RegionBuilder from hdmf.common import VectorData from hdmf.utils import getargs, docval from hdmf.spec import AttributeSpec from hdmf.build import BuildManager from .. import register_map from pynwb.file import NWBFile from pynwb.core import NWBData, NWBContainer, ScratchData from pynwb.misc import Units class NWBBaseTypeMapper(ObjectMapper): @staticmethod def get_nwb_file(container): curr = container while curr is not None: if isinstance(curr, NWBFile): return curr curr = container.parent @register_map(NWBContainer) class NWBContainerMapper(NWBBaseTypeMapper): pass @register_map(NWBData) class NWBDataMap(NWBBaseTypeMapper): pass @register_map(ScratchData) class ScratchDataMap(NWBContainerMapper): def __init__(self, spec): super().__init__(spec) self.map_spec('description', spec.get_attribute('notes')) class NWBTableRegionMap(NWBDataMap): @ObjectMapper.constructor_arg('table') def carg_table(self, builder, manager): return manager.construct(builder.data.builder) @ObjectMapper.constructor_arg('region') def carg_region(self, builder, manager): if not isinstance(builder.data, RegionBuilder): raise ValueError("'builder' must be a RegionBuilder") return builder.data.region @register_map(VectorData) class VectorDataMap(ObjectMapper): @docval({"name": "spec", "type": AttributeSpec, "doc": "the spec to get the attribute value for"}, {"name": "container", "type": VectorData, "doc": "the container to get the attribute value from"}, {"name": "manager", "type": BuildManager, "doc": "the BuildManager used for managing this build"}, returns='the value of the attribute') def get_attr_value(self, **kwargs): ''' Get the value of the attribute corresponding to this spec from the given container ''' spec, container, manager = getargs('spec', 'container', 'manager', kwargs) # handle custom mapping of container Units.waveform_rate -> spec Units.waveform_mean.sampling_rate if isinstance(container.parent, Units): if container.name == 'waveform_mean' or container.name == 'waveform_sd': if spec.name == 'sampling_rate': return container.parent.waveform_rate if spec.name == 'unit': return container.parent.waveform_unit if container.name == 'spike_times': if spec.name == 'resolution': return container.parent.resolution return super().get_attr_value(**kwargs) pynwb-2.8.2/src/pynwb/io/ecephys.py0000644000000000000000000000000013615410400014137 0ustar00pynwb-2.8.2/src/pynwb/io/epoch.py0000644000000000000000000000501513615410400013610 0ustar00from hdmf.build import LinkBuilder from hdmf.common.table import VectorData from hdmf.common.io.table import DynamicTableMap from .. import register_map from pynwb.epoch import TimeIntervals from pynwb.base import TimeSeriesReferenceVectorData @register_map(TimeIntervals) class TimeIntervalsMap(DynamicTableMap): @DynamicTableMap.constructor_arg('columns') def columns_carg(self, builder, manager): # handle the case when a TimeIntervals is read with a non-TimeSeriesReferenceVectorData "timeseries" column # this is the case for NWB schema v2.4 and earlier, where the timeseries column was a regular VectorData. timeseries_builder = builder.get('timeseries') # handle the case when the TimeIntervals has a "timeseries" column that is a link (e.g., it exists in # a different file that was shallow copied to this file). if isinstance(timeseries_builder, LinkBuilder): timeseries_builder = timeseries_builder.builder # if we have a timeseries column and the type is VectorData instead of TimeSeriesReferenceVectorData if (timeseries_builder is not None and timeseries_builder.attributes['neurodata_type'] != 'TimeSeriesReferenceVectorData'): # override builder attributes timeseries_builder.attributes['neurodata_type'] = 'TimeSeriesReferenceVectorData' timeseries_builder.attributes['namespace'] = 'core' # construct new columns list columns = list() for dset_builder in builder.datasets.values(): dset_obj = manager.construct(dset_builder) # these have already been constructed # go through only the column datasets and replace the 'timeseries' column class in-place. if isinstance(dset_obj, VectorData): if dset_obj.name == 'timeseries': # replacing the class in-place is possible because the VectorData and # TimeSeriesReferenceVectorData have the same memory layout and the old and new # schema are compatible (i.e., only the neurodata_type was changed in 2.5) dset_obj.__class__ = TimeSeriesReferenceVectorData # Execute init logic specific for TimeSeriesReferenceVectorData dset_obj._init_internal() columns.append(dset_obj) # overwrite the columns constructor argument return columns # do not override return None pynwb-2.8.2/src/pynwb/io/file.py0000644000000000000000000003705413615410400013441 0ustar00from dateutil.parser import parse as dateutil_parse from hdmf.build import ObjectMapper from .. import register_map from ..file import NWBFile, Subject from ..core import ScratchData from .utils import get_nwb_version @register_map(NWBFile) class NWBFileMap(ObjectMapper): def __init__(self, spec): super().__init__(spec) acq_spec = self.spec.get_group('acquisition') self.unmap(acq_spec) self.map_spec('acquisition', acq_spec.get_neurodata_type('NWBDataInterface')) self.map_spec('acquisition', acq_spec.get_neurodata_type('DynamicTable')) # TODO: note that double mapping "acquisition" means __carg2spec and __attr2spec (both unused) # map "acquisition" to the last spec, in this case, DynamicTable ana_spec = self.spec.get_group('analysis') self.unmap(ana_spec) self.map_spec('analysis', ana_spec.get_neurodata_type('NWBContainer')) self.map_spec('analysis', ana_spec.get_neurodata_type('DynamicTable')) # map constructor arg and property 'stimulus' -> stimulus__presentation stimulus_spec = self.spec.get_group('stimulus') self.unmap(stimulus_spec) self.unmap(stimulus_spec.get_group('presentation')) self.unmap(stimulus_spec.get_group('templates')) # map "stimulus" to NWBDataInterface and DynamicTable and unmap the spec for TimeSeries because it is # included in the mapping to NWBDataInterface self.unmap(stimulus_spec.get_group('presentation').get_neurodata_type('TimeSeries')) self.map_spec('stimulus', stimulus_spec.get_group('presentation').get_neurodata_type('NWBDataInterface')) self.map_spec('stimulus', stimulus_spec.get_group('presentation').get_neurodata_type('DynamicTable')) self.map_spec('stimulus_template', stimulus_spec.get_group('templates').get_neurodata_type('TimeSeries')) self.map_spec('stimulus_template', stimulus_spec.get_group('templates').get_neurodata_type('Images')) intervals_spec = self.spec.get_group('intervals') self.unmap(intervals_spec) self.map_spec('intervals', intervals_spec.get_neurodata_type('TimeIntervals')) epochs_spec = intervals_spec.get_group('epochs') self.map_spec('epochs', epochs_spec) trials_spec = intervals_spec.get_group('trials') self.map_spec('trials', trials_spec) invalid_times_spec = intervals_spec.get_group('invalid_times') self.map_spec('invalid_times', invalid_times_spec) general_spec = self.spec.get_group('general') self.unmap(general_spec) # map icephys metadata structures and tables icephys_spec = general_spec.get_group('intracellular_ephys') self.unmap(icephys_spec) self.map_spec('icephys_electrodes', icephys_spec.get_neurodata_type('IntracellularElectrode')) self.map_spec('sweep_table', icephys_spec.get_neurodata_type('SweepTable')) self.map_spec('intracellular_recordings', icephys_spec.get_neurodata_type('IntracellularRecordingsTable')) self.map_spec('icephys_simultaneous_recordings', icephys_spec.get_neurodata_type('SimultaneousRecordingsTable')) self.map_spec('icephys_sequential_recordings', icephys_spec.get_neurodata_type('SequentialRecordingsTable')) self.map_spec('icephys_repetitions', icephys_spec.get_neurodata_type('RepetitionsTable')) self.map_spec('icephys_experimental_conditions', icephys_spec.get_neurodata_type('ExperimentalConditionsTable')) # 'filtering' has been deprecated. add this mapping in the meantime icephys_filtering_spec = icephys_spec.get_dataset('filtering') self.unmap(icephys_filtering_spec) self.map_spec('icephys_filtering', icephys_filtering_spec) ecephys_spec = general_spec.get_group('extracellular_ephys') self.unmap(ecephys_spec) self.map_spec('electrodes', ecephys_spec.get_group('electrodes')) self.map_spec('electrode_groups', ecephys_spec.get_neurodata_type('ElectrodeGroup')) ogen_spec = general_spec.get_group('optogenetics') self.unmap(ogen_spec) self.map_spec('ogen_sites', ogen_spec.get_neurodata_type('OptogeneticStimulusSite')) ophys_spec = general_spec.get_group('optophysiology') self.unmap(ophys_spec) self.map_spec('imaging_planes', ophys_spec.get_neurodata_type('ImagingPlane')) general_datasets = ['data_collection', 'experiment_description', 'experimenter', 'institution', 'keywords', 'lab', 'notes', 'pharmacology', 'protocol', 'related_publications', 'session_id', 'slices', 'source_script', 'stimulus', 'surgery', 'virus'] for dataset_name in general_datasets: self.map_spec(dataset_name, general_spec.get_dataset(dataset_name)) # note: constructor arg and property 'stimulus' is already mapped above, so use a different name here self.map_spec('stimulus_notes', general_spec.get_dataset('stimulus')) self.map_spec('source_script_file_name', general_spec.get_dataset('source_script').get_attribute('file_name')) self.map_spec('subject', general_spec.get_group('subject')) device_spec = general_spec.get_group('devices') self.unmap(device_spec) self.map_spec('devices', device_spec.get_neurodata_type('Device')) self.map_spec('lab_meta_data', general_spec.get_neurodata_type('LabMetaData')) proc_spec = self.spec.get_group('processing') self.unmap(proc_spec) self.map_spec('processing', proc_spec.get_neurodata_type('ProcessingModule')) scratch_spec = self.spec.get_group('scratch') self.unmap(scratch_spec) self.map_spec('scratch_datas', scratch_spec.get_neurodata_type('ScratchData')) self.map_spec('scratch_containers', scratch_spec.get_neurodata_type('NWBContainer')) self.map_spec('scratch_containers', scratch_spec.get_neurodata_type('DynamicTable')) @ObjectMapper.object_attr('scratch_datas') def scratch_datas(self, container, manager): """Set the value for the 'scratch_datas' spec on NWBFile to a list of ScratchData objects. Used when writing (building) the NWBFile container to a file. The 'scratch' group can contain both groups and datasets. This mapping function is used when writing the value for the 'scratch_datas' spec (ScratchData type -- see __init__ above). The value is set to a list of all ScratchData objects in the 'scratch' field of the NWBFile container. """ scratch = container.scratch ret = list() for s in scratch.values(): if isinstance(s, ScratchData): ret.append(s) return ret @ObjectMapper.object_attr('scratch_containers') def scratch_containers(self, container, manager): """Set the value for the 'scratch_containers' spec on NWBFile to a list of non-ScratchData objects. Used when writing (building) the NWBFile container to a file. The 'scratch' group can contain both groups and datasets. This mapping function is used when writing the value for the 'scratch_containers' spec (NWBContainers and DynamicTable type -- see __init__ above). The value is set to a list of all non-ScratchData objects in the 'scratch' field of the NWBFile container. """ scratch = container.scratch ret = list() for s in scratch.values(): if not isinstance(s, ScratchData): ret.append(s) return ret @ObjectMapper.constructor_arg('scratch') def scratch(self, builder, manager): """Set the constructor arg for 'scratch' to a tuple of objects. Used when constructing the NWBFile container from a written file. The 'scratch' group can contain both groups and datasets. This mapping function is used to construct the contained groups and datasets and put them into a single field 'scratch' on the NWBFile container for user convenience. """ scratch = builder.get('scratch') ret = list() if scratch is not None: for g in scratch.groups.values(): ret.append(manager.construct(g)) for d in scratch.datasets.values(): ret.append(manager.construct(d)) return tuple(ret) if len(ret) > 0 else None @ObjectMapper.constructor_arg('session_start_time') def dateconversion(self, builder, manager): """Set the constructor arg for 'session_start_time' to a datetime object. Used when constructing the NWBFile container from a written file. Dates are read into builders as strings and are parsed into datetime objects for user convenience and consistency with how they are written. """ datestr = builder.get('session_start_time').data date = dateutil_parse(datestr) return date @ObjectMapper.constructor_arg('timestamps_reference_time') def dateconversion_trt(self, builder, manager): """Set the constructor arg for 'timestamps_reference_time' to a datetime object. Used when constructing the NWBFile container from a written file. Dates are read into builders as strings and are parsed into datetime objects for user convenience and consistency with how they are written. """ datestr = builder.get('timestamps_reference_time').data date = dateutil_parse(datestr) return date @ObjectMapper.constructor_arg('file_create_date') def dateconversion_list(self, builder, manager): """Set the constructor arg for 'file_create_date' to a datetime object. Used when constructing the NWBFile container from a written file. Dates are read into builders as strings and are parsed into datetime objects for user convenience and consistency with how they are written. """ datestr = builder.get('file_create_date').data dates = list(map(dateutil_parse, datestr)) return dates @ObjectMapper.constructor_arg('experimenter') def experimenter_carg(self, builder, manager): """Set the constructor arg for 'experimenter' to a tuple if the builder value is a string. Used when constructing the NWBFile container from a written file. In early versions of the NWB 2 schema, 'experimenter' was specified as a string. Then it was changed to be a 1-D array of strings. This mapping function is necessary to allow reading of both data where 'experimenter' was specified as a string and data where 'experimenter' was specified as an array. """ ret = None exp_bldr = builder['general'].get('experimenter') if exp_bldr is not None: if isinstance(exp_bldr.data, str): ret = (exp_bldr.data,) else: ret = tuple(exp_bldr.data) return ret @ObjectMapper.object_attr('experimenter') def experimenter_obj_attr(self, container, manager): """Change the value for the field 'experimenter' on NWBFile to a tuple if it is a string. Used when writing (building) the NWBFile container to a file. In early versions of the NWB 2 schema, 'experimenter' was specified as a string. Then it was changed to be a 1-D array of strings. This mapping function is necessary for writing a valid 'experimenter' array if it is a string in the NWBFile container. """ ret = None if isinstance(container.experimenter, str): ret = (container.experimenter,) return ret @ObjectMapper.constructor_arg('related_publications') def publications_carg(self, builder, manager): """Set the constructor arg for 'related_publications' to a tuple if the builder value is a string. Used when constructing the NWBFile container from a written file. In early versions of the NWB 2 schema, 'related_publications' was specified as a string. Then it was changed to be a 1-D array of strings. This mapping function is necessary to allow reading of both data where 'related_publications' was specified as a string and data where 'related_publications' was specified as an array. """ ret = None pubs_bldr = builder['general'].get('related_publications') if pubs_bldr is not None: if isinstance(pubs_bldr.data, str): ret = (pubs_bldr.data,) else: ret = tuple(pubs_bldr.data) return ret @ObjectMapper.object_attr('related_publications') def publication_obj_attr(self, container, manager): """Change the value for the field 'related_publications' on NWBFile to a tuple if it is a string. Used when writing (building) the NWBFile container to a file. In early versions of the NWB 2 schema, 'related_publications' was specified as a string. Then it was changed to be a 1-D array of strings. This mapping function is necessary for writing a valid 'related_publications' array if it is a string in the NWBFile container. """ ret = None if isinstance(container.related_publications, str): ret = (container.related_publications,) return ret @register_map(Subject) class SubjectMap(ObjectMapper): @ObjectMapper.constructor_arg('date_of_birth') def dateconversion(self, builder, manager): """Set the constructor arg for 'date_of_birth' to a datetime object. Used when constructing the Subject container from a written file. Dates are read into builders as strings and are parsed into datetime objects for user convenience and consistency with how they are written. """ dob_builder = builder.get('date_of_birth') if dob_builder is None: return else: datestr = dob_builder.data date = dateutil_parse(datestr) return date @ObjectMapper.constructor_arg("age__reference") def age_reference_none(self, builder, manager): """Set the constructor arg for 'age__reference' to "unspecified" for NWB files < 2.6, else "birth". Used when constructing the Subject container from a written file. NWB schema 2.6.0 introduced a new optional attribute 'reference' on the 'age' dataset with a default value of "birth". When data written with NWB versions < 2.6 are read, 'age__reference' is set to "unspecified" in the Subject constructor. "unspecified" is a special non-None placeholder value that is handled specially in Subject.__init__ to distinguish it from no value being provided by the user. When data written with NWB versions >= 2.6 are read, 'age__reference' is set to the default value, "birth", in the Subject constructor (this is not strictly necessary because Subject.__init__ has default value "birth" for 'age__reference'). """ age_builder = builder.get("age") age_reference = None if age_builder is not None: age_reference = age_builder["attributes"].get("reference") if age_reference is None: if get_nwb_version(builder) < (2, 6, 0): return "unspecified" # this is handled specially in Subject.__init__ else: return "birth" return age_reference pynwb-2.8.2/src/pynwb/io/icephys.py0000644000000000000000000000317213615410400014160 0ustar00from hdmf.common.io.table import DynamicTableMap from hdmf.common.io.alignedtable import AlignedDynamicTableMap from .. import register_map from .base import TimeSeriesMap from pynwb.icephys import VoltageClampSeries, IntracellularRecordingsTable @register_map(VoltageClampSeries) class VoltageClampSeriesMap(TimeSeriesMap): def __init__(self, spec): super().__init__(spec) fields_with_unit = ('capacitance_fast', 'capacitance_slow', 'resistance_comp_bandwidth', 'resistance_comp_correction', 'resistance_comp_prediction', 'whole_cell_capacitance_comp', 'whole_cell_series_resistance_comp') for field in fields_with_unit: field_spec = self.spec.get_dataset(field) self.map_spec('%s__unit' % field, field_spec.get_attribute('unit')) @register_map(IntracellularRecordingsTable) class IntracellularRecordingsTableMap(AlignedDynamicTableMap): """ Customize the mapping for AlignedDynamicTable """ def __init__(self, spec): super().__init__(spec) @DynamicTableMap.object_attr('electrodes') def electrodes(self, container, manager): return container.category_tables.get('electrodes', None) @DynamicTableMap.object_attr('stimuli') def stimuli(self, container, manager): return container.category_tables.get('stimuli', None) @DynamicTableMap.object_attr('responses') def responses(self, container, manager): return container.category_tables.get('responses', None) pynwb-2.8.2/src/pynwb/io/image.py0000644000000000000000000000057413615410400013601 0ustar00from .. import register_map from ..image import ImageSeries from .base import TimeSeriesMap @register_map(ImageSeries) class ImageSeriesMap(TimeSeriesMap): def __init__(self, spec): super().__init__(spec) external_file_spec = self.spec.get_dataset('external_file') self.map_spec('starting_frame', external_file_spec.get_attribute('starting_frame')) pynwb-2.8.2/src/pynwb/io/misc.py0000644000000000000000000000335113615410400013446 0ustar00from hdmf.common.io.table import DynamicTableMap from .. import register_map from pynwb.misc import Units @register_map(Units) class UnitsMap(DynamicTableMap): def __init__(self, spec): super().__init__(spec) @DynamicTableMap.constructor_arg('resolution') def resolution_carg(self, builder, manager): if 'spike_times' in builder: return builder['spike_times'].attributes.get('resolution') return None @DynamicTableMap.constructor_arg('waveform_rate') def waveform_rate_carg(self, builder, manager): return self._get_waveform_stat(builder, 'sampling_rate') @DynamicTableMap.constructor_arg('waveform_unit') def waveform_unit_carg(self, builder, manager): return self._get_waveform_stat(builder, 'unit') def _get_waveform_stat(self, builder, attribute): if 'waveform_mean' not in builder and 'waveform_sd' not in builder: return None mean_stat = None sd_stat = None if 'waveform_mean' in builder: mean_stat = builder['waveform_mean'].attributes.get(attribute) if 'waveform_sd' in builder: sd_stat = builder['waveform_sd'].attributes.get(attribute) if mean_stat is not None and sd_stat is not None: if mean_stat != sd_stat: # throw warning pass return mean_stat @DynamicTableMap.object_attr("electrodes") def electrodes_column(self, container, manager): ret = container.get('electrodes') if ret is None: return ret # set the electrode table if it hasn't been set yet if ret.target.table is None: ret.target.table = container.get_ancestor('NWBFile').electrodes return ret pynwb-2.8.2/src/pynwb/io/ogen.py0000644000000000000000000000000013615410400013427 0ustar00pynwb-2.8.2/src/pynwb/io/ophys.py0000644000000000000000000000227513615410400013661 0ustar00from hdmf.common.io.table import DynamicTableMap from .. import register_map from ..ophys import PlaneSegmentation, ImagingPlane from .core import NWBContainerMapper @register_map(PlaneSegmentation) class PlaneSegmentationMap(DynamicTableMap): def __init__(self, spec): super().__init__(spec) reference_images_spec = self.spec.get_group('reference_images').get_neurodata_type('ImageSeries') self.map_spec('reference_images', reference_images_spec) @register_map(ImagingPlane) class ImagingPlaneMap(NWBContainerMapper): def __init__(self, spec): super().__init__(spec) manifold_spec = self.spec.get_dataset('manifold') origin_coords_spec = self.spec.get_dataset('origin_coords') grid_spacing_spec = self.spec.get_dataset('grid_spacing') self.map_spec('unit', manifold_spec.get_attribute('unit')) self.map_spec('conversion', manifold_spec.get_attribute('conversion')) self.map_spec('origin_coords_unit', origin_coords_spec.get_attribute('unit')) self.map_spec('grid_spacing_unit', grid_spacing_spec.get_attribute('unit')) self.map_spec('optical_channel', self.spec.get_neurodata_type('OpticalChannel')) pynwb-2.8.2/src/pynwb/io/retinotopy.py0000644000000000000000000000066513615410400014734 0ustar00# from hdmf.build import ObjectMapper # from .. import register_map # from pynwb.retinotopy import ImagingRetinotopy # # # @register_map(ImagingRetinotopy) # class ImagingRetinotopyMap(ObjectMapper): # # def __init__(self, spec): # super().__init__(spec) # # datasets = ['sign_map', 'axis_1_phase_map'] # for dataset_name in datasets: # self.map_spec(dataset_name, spec.get_dataset(dataset_name)) pynwb-2.8.2/src/pynwb/io/utils.py0000644000000000000000000000406713615410400013660 0ustar00import re from typing import Tuple from hdmf.build import Builder def get_nwb_version(builder: Builder, include_prerelease=False) -> Tuple[int, ...]: """Get the version of the NWB file from the root of the given builder, as a tuple. If the "nwb_version" attribute on the root builder equals "2.5.1", then (2, 5, 1) is returned. If the "nwb_version" attribute on the root builder equals "2.5.1-alpha" and include_prerelease=False, then (2, 5, 1) is returned. If the "nwb_version" attribute on the root builder equals "2.5.1-alpha" and include_prerelease=True, then (2, 5, 1, "alpha") is returned. If the "nwb_version" attribute == "2.0b" (the only deviation from semantic versioning in the 2.x series), then if include_prerelease=True, (2, 0, 0, "b") is returned; else, (2, 0, 0) is returned. :param builder: Any builder within an NWB file. :type builder: :py:class:`~hdmf.build.builders.Builder` :param include_prerelease: Whether to include prerelease information in the returned tuple. :type include_prerelease: bool :return: The version of the NWB file, as a tuple. :rtype: tuple :raises ValueError: if the 'nwb_version' attribute is missing from the root of the NWB file. """ temp_builder = builder while temp_builder.parent is not None: temp_builder = temp_builder.parent root_builder = temp_builder nwb_version = root_builder.attributes.get("nwb_version") if nwb_version is None: raise ValueError("'nwb_version' attribute is missing from the root of the NWB file.") # handle special non-semver case if nwb_version == "2.0b": if not include_prerelease: return (2, 0, 0) else: return (2, 0, 0, "b") nwb_version_match = re.match(r"(\d+\.\d+\.\d+)", nwb_version)[0] # trim off any non-numeric symbols at end version_list = [int(i) for i in nwb_version_match.split(".")] if include_prerelease: prerelease_info = nwb_version[nwb_version.index("-")+1:] version_list.append(prerelease_info) return tuple(version_list) pynwb-2.8.2/src/pynwb/legacy/__init__.py0000644000000000000000000000252613615410400015112 0ustar00from hdmf.utils import docval, getargs from .. import get_type_map, NWBContainer from .map import ObjectMapperLegacy as ObjectMapper __TYPE_MAP = get_type_map() # Register new ObjectMapper with the new TypeMap: __TYPE_MAP.register_map(NWBContainer, ObjectMapper) def get_type_map(**kwargs): """ Get a TypeMap to use for I/O for Allen Institute Brain Observatory files (NWB v1.0.6) """ return __TYPE_MAP # a function to register an object mapper for a container class @docval({"name": "container_cls", "type": type, "doc": "the Container class for which the given ObjectMapper class gets used for"}, {"name": "mapper_cls", "type": type, "doc": "the ObjectMapper class to use to map", 'default': None}, is_method=False) def register_map(**kwargs): """Register an ObjectMapper to use for a Container class type If mapper_cls is not specified, returns a decorator for registering an ObjectMapper class as the mapper for container_cls. If mapper_cls specified, register the class as the mapper for container_cls """ container_cls, mapper_cls = getargs('container_cls', 'mapper_cls', kwargs) def _dec(cls): __TYPE_MAP.register_map(container_cls, cls) return cls if mapper_cls is None: return _dec else: _dec(mapper_cls) from . import io # noqa: F401,E402 pynwb-2.8.2/src/pynwb/legacy/map.py0000644000000000000000000001353213615410400014127 0ustar00 from hdmf.build import ObjectMapper, TypeMap from hdmf.build.builders import GroupBuilder def decode(val): if isinstance(val, bytes): return val.decode('UTF-8') else: return val class ObjectMapperLegacy(ObjectMapper): @ObjectMapper.constructor_arg('source') def source_gettr(self, builder, manager): if 'source' in builder.attributes: return builder.attributes['source'] else: return 'No known source' class TypeMapLegacy(TypeMap): def get_builder_dt(self, builder): # noqa: C901 ''' For a given builder, return the neurodata_type. In this legacy TypeMap, the builder may have out-of-spec neurodata_type; this function coerces this to a 2.0 compatible version. ''' if builder.name == 'root': return 'NWBFile' elif builder.name == 'subject' and builder.parent.name == 'general': return 'Subject' else: attrs = builder.attributes ndt = attrs.get('neurodata_type') if ndt == 'Module': return 'ProcessingModule' elif ndt == 'Interface': return builder.name elif ndt == 'Epoch': return 'Epoch' elif ndt == 'TimeSeries': ancestry = decode(attrs['ancestry'][-1]) if ancestry == 'TwoPhotonSeries' and decode(builder.name) == 'corrected': return 'ImageSeries' else: return ancestry elif ndt == 'Custom': parent_ndt = self.get_builder_dt(builder.parent) if parent_ndt == 'ImageSegmentation' and builder.name in ('roi_ids', 'cell_specimen_ids'): return None elif parent_ndt == 'PlaneSegmentation' and builder.name in ('roi_list', 'imaging_plane_name'): return None elif parent_ndt == 'IntervalSeries' and builder.name in ('frame_duration',): return None elif parent_ndt == 'TimeSeries' and builder.name in ('feature_description', 'bits_per_pixel', 'dimension', 'field_of_view', 'format'): return None elif parent_ndt == 'ImagingPlane' and builder.parent.name in ('imaging_plane_1',): return None elif parent_ndt == 'AbstractFeatureSeries' and builder.name in ('frame_duration',): return None elif parent_ndt == 'IndexSeries' and builder.name in ('frame_duration',): return None elif builder.parent.name == 'general': return None elif parent_ndt == 'RoiResponseSeries' and builder.name in ('r', 'neuropil_traces_path', 'rmse', 'comments'): return None elif parent_ndt == 'SpatialSeries' and builder.name in ('features'): return None else: raise RuntimeError(('Unable to determine neurodata_type: attrs["neurodata_type"]: "Custom",' 'parent.neurodata_type: %s' % parent_ndt)) else: parent_ndt = self.get_builder_dt(builder.parent) if parent_ndt == 'Epoch': return 'EpochTimeSeries' elif parent_ndt == 'MotionCorrection': return 'CorrectedImageStack' elif parent_ndt == 'ImagingPlane' and isinstance(builder, GroupBuilder): return 'OpticalChannel' elif parent_ndt == 'ImageSegmentation': return 'PlaneSegmentation' elif parent_ndt == 'PlaneSegmentation': if builder.name in ('roi_list', 'imaging_plane_name'): return None else: return 'ROI' else: parent_names = { 'extracellular_ephys': 'ElectrodeGroup', 'intracellular_ephys': 'IntracellularElectrodeGroup', 'optophysiology': 'ImagingPlane', 'optogenetics': 'OptogeneticStimulusSite', 'root': None, 'xy_translation': None, 'imaging_plane_1': None, 'running_speed': None, 'general': None, '2p_image_series': None, 'natural_movie_one_stimulus': None, 'natural_scenes_stimulus': None, 'devices': None, 'spontaneous_stimulus': None, 'static_gratings_stimulus': None, 'maximum_intensity_projection_image': None, 'imaging_plane_1_neuropil_response': None, 'imaging_plane_1_demixed_signal': None, 'corrected': None, 'running_speed_index': None, 'pupil_size_index': None, 'pupil_size': None, 'pupil_location': None, 'pupil_location_spherical': None } return decode(parent_names.get(builder.parent.name)) def get_builder_ns(self, builder): return 'core' pynwb-2.8.2/src/pynwb/legacy/io/__init__.py0000644000000000000000000000047413615410400015521 0ustar00from . import base as __base from . import behavior as __behavior from . import ecephys as __ecephys from . import epoch as __epoch from . import file as __file from . import icephys as __icephys from . import image as __image from . import misc as __misc from . import ogen as __ogen from . import ophys as __ophys pynwb-2.8.2/src/pynwb/legacy/io/base.py0000644000000000000000000000520313615410400014667 0ustar00from pynwb.base import TimeSeries, ProcessingModule from .. import ObjectMapper, register_map legacy_TimeSeries_missing_time_info_name_list = ('natural_movie_one_image_stack', 'natural_movie_two_image_stack', 'natural_movie_three_image_stack', 'natural_scenes_image_stack', 'locally_sparse_noise_image_stack', 'locally_sparse_noise_8deg_image_stack', 'locally_sparse_noise_4deg_image_stack') @register_map(ProcessingModule) class ModuleMap(ObjectMapper): def __init__(self, spec): super(ModuleMap, self).__init__(spec) containers_spec = self.spec.get_neurodata_type('NWBDataInterface') self.map_spec('containers', containers_spec) @ObjectMapper.constructor_arg('name') def name(self, *args): builder = args[0] return builder.name @ObjectMapper.constructor_arg('description') def carg_description(self, *args): return 'Brain Observatory Processing Module' @register_map(TimeSeries) class TimeSeriesMap(ObjectMapper): def __init__(self, spec): super(TimeSeriesMap, self).__init__(spec) data_spec = self.spec.get_dataset('data') self.map_attr('unit', data_spec.get_attribute('unit')) self.map_const_arg('unit', data_spec.get_attribute('unit')) self.map_attr('resolution', data_spec.get_attribute('resolution')) self.map_attr('conversion', data_spec.get_attribute('conversion')) timestamps_spec = self.spec.get_dataset('timestamps') self.map_attr('timestamps_unit', timestamps_spec.get_attribute('unit')) # self.map_attr('interval', timestamps_spec.get_attribute('interval')) starting_time_spec = self.spec.get_dataset('starting_time') self.map_attr('starting_time_unit', starting_time_spec.get_attribute('unit')) self.map_attr('rate', starting_time_spec.get_attribute('rate')) @ObjectMapper.constructor_arg('name') def carg_name(self, *args): builder = args[0] return builder.name @ObjectMapper.constructor_arg('starting_time') def carg_starting_time(self, *args): builder = args[0] if builder.name in legacy_TimeSeries_missing_time_info_name_list: return -1.0 @ObjectMapper.constructor_arg('rate') def carg_rate(self, *args): builder = args[0] if builder.name in legacy_TimeSeries_missing_time_info_name_list: return -1.0 pynwb-2.8.2/src/pynwb/legacy/io/behavior.py0000644000000000000000000000235413615410400015560 0ustar00from pynwb.behavior import BehavioralTimeSeries, PupilTracking from pynwb.image import IndexSeries from .. import ObjectMapper, register_map @register_map(BehavioralTimeSeries) class BehavioralTimeSeriesMap(ObjectMapper): @ObjectMapper.constructor_arg('time_series') def carg_time_series(self, *args): builder = args[0] manager = args[1] subspecs = self.hack_get_subspec_values(builder, self.spec, manager) for subspec, value in subspecs.items(): const_arg = self.get_const_arg(subspec) if const_arg == 'time_series': for x in value: if not isinstance(x, IndexSeries): return x @register_map(PupilTracking) class PupilTrackingMap(ObjectMapper): @ObjectMapper.constructor_arg('time_series') def carg_time_series(self, *args): builder = args[0] manager = args[1] subspecs = self.hack_get_subspec_values(builder, self.spec, manager) for subspec, value in subspecs.items(): const_arg = self.get_const_arg(subspec) if const_arg == 'time_series': for x in value: if not isinstance(x, IndexSeries): return x pynwb-2.8.2/src/pynwb/legacy/io/ecephys.py0000644000000000000000000000000013615410400015403 0ustar00pynwb-2.8.2/src/pynwb/legacy/io/epoch.py0000644000000000000000000000162313615410400015055 0ustar00# from pynwb.epoch import Epochs, EpochTimeSeries from .. import ObjectMapper # from .. import register_map # @register_map(Epoch) class EpochMap(ObjectMapper): def __init__(self, spec): super(EpochMap, self).__init__(spec) start_spec = self.spec.get_dataset('start_time') stop_spec = self.spec.get_dataset('stop_time') self.map_const_arg('start', start_spec) self.map_const_arg('stop', stop_spec) epts_spec = self.spec.get_neurodata_type('EpochTimeSeries') self.map_spec('timeseries', epts_spec) @ObjectMapper.constructor_arg('name') def name(self, builder): return builder.name # @register_map(EpochTimeSeries) class EpochTimeSeriesMap(ObjectMapper): def __init__(self, spec): super(EpochTimeSeriesMap, self).__init__(spec) ts_spec = self.spec.get_link('timeseries') self.map_const_arg('ts', ts_spec) pynwb-2.8.2/src/pynwb/legacy/io/file.py0000644000000000000000000000330613615410400014676 0ustar00 from pynwb.file import NWBFile from .. import ObjectMapper, register_map @register_map(NWBFile) class NWBFileMap(ObjectMapper): def __init__(self, spec): super(NWBFileMap, self).__init__(spec) raw_ts_spec = self.spec.get_group('acquisition').get_neurodata_type('NWBDataInterface') self.map_spec('acquisition', raw_ts_spec) stimulus_spec = self.spec.get_group('stimulus') presentation_ts_spec = stimulus_spec.get_group('presentation').get_neurodata_type('TimeSeries') self.map_spec('stimulus', presentation_ts_spec) stimulus_ts_spec = stimulus_spec.get_group('templates').get_neurodata_type('TimeSeries') self.map_spec('stimulus_template', stimulus_ts_spec) epochs_spec = self.spec.get_group('epochs') self.map_spec('epochs', epochs_spec.get_neurodata_type('Epoch')) general_spec = self.spec.get_group('general') self.map_spec( 'ic_electrodes', general_spec.get_group('intracellular_ephys').get_neurodata_type('IntracellularElectrode')) self.map_spec( 'ec_electrodes', general_spec.get_group('extracellular_ephys').get_neurodata_type('ElectrodeGroup')) self.map_spec( 'optogenetic_sites', general_spec.get_group('optogenetics').get_neurodata_type('OptogeneticStimulusSite')) self.map_spec( 'imaging_planes', general_spec.get_group('optophysiology').get_neurodata_type('ImagingPlane')) self.map_spec('modules', self.spec.get_group('processing').get_neurodata_type('ProcessingModule')) self.unmap(general_spec.get_dataset('stimulus')) @ObjectMapper.constructor_arg('file_name') def name(self, builder): return builder.name pynwb-2.8.2/src/pynwb/legacy/io/icephys.py0000644000000000000000000000121013615410400015413 0ustar00from pynwb.icephys import PatchClampSeries from .. import ObjectMapper, register_map @register_map(PatchClampSeries) class PatchClampSeriesMap(ObjectMapper): @ObjectMapper.constructor_arg('electrode') def carg_electrode(self, *args): builder = args[0] manager = args[1] root = builder parent = root.parent while parent is not None: root = parent parent = root.parent elec_name = builder['electrode_name']['data'] elec_builder = root['general/intracellular_ephys/%s' % elec_name] electrode = manager.construct(elec_builder) return electrode pynwb-2.8.2/src/pynwb/legacy/io/image.py0000644000000000000000000000052713615410400015043 0ustar00import numpy as np from pynwb.image import ImageSeries from .. import ObjectMapper, register_map @register_map(ImageSeries) class ImageSeriesMap(ObjectMapper): @ObjectMapper.constructor_arg('data') def carg_data(self, *args): builder = args[0] if builder.name in ('corrected',): return np.array([-1.]) pynwb-2.8.2/src/pynwb/legacy/io/misc.py0000644000000000000000000000046213615410400014712 0ustar00from pynwb.misc import AbstractFeatureSeries from .. import ObjectMapper, register_map @register_map(AbstractFeatureSeries) class AbstractFeatureSeriesMap(ObjectMapper): @ObjectMapper.constructor_arg('feature_units') def carg_feature_units(self, *args): return ['None', 'None', 'None'] pynwb-2.8.2/src/pynwb/legacy/io/ogen.py0000644000000000000000000000114313615410400014704 0ustar00from pynwb.ogen import OptogeneticSeries from .. import ObjectMapper, register_map @register_map(OptogeneticSeries) class OptogeneticSeriesMap(ObjectMapper): @ObjectMapper.constructor_arg('site') def carg_site(self, *args): builder = args[0] manager = args[1] root = builder parent = root.parent while parent is not None: root = parent parent = root.parent site_name = builder['site']['data'] site_builder = root['general/optogenetics/%s' % site_name] site = manager.construct(site_builder) return site pynwb-2.8.2/src/pynwb/legacy/io/ophys.py0000644000000000000000000000413313615410400015120 0ustar00import numpy as np from pynwb.ophys import PlaneSegmentation, TwoPhotonSeries from .. import ObjectMapper, register_map @register_map(PlaneSegmentation) class PlaneSegmentationMap(ObjectMapper): # This might be needed for 2.0 as well def __init__(self, spec): super(PlaneSegmentationMap, self).__init__(spec) reference_images_spec = self.spec.get_group('reference_images').get_neurodata_type('ImageSeries') self.map_spec('reference_images', reference_images_spec) @ObjectMapper.constructor_arg('imaging_plane') def carg_imaging_plane(self, *args): builder = args[0] if len(args) < 2: return builder.name # I think this is the hack you had in there before manager = args[1] root = builder parent = root.parent while parent is not None: root = parent parent = root.parent ip_name = builder['imaging_plane_name']['data'] ip_builder = root['general/optophysiology/%s' % ip_name] imaging_plane = manager.construct(ip_builder) return imaging_plane @register_map(TwoPhotonSeries) class TwoPhotonSeriesMap(ObjectMapper): @ObjectMapper.constructor_arg('data') def carg_data(self, *args): builder = args[0] if builder.name in ('2p_image_series',): return np.array([-1.]) @ObjectMapper.constructor_arg('unit') def carg_unit(self, *args): builder = args[0] if builder.name in ('2p_image_series',): return 'None' @ObjectMapper.constructor_arg('imaging_plane') def carg_imaging_plane(self, *args): builder = args[0] if len(args) < 2: return builder.name # I think this is the hack you had in there before manager = args[1] root = builder parent = root.parent while parent is not None: root = parent parent = root.parent ip_name = builder['imaging_plane']['data'] ip_builder = root['general/optophysiology/%s' % ip_name] imaging_plane = manager.construct(ip_builder) return imaging_plane pynwb-2.8.2/src/pynwb/legacy/io/retinotopy.py0000644000000000000000000000000013615410400016157 0ustar00pynwb-2.8.2/src/pynwb/nwb-schema/.codespellrc0000644000000000000000000000006513615410400016055 0ustar00[codespell] skip = .git,*.pdf # ignore-words-list = pynwb-2.8.2/src/pynwb/nwb-schema/Legal.txt0000644000000000000000000000151413615410400015342 0ustar00“nwb-schema” Copyright (c) 2017-2024, The Regents of the University of California, through Lawrence Berkeley National Laboratory (subject to receipt of any required approvals from the U.S. Dept. of Energy). All rights reserved. If you have questions about your rights to use or distribute this software, please contact Berkeley Lab's Innovation & Partnerships Office at IPO@lbl.gov. NOTICE. This Software was developed under funding from the U.S. Department of Energy and the U.S. Government consequently retains certain rights. As such, the U.S. Government has been granted for itself and others acting on its behalf a paid-up, nonexclusive, irrevocable, worldwide license in the Software to reproduce, distribute copies to the public, prepare derivative works, and perform publicly and display publicly, and to permit other to do so. pynwb-2.8.2/src/pynwb/nwb-schema/README.rst0000644000000000000000000001140713615410400015246 0ustar00NWB Schema Format ================= A format specification schema for the Neurodata Without Borders (NWB) data format. To get started using NWB, please go to the `NWB overview website `_. This repo contains: * The core NWB schema * The `Documentation for the NWB schema `_ (editable `here `_) * The `HDF5 storage specification `_ (editable `here `_) The NWB schema uses the [NWB specification language](http://schema-language.readthedocs.io/), which defines formal structures for describing the organization of complex data using basic concepts, e.g., Groups, Datasets, Attributes, and Links. For more information: - Learn more about NWB and `nwb.org `_. - The PyNWB Python API for the NWB format is available on `Github `_ - The MatNWB Matlab API for the NWB format is available on `Github `_ The NWB 1.0 format and API are archived in the [NeurodataWithoutBorders/api-python](https://github.com/NeurodataWithoutBorders/api-python) repository. https://github.com/NeurodataWithoutBorders/api-python/blob/master/nwb/nwb_core.py contains the reference schema for the NWB 1 format. License ======================== “nwb-schema” Copyright (c) 2017-2024, The Regents of the University of California, through Lawrence Berkeley National Laboratory (subject to receipt of any required approvals from the U.S. Dept. of Energy). All rights reserved. Redistribution and use in source and binary forms, with or without modification, are permitted provided that the following conditions are met: (1) Redistributions of source code must retain the above copyright notice, this list of conditions and the following disclaimer. (2) Redistributions in binary form must reproduce the above copyright notice, this list of conditions and the following disclaimer in the documentation and/or other materials provided with the distribution. (3) Neither the name of the University of California, Lawrence Berkeley National Laboratory, U.S. Dept. of Energy nor the names of its contributors may be used to endorse or promote products derived from this software without specific prior written permission. THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. You are under no obligation whatsoever to provide any bug fixes, patches, or upgrades to the features, functionality or performance of the source code ("Enhancements") to anyone; however, if you choose to make your Enhancements available either publicly, or directly to Lawrence Berkeley National Laboratory, without imposing a separate written license agreement for such Enhancements, then you hereby grant the following license: a non-exclusive, royalty-free perpetual license to install, use, modify, prepare derivative works, incorporate into other computer software, distribute, and sublicense such enhancements or derivative works thereof, in binary and source code form. Copyright ======================== “nwb-schema” Copyright (c) 2017-2024, The Regents of the University of California, through Lawrence Berkeley National Laboratory (subject to receipt of any required approvals from the U.S. Dept. of Energy). All rights reserved. If you have questions about your rights to use or distribute this software, please contact Berkeley Lab's Innovation & Partnerships Office at IPO@lbl.gov. NOTICE. This Software was developed under funding from the U.S. Department of Energy and the U.S. Government consequently retains certain rights. As such, the U.S. Government has been granted for itself and others acting on its behalf a paid-up, nonexclusive, irrevocable, worldwide license in the Software to reproduce, distribute copies to the public, prepare derivative works, and perform publicly and display publicly, and to permit other to do so. pynwb-2.8.2/src/pynwb/nwb-schema/license.txt0000644000000000000000000000455513615410400015750 0ustar00“nwb-schema” Copyright (c) 2017-2024, The Regents of the University of California, through Lawrence Berkeley National Laboratory (subject to receipt of any required approvals from the U.S. Dept. of Energy). All rights reserved. Redistribution and use in source and binary forms, with or without modification, are permitted provided that the following conditions are met: (1) Redistributions of source code must retain the above copyright notice, this list of conditions and the following disclaimer. (2) Redistributions in binary form must reproduce the above copyright notice, this list of conditions and the following disclaimer in the documentation and/or other materials provided with the distribution. (3) Neither the name of the University of California, Lawrence Berkeley National Laboratory, U.S. Dept. of Energy nor the names of its contributors may be used to endorse or promote products derived from this software without specific prior written permission. THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. You are under no obligation whatsoever to provide any bug fixes, patches, or upgrades to the features, functionality or performance of the source code ("Enhancements") to anyone; however, if you choose to make your Enhancements available either publicly, or directly to Lawrence Berkeley National Laboratory, without imposing a separate written license agreement for such Enhancements, then you hereby grant the following license: a non-exclusive, royalty-free perpetual license to install, use, modify, prepare derivative works, incorporate into other computer software, distribute, and sublicense such enhancements or derivative works thereof, in binary and source code form. pynwb-2.8.2/src/pynwb/nwb-schema/nwb.schema.json0000644000000000000000000002055413615410400016502 0ustar00{ "$schema": "http://json-schema.org/draft-07/schema#", "$id": "nwb.schema.json", "title": "Schema for the NWB language specification", "description": "A schema for validating NWB YAML files and NWB extensions", "version": "2.0.2", "type": "object", "additionalProperties": false, "properties": { "groups": {"$ref": "#/definitions/groups"}, "attributes": {"$ref": "#/definitions/attributes"}, "datasets": {"$ref": "#/definitions/datasets"}, "links": {"$ref": "#/definitions/links"}, "namespaces": { "type": "array", "items": { "type": "object", "additionalProperties": false, "required": [ "name", "version", "author", "contact" ], "properties": { "name": {"type": "string"}, "version": {"type": "string", "pattern": "^(0|[1-9]\\d*)\\.(0|[1-9]\\d*)\\.(0|[1-9]\\d*)(?:-((?:0|[1-9]\\d*|\\d*[a-zA-Z-][0-9a-zA-Z-]*)(?:\\.(?:0|[1-9]\\d*|\\d*[a-zA-Z-][0-9a-zA-Z-]*))*))?(?:\\+([0-9a-zA-Z-]+(?:\\.[0-9a-zA-Z-]+)*))?$"}, "doc": {"type": "string"}, "author": {"type": "array", "items": {"type": "string"}}, "contact": {"type": "array", "items": {"type": "string", "format": "email"}}, "full_name": {"type": "string"}, "date": {"type": "string", "format": "date"}, "schema": { "type": "array", "items": { "type": "object", "oneOf": [ {"required": ["namespace"]}, {"required": ["source"]} ], "properties": { "namespace": {"type": "string"}, "doc": {"type": "string"}, "source": {"type": "string"}, "title": {"type": "string"}, "neurodata_types": { "type": "array", "items": { "type": "string" } } } } } } } } }, "definitions": { "protectedString": { "type": "string", "pattern": "^[A-Za-z_][A-Za-z0-9_]*$" }, "quantity": { "description": "Quantity marker", "anyOf": [ { "type": "integer", "minimum": 1 }, { "type": "string", "enum": [ "*", "?", "+", "zero_or_many", "one_or_many", "zero_or_one" ] } ] }, "flat_dtype": { "description": "Required string describing the data type of the attribute", "anyOf": [ { "type": "string", "enum": [ "float", "float32", "double", "float64", "long", "int64", "int", "int32", "int16", "int8", "uint", "uint32", "uint16", "uint8", "uint64", "numeric", "text", "utf", "utf8", "utf-8", "ascii", "bool", "isodatetime" ] }, {"$ref": "#/definitions/ref_dtype"} ] }, "dtype": { "anyOf": [ {"$ref": "#/definitions/flat_dtype"}, {"$ref": "#/definitions/compound_dtype"} ] }, "dims": { "description": "Optional list describing the names of the dimensions of the data array stored by the attribute (default=None)", "type": "array", "items": { "anyOf": [ {"type": "string"}, { "type": "array", "items": {"type": "string"} } ] } }, "shape": { "description": "Optional list describing the allowed shape(s) of the data array stored by the attribute (default=None)", "anyOf": [ {"$ref": "#/definitions/shape_spec"}, { "type": "array", "items": {"$ref": "#/definitions/shape_spec"} } ] }, "shape_spec": { "type": "array", "items": { "anyOf": [ { "type": "integer", "minimum": 1 }, { "value": null } ] } }, "ref_dtype": { "type": "object", "required": ["target_type", "reftype"], "properties": { "target_type": { "description": "Describes the neurodata_type of the target that the reference points to", "type": "string" }, "reftype": { "description": "describes the kind of reference", "type": "string", "enum": ["ref", "reference", "object", "region"] } } }, "compound_dtype": { "type": "array", "items": { "type": "object", "required": ["name", "doc", "dtype"], "properties": { "name": {"$ref": "#/definitions/protectedString"}, "doc": {"type": "string"}, "dtype": {"$ref": "#/definitions/flat_dtype"} } } }, "groups": { "description": "list of groups", "type": "array", "items": { "title": "group", "type": "object", "required": ["doc"], "additionalProperties": false, "anyOf":[ {"required": ["neurodata_type_def"]}, {"required": ["neurodata_type_inc"]}, {"required": ["name"]} ], "properties": { "name": {"$ref": "#/definitions/protectedString"}, "default_name": {"$ref": "#/definitions/protectedString"}, "doc": {"type": "string"}, "neurodata_type_def": {"$ref": "#/definitions/protectedString"}, "neurodata_type_inc": {"$ref": "#/definitions/protectedString"}, "quantity": {"$ref": "#/definitions/quantity"}, "linkable": {"type": "boolean"}, "datasets": {"$ref": "#/definitions/datasets"}, "links": {"$ref": "#/definitions/links"}, "groups": {"$ref": "#/definitions/groups"}, "attributes": {"$ref": "#/definitions/attributes"} } } }, "attributes": { "type": "array", "items": { "title": "attribute", "type": "object", "required": ["doc"], "additionalProperties": false, "properties": { "dtype": {"$ref": "#/definitions/dtype"}, "dims": {"$ref": "#/definitions/dims"}, "shape": {"$ref": "#/definitions/shape"}, "name": {"type": "string"}, "doc": {"type": "string"}, "required": {"type": "boolean"}, "value": {"description": "Optional constant, fixed value for the attribute."}, "default_value": {"description": "Optional default value for variable-valued attributes."} } } }, "links": { "type": "array", "items": { "title": "link", "type": "object", "required": ["target_type", "doc"], "additionalProperties": false, "properties": { "name": {"type": "string"}, "doc": {"type": "string"}, "target_type": {"type": "string"}, "quantity": {"$ref": "#/definitions/quantity"} } } }, "datasets": { "type": "array", "items": { "title": "dataset", "type": "object", "required": ["doc"], "additionalProperties": false, "anyOf":[ {"required": ["neurodata_type_def"]}, {"required": ["neurodata_type_inc"]}, {"required": ["name"]} ], "properties": { "name": {"$ref": "#/definitions/protectedString"}, "default_name": {"$ref": "#/definitions/protectedString"}, "doc": {"type": "string"}, "dtype": {"$ref": "#/definitions/dtype"}, "dims": {"$ref": "#/definitions/dims"}, "shape": {"$ref": "#/definitions/shape"}, "neurodata_type_def": {"$ref": "#/definitions/protectedString"}, "neurodata_type_inc": {"$ref": "#/definitions/protectedString"}, "quantity": {"$ref": "#/definitions/quantity"}, "linkable": {"type": "boolean"}, "attributes": {"$ref": "#/definitions/attributes"}, "value": {"description": "Optional constant, fixed value for the attribute."}, "default_value": {"description": "Optional default value for variable-valued attributes."} } } } } } pynwb-2.8.2/src/pynwb/nwb-schema/requirements-doc.txt0000644000000000000000000000006713615410400017606 0ustar00hdmf-docutils pynwb sphinx sphinx_rtd_theme matplotlib pynwb-2.8.2/src/pynwb/nwb-schema/core/nwb.base.yaml0000644000000000000000000002233513615410400017074 0ustar00datasets: - neurodata_type_def: NWBData neurodata_type_inc: Data doc: An abstract data type for a dataset. - neurodata_type_def: TimeSeriesReferenceVectorData neurodata_type_inc: VectorData default_name: timeseries dtype: - name: idx_start dtype: int32 doc: Start index into the TimeSeries 'data' and 'timestamp' datasets of the referenced TimeSeries. The first dimension of those arrays is always time. - name: count dtype: int32 doc: Number of data samples available in this time series, during this epoch - name: timeseries dtype: target_type: TimeSeries reftype: object doc: The TimeSeries that this index applies to doc: Column storing references to a TimeSeries (rows). For each TimeSeries this VectorData column stores the start_index and count to indicate the range in time to be selected as well as an object reference to the TimeSeries. - neurodata_type_def: Image neurodata_type_inc: NWBData dtype: numeric dims: - - x - y - - x - y - r, g, b - - x - y - r, g, b, a shape: - - null - null - - null - null - 3 - - null - null - 4 doc: An abstract data type for an image. Shape can be 2-D (x, y), or 3-D where the third dimension can have three or four elements, e.g. (x, y, (r, g, b)) or (x, y, (r, g, b, a)). attributes: - name: resolution dtype: float32 doc: Pixel resolution of the image, in pixels per centimeter. required: false - name: description dtype: text doc: Description of the image. required: false - neurodata_type_def: ImageReferences neurodata_type_inc: NWBData dtype: target_type: Image reftype: object dims: - num_images shape: - null doc: Ordered dataset of references to Image objects. groups: - neurodata_type_def: NWBContainer neurodata_type_inc: Container doc: An abstract data type for a generic container storing collections of data and metadata. Base type for all data and metadata containers. - neurodata_type_def: NWBDataInterface neurodata_type_inc: NWBContainer doc: An abstract data type for a generic container storing collections of data, as opposed to metadata. - neurodata_type_def: TimeSeries neurodata_type_inc: NWBDataInterface doc: General purpose time series. attributes: - name: description dtype: text default_value: no description doc: Description of the time series. required: false - name: comments dtype: text default_value: no comments doc: Human-readable comments about the TimeSeries. This second descriptive field can be used to store additional information, or descriptive information if the primary description field is populated with a computer-readable string. required: false datasets: - name: data dims: - - num_times - - num_times - num_DIM2 - - num_times - num_DIM2 - num_DIM3 - - num_times - num_DIM2 - num_DIM3 - num_DIM4 shape: - - null - - null - null - - null - null - null - - null - null - null - null doc: Data values. Data can be in 1-D, 2-D, 3-D, or 4-D. The first dimension should always represent time. This can also be used to store binary data (e.g., image frames). This can also be a link to data stored in an external file. attributes: - name: conversion dtype: float32 default_value: 1.0 doc: Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as signed 16-bit integers (int16 range -32,768 to 32,767) that correspond to a 5V range (-2.5V to 2.5V), and the data acquisition system gain is 8000X, then the 'conversion' multiplier to get from raw data acquisition values to recorded volts is 2.5/32768/8000 = 9.5367e-9. required: false - name: offset dtype: float32 default_value: 0.0 doc: Scalar to add to the data after scaling by 'conversion' to finalize its coercion to the specified 'unit'. Two common examples of this include (a) data stored in an unsigned type that requires a shift after scaling to re-center the data, and (b) specialized recording devices that naturally cause a scalar offset with respect to the true units. required: false - name: resolution dtype: float32 default_value: -1.0 doc: Smallest meaningful difference between values in data, stored in the specified by unit, e.g., the change in value of the least significant bit, or a larger number if signal noise is known to be present. If unknown, use -1.0. required: false - name: unit dtype: text doc: Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'. - name: continuity dtype: text doc: Optionally describe the continuity of the data. Can be "continuous", "instantaneous", or "step". For example, a voltage trace would be "continuous", because samples are recorded from a continuous process. An array of lick times would be "instantaneous", because the data represents distinct moments in time. Times of image presentations would be "step" because the picture remains the same until the next timepoint. This field is optional, but is useful in providing information about the underlying data. It may inform the way this data is interpreted, the way it is visualized, and what analysis methods are applicable. required: false - name: starting_time dtype: float64 doc: Timestamp of the first sample in seconds. When timestamps are uniformly spaced, the timestamp of the first sample can be specified and all subsequent ones calculated from the sampling rate attribute. quantity: '?' attributes: - name: rate dtype: float32 doc: Sampling rate, in Hz. - name: unit dtype: text value: seconds doc: Unit of measurement for time, which is fixed to 'seconds'. - name: timestamps dtype: float64 dims: - num_times shape: - null doc: Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. quantity: '?' attributes: - name: interval dtype: int32 value: 1 doc: Value is '1' - name: unit dtype: text value: seconds doc: Unit of measurement for timestamps, which is fixed to 'seconds'. - name: control dtype: uint8 dims: - num_times shape: - null doc: Numerical labels that apply to each time point in data for the purpose of querying and slicing data by these values. If present, the length of this array should be the same size as the first dimension of data. quantity: '?' - name: control_description dtype: text dims: - num_control_values shape: - null doc: Description of each control value. Must be present if control is present. If present, control_description[0] should describe time points where control == 0. quantity: '?' groups: - name: sync doc: Lab-specific time and sync information as provided directly from hardware devices and that is necessary for aligning all acquired time information to a common timebase. The timestamp array stores time in the common timebase. This group will usually only be populated in TimeSeries that are stored external to the NWB file, in files storing raw data. Once timestamp data is calculated, the contents of 'sync' are mostly for archival purposes. quantity: '?' - neurodata_type_def: ProcessingModule neurodata_type_inc: NWBContainer doc: A collection of processed data. attributes: - name: description dtype: text doc: Description of this collection of processed data. groups: - neurodata_type_inc: NWBDataInterface doc: Data objects stored in this collection. quantity: '*' - neurodata_type_inc: DynamicTable doc: Tables stored in this collection. quantity: '*' - neurodata_type_def: Images neurodata_type_inc: NWBDataInterface default_name: Images doc: A collection of images with an optional way to specify the order of the images using the "order_of_images" dataset. An order must be specified if the images are referenced by index, e.g., from an IndexSeries. attributes: - name: description dtype: text doc: Description of this collection of images. datasets: - neurodata_type_inc: Image doc: Images stored in this collection. quantity: '+' - name: order_of_images neurodata_type_inc: ImageReferences doc: Ordered dataset of references to Image objects stored in the parent group. Each Image object in the Images group should be stored once and only once, so the dataset should have the same length as the number of images. quantity: '?' pynwb-2.8.2/src/pynwb/nwb-schema/core/nwb.behavior.yaml0000644000000000000000000001175313615410400017763 0ustar00groups: - neurodata_type_def: SpatialSeries neurodata_type_inc: TimeSeries doc: "Direction, e.g., of gaze or travel, or position. The TimeSeries::data field\ \ is a 2D array storing position or direction relative to some reference frame.\ \ Array structure: [num measurements] [num dimensions]. Each SpatialSeries has\ \ a text dataset reference_frame that indicates the zero-position, or the zero-axes\ \ for direction. For example, if representing gaze direction, 'straight-ahead'\ \ might be a specific pixel on the monitor, or some other point in space. For\ \ position data, the 0,0 point might be the top-left corner of an enclosure, as\ \ viewed from the tracking camera. The unit of data will indicate how to interpret\ \ SpatialSeries values." datasets: - name: data dtype: numeric dims: - - num_times - - num_times - x - - num_times - x,y - - num_times - x,y,z shape: - - null - - null - 1 - - null - 2 - - null - 3 doc: 1-D or 2-D array storing position or direction relative to some reference frame. attributes: - name: unit dtype: text default_value: meters doc: Base unit of measurement for working with the data. The default value is 'meters'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'. required: false - name: reference_frame dtype: text doc: Description defining what exactly 'straight-ahead' means. quantity: '?' - neurodata_type_def: BehavioralEpochs neurodata_type_inc: NWBDataInterface default_name: BehavioralEpochs doc: TimeSeries for storing behavioral epochs. The objective of this and the other two Behavioral interfaces (e.g. BehavioralEvents and BehavioralTimeSeries) is to provide generic hooks for software tools/scripts. This allows a tool/script to take the output one specific interface (e.g., UnitTimes) and plot that data relative to another data modality (e.g., behavioral events) without having to define all possible modalities in advance. Declaring one of these interfaces means that one or more TimeSeries of the specified type is published. These TimeSeries should reside in a group having the same name as the interface. For example, if a BehavioralTimeSeries interface is declared, the module will have one or more TimeSeries defined in the module sub-group 'BehavioralTimeSeries'. BehavioralEpochs should use IntervalSeries. BehavioralEvents is used for irregular events. BehavioralTimeSeries is for continuous data. groups: - neurodata_type_inc: IntervalSeries doc: IntervalSeries object containing start and stop times of epochs. quantity: '*' - neurodata_type_def: BehavioralEvents neurodata_type_inc: NWBDataInterface default_name: BehavioralEvents doc: TimeSeries for storing behavioral events. See description of BehavioralEpochs for more details. groups: - neurodata_type_inc: TimeSeries doc: TimeSeries object containing behavioral events. quantity: '*' - neurodata_type_def: BehavioralTimeSeries neurodata_type_inc: NWBDataInterface default_name: BehavioralTimeSeries doc: TimeSeries for storing Behavoioral time series data. See description of BehavioralEpochs for more details. groups: - neurodata_type_inc: TimeSeries doc: TimeSeries object containing continuous behavioral data. quantity: '*' - neurodata_type_def: PupilTracking neurodata_type_inc: NWBDataInterface default_name: PupilTracking doc: Eye-tracking data, representing pupil size. groups: - neurodata_type_inc: TimeSeries doc: TimeSeries object containing time series data on pupil size. quantity: '+' - neurodata_type_def: EyeTracking neurodata_type_inc: NWBDataInterface default_name: EyeTracking doc: Eye-tracking data, representing direction of gaze. groups: - neurodata_type_inc: SpatialSeries doc: SpatialSeries object containing data measuring direction of gaze. quantity: '*' - neurodata_type_def: CompassDirection neurodata_type_inc: NWBDataInterface default_name: CompassDirection doc: With a CompassDirection interface, a module publishes a SpatialSeries object representing a floating point value for theta. The SpatialSeries::reference_frame field should indicate what direction corresponds to 0 and which is the direction of rotation (this should be clockwise). The si_unit for the SpatialSeries should be radians or degrees. groups: - neurodata_type_inc: SpatialSeries doc: SpatialSeries object containing direction of gaze travel. quantity: '*' - neurodata_type_def: Position neurodata_type_inc: NWBDataInterface default_name: Position doc: Position data, whether along the x, x/y or x/y/z axis. groups: - neurodata_type_inc: SpatialSeries doc: SpatialSeries object containing position data. quantity: '+' pynwb-2.8.2/src/pynwb/nwb-schema/core/nwb.device.yaml0000644000000000000000000000073713615410400017423 0ustar00groups: - neurodata_type_def: Device neurodata_type_inc: NWBContainer doc: Metadata about a data acquisition device, e.g., recording system, electrode, microscope. attributes: - name: description dtype: text doc: Description of the device (e.g., model, firmware version, processing software version, etc.) as free-form text. required: false - name: manufacturer dtype: text doc: The name of the manufacturer of the device. required: false pynwb-2.8.2/src/pynwb/nwb-schema/core/nwb.ecephys.yaml0000644000000000000000000002744013615410400017624 0ustar00groups: - neurodata_type_def: ElectricalSeries neurodata_type_inc: TimeSeries doc: A time series of acquired voltage data from extracellular recordings. The data field is an int or float array storing data in volts. The first dimension should always represent time. The second dimension, if present, should represent channels. attributes: - name: filtering dtype: text doc: Filtering applied to all channels of the data. For example, if this ElectricalSeries represents high-pass-filtered data (also known as AP Band), then this value could be "High-pass 4-pole Bessel filter at 500 Hz". If this ElectricalSeries represents low-pass-filtered LFP data and the type of filter is unknown, then this value could be "Low-pass filter at 300 Hz". If a non-standard filter type is used, provide as much detail about the filter properties as possible. required: false datasets: - name: data dtype: numeric dims: - - num_times - - num_times - num_channels - - num_times - num_channels - num_samples shape: - - null - - null - null - - null - null - null doc: Recorded voltage data. attributes: - name: unit dtype: text value: volts doc: Base unit of measurement for working with the data. This value is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion', followed by 'channel_conversion' (if present), and then add 'offset'. - name: electrodes neurodata_type_inc: DynamicTableRegion doc: DynamicTableRegion pointer to the electrodes that this time series was generated from. - name: channel_conversion dtype: float32 dims: - num_channels shape: - null doc: Channel-specific conversion factor. Multiply the data in the 'data' dataset by these values along the channel axis (as indicated by axis attribute) AND by the global conversion factor in the 'conversion' attribute of 'data' to get the data values in Volts, i.e, data in Volts = data * data.conversion * channel_conversion. This approach allows for both global and per-channel data conversion factors needed to support the storage of electrical recordings as native values generated by data acquisition systems. If this dataset is not present, then there is no channel-specific conversion factor, i.e. it is 1 for all channels. quantity: '?' attributes: - name: axis dtype: int32 value: 1 doc: The zero-indexed axis of the 'data' dataset that the channel-specific conversion factor corresponds to. This value is fixed to 1. - neurodata_type_def: SpikeEventSeries neurodata_type_inc: ElectricalSeries doc: "Stores snapshots/snippets of recorded spike events (i.e., threshold crossings). This may also be raw data, as reported by ephys hardware. If so, the TimeSeries::description field should describe how events were detected. All SpikeEventSeries should reside in a module (under EventWaveform interface) even if the spikes were reported and stored by hardware. All events span the same recording channels and store snapshots of equal duration. TimeSeries::data array structure: [num events] [num channels] [num samples] (or [num events] [num samples] for single electrode)." datasets: - name: data dtype: numeric dims: - - num_events - num_samples - - num_events - num_channels - num_samples shape: - - null - null - - null - null - null doc: Spike waveforms. attributes: - name: unit dtype: text value: volts doc: Unit of measurement for waveforms, which is fixed to 'volts'. - name: timestamps dtype: float64 dims: - num_times shape: - null doc: Timestamps for samples stored in data, in seconds, relative to the common experiment master-clock stored in NWBFile.timestamps_reference_time. Timestamps are required for the events. Unlike for TimeSeries, timestamps are required for SpikeEventSeries and are thus re-specified here. attributes: - name: interval dtype: int32 value: 1 doc: Value is '1' - name: unit dtype: text value: seconds doc: Unit of measurement for timestamps, which is fixed to 'seconds'. - neurodata_type_def: FeatureExtraction neurodata_type_inc: NWBDataInterface default_name: FeatureExtraction doc: Features, such as PC1 and PC2, that are extracted from signals stored in a SpikeEventSeries or other source. datasets: - name: description dtype: text dims: - num_features shape: - null doc: Description of features (eg, ''PC1'') for each of the extracted features. - name: features dtype: float32 dims: - num_events - num_channels - num_features shape: - null - null - null doc: Multi-dimensional array of features extracted from each event. - name: times dtype: float64 dims: - num_events shape: - null doc: Times of events that features correspond to (can be a link). - name: electrodes neurodata_type_inc: DynamicTableRegion doc: DynamicTableRegion pointer to the electrodes that this time series was generated from. - neurodata_type_def: EventDetection neurodata_type_inc: NWBDataInterface default_name: EventDetection doc: Detected spike events from voltage trace(s). datasets: - name: detection_method dtype: text doc: Description of how events were detected, such as voltage threshold, or dV/dT threshold, as well as relevant values. - name: source_idx dtype: int32 dims: - num_events shape: - null doc: Indices (zero-based) into source ElectricalSeries::data array corresponding to time of event. ''description'' should define what is meant by time of event (e.g., .25 ms before action potential peak, zero-crossing time, etc). The index points to each event from the raw data. - name: times dtype: float64 dims: - num_events shape: - null doc: Timestamps of events, in seconds. attributes: - name: unit dtype: text value: seconds doc: Unit of measurement for event times, which is fixed to 'seconds'. links: - name: source_electricalseries target_type: ElectricalSeries doc: Link to the ElectricalSeries that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it's not necessary to include that information here. - neurodata_type_def: EventWaveform neurodata_type_inc: NWBDataInterface default_name: EventWaveform doc: Represents either the waveforms of detected events, as extracted from a raw data trace in /acquisition, or the event waveforms that were stored during experiment acquisition. groups: - neurodata_type_inc: SpikeEventSeries doc: SpikeEventSeries object(s) containing detected spike event waveforms. quantity: '*' - neurodata_type_def: FilteredEphys neurodata_type_inc: NWBDataInterface default_name: FilteredEphys doc: Electrophysiology data from one or more channels that has been subjected to filtering. Examples of filtered data include Theta and Gamma (LFP has its own interface). FilteredEphys modules publish an ElectricalSeries for each filtered channel or set of channels. The name of each ElectricalSeries is arbitrary but should be informative. The source of the filtered data, whether this is from analysis of another time series or as acquired by hardware, should be noted in each's TimeSeries::description field. There is no assumed 1::1 correspondence between filtered ephys signals and electrodes, as a single signal can apply to many nearby electrodes, and one electrode may have different filtered (e.g., theta and/or gamma) signals represented. Filter properties should be noted in the ElectricalSeries 'filtering' attribute. groups: - neurodata_type_inc: ElectricalSeries doc: ElectricalSeries object(s) containing filtered electrophysiology data. quantity: '+' - neurodata_type_def: LFP neurodata_type_inc: NWBDataInterface default_name: LFP doc: LFP data from one or more channels. The electrode map in each published ElectricalSeries will identify which channels are providing LFP data. Filter properties should be noted in the ElectricalSeries 'filtering' attribute. groups: - neurodata_type_inc: ElectricalSeries doc: ElectricalSeries object(s) containing LFP data for one or more channels. quantity: '+' - neurodata_type_def: ElectrodeGroup neurodata_type_inc: NWBContainer doc: A physical grouping of electrodes, e.g. a shank of an array. attributes: - name: description dtype: text doc: Description of this electrode group. - name: location dtype: text doc: Location of electrode group. Specify the area, layer, comments on estimation of area/layer, etc. Use standard atlas names for anatomical regions when possible. datasets: - name: position dtype: - name: x dtype: float32 doc: x coordinate - name: y dtype: float32 doc: y coordinate - name: z dtype: float32 doc: z coordinate doc: stereotaxic or common framework coordinates quantity: '?' links: - name: device target_type: Device doc: Link to the device that was used to record from this electrode group. # The types below have been deprecated - neurodata_type_def: ClusterWaveforms neurodata_type_inc: NWBDataInterface default_name: ClusterWaveforms doc: DEPRECATED The mean waveform shape, including standard deviation, of the different clusters. Ideally, the waveform analysis should be performed on data that is only high-pass filtered. This is a separate module because it is expected to require updating. For example, IMEC probes may require different storage requirements to store/display mean waveforms, requiring a new interface or an extension of this one. datasets: - name: waveform_filtering dtype: text doc: Filtering applied to data before generating mean/sd - name: waveform_mean dtype: float32 dims: - num_clusters - num_samples shape: - null - null doc: The mean waveform for each cluster, using the same indices for each wave as cluster numbers in the associated Clustering module (i.e, cluster 3 is in array slot [3]). Waveforms corresponding to gaps in cluster sequence should be empty (e.g., zero- filled) - name: waveform_sd dtype: float32 dims: - num_clusters - num_samples shape: - null - null doc: Stdev of waveforms for each cluster, using the same indices as in mean links: - name: clustering_interface target_type: Clustering doc: Link to Clustering interface that was the source of the clustered data - neurodata_type_def: Clustering neurodata_type_inc: NWBDataInterface default_name: Clustering doc: DEPRECATED Clustered spike data, whether from automatic clustering tools (e.g., klustakwik) or as a result of manual sorting. datasets: - name: description dtype: text doc: Description of clusters or clustering, (e.g. cluster 0 is noise, clusters curated using Klusters, etc) - name: num dtype: int32 dims: - num_events shape: - null doc: Cluster number of each event - name: peak_over_rms dtype: float32 dims: - num_clusters shape: - null doc: Maximum ratio of waveform peak to RMS on any channel in the cluster (provides a basic clustering metric). - name: times dtype: float64 dims: - num_events shape: - null doc: Times of clustered events, in seconds. This may be a link to times field in associated FeatureExtraction module. pynwb-2.8.2/src/pynwb/nwb-schema/core/nwb.epoch.yaml0000644000000000000000000000162413615410400017256 0ustar00groups: - neurodata_type_def: TimeIntervals neurodata_type_inc: DynamicTable doc: A container for aggregating epoch data and the TimeSeries that each epoch applies to. datasets: - name: start_time neurodata_type_inc: VectorData dtype: float32 doc: Start time of epoch, in seconds. - name: stop_time neurodata_type_inc: VectorData dtype: float32 doc: Stop time of epoch, in seconds. - name: tags neurodata_type_inc: VectorData dtype: text doc: User-defined tags that identify or categorize events. quantity: '?' - name: tags_index neurodata_type_inc: VectorIndex doc: Index for tags. quantity: '?' - name: timeseries neurodata_type_inc: TimeSeriesReferenceVectorData doc: An index into a TimeSeries object. quantity: '?' - name: timeseries_index neurodata_type_inc: VectorIndex doc: Index for timeseries. quantity: '?' pynwb-2.8.2/src/pynwb/nwb-schema/core/nwb.file.yaml0000644000000000000000000005312613615410400017103 0ustar00groups: - neurodata_type_def: NWBFile neurodata_type_inc: NWBContainer name: root doc: An NWB file storing cellular-based neurophysiology data from a single experimental session. attributes: - name: nwb_version dtype: text value: "2.7.0" doc: File version string. Use semantic versioning, e.g. 1.2.1. This will be the name of the format with trailing major, minor and patch numbers. datasets: - name: file_create_date dtype: isodatetime dims: - num_modifications shape: - null doc: 'A record of the date the file was created and of subsequent modifications. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted strings: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in "Z" with no timezone offset. Date accuracy is up to milliseconds. The file can be created after the experiment was run, so this may differ from the experiment start time. Each modification to the nwb file adds a new entry to the array.' - name: identifier dtype: text doc: A unique text identifier for the file. For example, concatenated lab name, file creation date/time and experimentalist, or a hash of these and/or other values. The goal is that the string should be unique to all other files. - name: session_description dtype: text doc: A description of the experimental session and data in the file. - name: session_start_time dtype: isodatetime doc: 'Date and time of the experiment/session start. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in "Z" with no timezone offset. Date accuracy is up to milliseconds.' - name: timestamps_reference_time dtype: isodatetime doc: 'Date and time corresponding to time zero of all timestamps. The date is stored in UTC with local timezone offset as ISO 8601 extended formatted string: 2018-09-28T14:43:54.123+02:00. Dates stored in UTC end in "Z" with no timezone offset. Date accuracy is up to milliseconds. All times stored in the file use this time as reference (i.e., time zero).' groups: - name: acquisition doc: Data streams recorded from the system, including ephys, ophys, tracking, etc. This group should be read-only after the experiment is completed and timestamps are corrected to a common timebase. The data stored here may be links to raw data stored in external NWB files. This will allow keeping bulky raw data out of the file while preserving the option of keeping some/all in the file. Acquired data includes tracking and experimental data streams (i.e., everything measured from the system). If bulky data is stored in the /acquisition group, the data can exist in a separate NWB file that is linked to by the file being used for processing and analysis. groups: - neurodata_type_inc: NWBDataInterface doc: Acquired, raw data. quantity: '*' - neurodata_type_inc: DynamicTable doc: Tabular data that is relevant to acquisition quantity: '*' - name: analysis doc: Lab-specific and custom scientific analysis of data. There is no defined format for the content of this group - the format is up to the individual user/lab. To facilitate sharing analysis data between labs, the contents here should be stored in standard types (e.g., neurodata_types) and appropriately documented. The file can store lab-specific and custom data analysis without restriction on its form or schema, reducing data formatting restrictions on end users. Such data should be placed in the analysis group. The analysis data should be documented so that it could be shared with other labs. groups: - neurodata_type_inc: NWBContainer doc: Custom analysis results. quantity: '*' - neurodata_type_inc: DynamicTable doc: Tabular data that is relevant to data stored in analysis quantity: '*' - name: scratch doc: 'A place to store one-off analysis results. Data placed here is not intended for sharing. By placing data here, users acknowledge that there is no guarantee that their data meets any standard.' quantity: '?' groups: - neurodata_type_inc: NWBContainer doc: Any one-off containers quantity: '*' - neurodata_type_inc: DynamicTable doc: Any one-off tables quantity: '*' datasets: - neurodata_type_inc: ScratchData doc: Any one-off datasets quantity: '*' - name: processing doc: "The home for ProcessingModules. These modules perform intermediate analysis\ \ of data that is necessary to perform before scientific analysis. Examples\ \ include spike clustering, extracting position from tracking data, stitching\ \ together image slices. ProcessingModules can be large\ \ and express many data sets from relatively complex analysis (e.g., spike detection\ \ and clustering) or small, representing extraction of position information\ \ from tracking video, or even binary lick/no-lick decisions. Common software\ \ tools (e.g., klustakwik, MClust) are expected to read/write data here. \ \ 'Processing' refers to intermediate analysis of the acquired data to make\ \ it more amenable to scientific analysis." groups: - neurodata_type_inc: ProcessingModule doc: Intermediate analysis of acquired data. quantity: '*' - name: stimulus doc: 'Data pushed into the system (eg, video stimulus, sound, voltage, etc) and secondary representations of that data (eg, measurements of something used as a stimulus). This group should be made read-only after experiment complete and timestamps are corrected to common timebase. Stores both presented stimuli and stimulus templates, the latter in case the same stimulus is presented multiple times, or is pulled from an external stimulus library. Stimuli are here defined as any signal that is pushed into the system as part of the experiment (eg, sound, video, voltage, etc). Many different experiments can use the same stimuli, and stimuli can be re-used during an experiment. The stimulus group is organized so that one version of template stimuli can be stored and these be used multiple times. These templates can exist in the present file or can be linked to a remote library file.' groups: - name: presentation doc: Stimuli presented during the experiment. groups: - neurodata_type_inc: TimeSeries doc: TimeSeries objects containing data of presented stimuli. quantity: '*' - neurodata_type_inc: NWBDataInterface doc: 'Generic NWB data interfaces, usually from an extension, containing data of presented stimuli.' quantity: '*' - neurodata_type_inc: DynamicTable doc: DynamicTable objects containing data of presented stimuli. quantity: '*' # even though TimeSeries is a child type of NWBDataInterface, we do not remove TimeSeries # in order to maintain backwards compatibility in the APIs that # use the neurodata_type_inc from the schema to set the variable name - name: templates doc: 'Template stimuli. Timestamps in templates are based on stimulus design and are relative to the beginning of the stimulus. When templates are used, the stimulus instances must convert presentation times to the experiment`s time reference frame.' groups: - neurodata_type_inc: TimeSeries doc: TimeSeries objects containing template data of presented stimuli. quantity: '*' - neurodata_type_inc: Images doc: Images objects containing images of presented stimuli. quantity: '*' - name: general doc: "Experimental metadata, including protocol, notes and description of hardware\ \ device(s). The metadata stored in this section should be used to\ \ describe the experiment. Metadata necessary for interpreting the data is stored\ \ with the data. General experimental metadata, including animal\ \ strain, experimental protocols, experimenter, devices, etc, are stored under\ \ 'general'. Core metadata (e.g., that required to interpret data fields) is\ \ stored with the data itself, and implicitly defined by the file specification\ \ (e.g., time is in seconds). The strategy used here for storing non-core metadata\ \ is to use free-form text fields, such as would appear in sentences or paragraphs\ \ from a Methods section. Metadata fields are text to enable them to be more\ \ general, for example to represent ranges instead of numerical values. Machine-readable\ \ metadata is stored as attributes to these free-form datasets. All entries\ \ in the below table are to be included when data is present. Unused groups\ \ (e.g., intracellular_ephys in an optophysiology experiment) should not be\ \ created unless there is data to store within them." datasets: - name: data_collection dtype: text doc: Notes about data collection and analysis. quantity: '?' - name: experiment_description dtype: text doc: General description of the experiment. quantity: '?' - name: experimenter dtype: text doc: Name of person(s) who performed the experiment. Can also specify roles of different people involved. quantity: '?' dims: - num_experimenters shape: - null - name: institution dtype: text doc: Institution(s) where experiment was performed. quantity: '?' - name: keywords dtype: text dims: - num_keywords shape: - null doc: Terms to search over. quantity: '?' - name: lab dtype: text doc: Laboratory where experiment was performed. quantity: '?' - name: notes dtype: text doc: Notes about the experiment. quantity: '?' - name: pharmacology dtype: text doc: Description of drugs used, including how and when they were administered. Anesthesia(s), painkiller(s), etc., plus dosage, concentration, etc. quantity: '?' - name: protocol dtype: text doc: Experimental protocol, if applicable. e.g., include IACUC protocol number. quantity: '?' - name: related_publications dtype: text doc: Publication information. PMID, DOI, URL, etc. dims: - num_publications shape: - null quantity: '?' - name: session_id dtype: text doc: Lab-specific ID for the session. quantity: '?' - name: slices dtype: text doc: Description of slices, including information about preparation thickness, orientation, temperature, and bath solution. quantity: '?' - name: source_script dtype: text doc: Script file or link to public source code used to create this NWB file. quantity: '?' attributes: - name: file_name dtype: text doc: Name of script file. - name: stimulus dtype: text doc: Notes about stimuli, such as how and where they were presented. quantity: '?' - name: surgery dtype: text doc: Narrative description about surgery/surgeries, including date(s) and who performed surgery. quantity: '?' - name: virus dtype: text doc: Information about virus(es) used in experiments, including virus ID, source, date made, injection location, volume, etc. quantity: '?' groups: - neurodata_type_inc: LabMetaData doc: Place-holder than can be extended so that lab-specific meta-data can be placed in /general. quantity: '*' - name: devices doc: Description of hardware devices used during experiment, e.g., monitors, ADC boards, microscopes, etc. quantity: '?' groups: - neurodata_type_inc: Device doc: Data acquisition devices. quantity: '*' - name: subject neurodata_type_inc: Subject doc: Information about the animal or person from which the data was measured. quantity: '?' - name: extracellular_ephys doc: Metadata related to extracellular electrophysiology. quantity: '?' groups: - neurodata_type_inc: ElectrodeGroup doc: Physical group of electrodes. quantity: '*' - name: electrodes neurodata_type_inc: DynamicTable doc: A table of all electrodes (i.e. channels) used for recording. quantity: '?' datasets: - name: x neurodata_type_inc: VectorData dtype: float32 doc: x coordinate of the channel location in the brain (+x is posterior). quantity: '?' - name: y neurodata_type_inc: VectorData dtype: float32 doc: y coordinate of the channel location in the brain (+y is inferior). quantity: '?' - name: z neurodata_type_inc: VectorData dtype: float32 doc: z coordinate of the channel location in the brain (+z is right). quantity: '?' - name: imp neurodata_type_inc: VectorData dtype: float32 doc: Impedance of the channel, in ohms. quantity: '?' - name: location neurodata_type_inc: VectorData dtype: text doc: Location of the electrode (channel). Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible. - name: filtering neurodata_type_inc: VectorData dtype: text doc: Description of hardware filtering, including the filter name and frequency cutoffs. quantity: '?' - name: group neurodata_type_inc: VectorData dtype: target_type: ElectrodeGroup reftype: object doc: Reference to the ElectrodeGroup this electrode is a part of. - name: group_name neurodata_type_inc: VectorData dtype: text doc: Name of the ElectrodeGroup this electrode is a part of. - name: rel_x neurodata_type_inc: VectorData dtype: float32 doc: x coordinate in electrode group quantity: '?' - name: rel_y neurodata_type_inc: VectorData dtype: float32 doc: y coordinate in electrode group quantity: '?' - name: rel_z neurodata_type_inc: VectorData dtype: float32 doc: z coordinate in electrode group quantity: '?' - name: reference neurodata_type_inc: VectorData dtype: text doc: Description of the reference electrode and/or reference scheme used for this electrode, e.g., "stainless steel skull screw" or "online common average referencing". quantity: '?' - name: intracellular_ephys doc: Metadata related to intracellular electrophysiology. quantity: '?' datasets: - name: filtering dtype: text doc: '[DEPRECATED] Use IntracellularElectrode.filtering instead. Description of filtering used. Includes filtering type and parameters, frequency fall-off, etc. If this changes between TimeSeries, filter description should be stored as a text attribute for each TimeSeries.' quantity: '?' groups: - neurodata_type_inc: IntracellularElectrode doc: An intracellular electrode. quantity: '*' - name: sweep_table neurodata_type_inc: SweepTable doc: '[DEPRECATED] Table used to group different PatchClampSeries. SweepTable is being replaced by IntracellularRecordingsTable and SimultaneousRecordingsTable tables. Additional SequentialRecordingsTable, RepetitionsTable and ExperimentalConditions tables provide enhanced support for experiment metadata.' quantity: '?' - name: intracellular_recordings neurodata_type_inc: IntracellularRecordingsTable doc: A table to group together a stimulus and response from a single electrode and a single simultaneous recording. Each row in the table represents a single recording consisting typically of a stimulus and a corresponding response. In some cases, however, only a stimulus or a response are recorded as as part of an experiment. In this case both, the stimulus and response will point to the same TimeSeries while the idx_start and count of the invalid column will be set to -1, thus, indicating that no values have been recorded for the stimulus or response, respectively. Note, a recording MUST contain at least a stimulus or a response. Typically the stimulus and response are PatchClampSeries. However, the use of AD/DA channels that are not associated to an electrode is also common in intracellular electrophysiology, in which case other TimeSeries may be used. quantity: '?' - name: simultaneous_recordings neurodata_type_inc: SimultaneousRecordingsTable doc: A table for grouping different intracellular recordings from the IntracellularRecordingsTable table together that were recorded simultaneously from different electrodes quantity: '?' - name: sequential_recordings neurodata_type_inc: SequentialRecordingsTable doc: A table for grouping different sequential recordings from the SimultaneousRecordingsTable table together. This is typically used to group together sequential recordings where the a sequence of stimuli of the same type with varying parameters have been presented in a sequence. quantity: '?' - name: repetitions neurodata_type_inc: RepetitionsTable doc: A table for grouping different sequential intracellular recordings together. With each SequentialRecording typically representing a particular type of stimulus, the RepetitionsTable table is typically used to group sets of stimuli applied in sequence. quantity: '?' - name: experimental_conditions neurodata_type_inc: ExperimentalConditionsTable doc: A table for grouping different intracellular recording repetitions together that belong to the same experimental experimental_conditions. quantity: '?' - name: optogenetics doc: Metadata describing optogenetic stimuluation. quantity: '?' groups: - neurodata_type_inc: OptogeneticStimulusSite doc: An optogenetic stimulation site. quantity: '*' - name: optophysiology doc: Metadata related to optophysiology. quantity: '?' groups: - neurodata_type_inc: ImagingPlane doc: An imaging plane. quantity: '*' - name: intervals doc: Experimental intervals, whether that be logically distinct sub-experiments having a particular scientific goal, trials (see trials subgroup) during an experiment, or epochs (see epochs subgroup) deriving from analysis of data. quantity: '?' groups: - name: epochs neurodata_type_inc: TimeIntervals doc: Divisions in time marking experimental stages or sub-divisions of a single recording session. quantity: '?' - name: trials neurodata_type_inc: TimeIntervals doc: Repeated experimental events that have a logical grouping. quantity: '?' - name: invalid_times neurodata_type_inc: TimeIntervals doc: Time intervals that should be removed from analysis. quantity: '?' - neurodata_type_inc: TimeIntervals doc: Optional additional table(s) for describing other experimental time intervals. quantity: '*' - name: units neurodata_type_inc: Units doc: Data about sorted spike units. quantity: '?' - neurodata_type_def: LabMetaData neurodata_type_inc: NWBContainer doc: Lab-specific meta-data. - neurodata_type_def: Subject neurodata_type_inc: NWBContainer doc: Information about the animal or person from which the data was measured. datasets: - name: age dtype: text doc: Age of subject. Can be supplied instead of 'date_of_birth'. quantity: '?' attributes: - name: reference doc: "Age is with reference to this event. Can be 'birth' or 'gestational'. If reference is omitted, 'birth' is implied." dtype: text required: false default_value: birth - name: date_of_birth dtype: isodatetime doc: Date of birth of subject. Can be supplied instead of 'age'. quantity: '?' - name: description dtype: text doc: Description of subject and where subject came from (e.g., breeder, if animal). quantity: '?' - name: genotype dtype: text doc: Genetic strain. If absent, assume Wild Type (WT). quantity: '?' - name: sex dtype: text doc: Gender of subject. quantity: '?' - name: species dtype: text doc: Species of subject. quantity: '?' - name: strain dtype: text doc: Strain of subject. quantity: '?' - name: subject_id dtype: text doc: ID of animal/person used/participating in experiment (lab convention). quantity: '?' - name: weight dtype: text doc: Weight at time of experiment, at time of surgery and at other important times. quantity: '?' datasets: - neurodata_type_def: ScratchData neurodata_type_inc: NWBData doc: Any one-off datasets attributes: - name: notes doc: 'Any notes the user has about the dataset being stored' dtype: text pynwb-2.8.2/src/pynwb/nwb-schema/core/nwb.icephys.yaml0000644000000000000000000004002113615410400017616 0ustar00groups: - neurodata_type_def: PatchClampSeries neurodata_type_inc: TimeSeries doc: An abstract base class for patch-clamp data - stimulus or response, current or voltage. attributes: - name: stimulus_description dtype: text doc: Protocol/stimulus name for this patch-clamp dataset. - name: sweep_number dtype: uint32 doc: Sweep number, allows to group different PatchClampSeries together. required: false datasets: - name: data dtype: numeric dims: - num_times shape: - null doc: Recorded voltage or current. attributes: - name: unit dtype: text doc: Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'. - name: gain dtype: float32 doc: Gain of the recording, in units Volt/Amp (v-clamp) or Volt/Volt (c-clamp). quantity: '?' links: - name: electrode target_type: IntracellularElectrode doc: Link to IntracellularElectrode object that describes the electrode that was used to apply or record this data. - neurodata_type_def: CurrentClampSeries neurodata_type_inc: PatchClampSeries doc: Voltage data from an intracellular current-clamp recording. A corresponding CurrentClampStimulusSeries (stored separately as a stimulus) is used to store the current injected. datasets: - name: data doc: Recorded voltage. attributes: - name: unit dtype: text value: volts doc: Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'. - name: bias_current dtype: float32 doc: Bias current, in amps. quantity: '?' - name: bridge_balance dtype: float32 doc: Bridge balance, in ohms. quantity: '?' - name: capacitance_compensation dtype: float32 doc: Capacitance compensation, in farads. quantity: '?' - neurodata_type_def: IZeroClampSeries neurodata_type_inc: CurrentClampSeries doc: Voltage data from an intracellular recording when all current and amplifier settings are off (i.e., CurrentClampSeries fields will be zero). There is no CurrentClampStimulusSeries associated with an IZero series because the amplifier is disconnected and no stimulus can reach the cell. attributes: - name: stimulus_description dtype: text doc: An IZeroClampSeries has no stimulus, so this attribute is automatically set to "N/A" value: N/A datasets: - name: bias_current dtype: float32 value: 0.0 doc: Bias current, in amps, fixed to 0.0. - name: bridge_balance dtype: float32 value: 0.0 doc: Bridge balance, in ohms, fixed to 0.0. - name: capacitance_compensation dtype: float32 value: 0.0 doc: Capacitance compensation, in farads, fixed to 0.0. - neurodata_type_def: CurrentClampStimulusSeries neurodata_type_inc: PatchClampSeries doc: Stimulus current applied during current clamp recording. datasets: - name: data doc: Stimulus current applied. attributes: - name: unit dtype: text value: amperes doc: Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'. - neurodata_type_def: VoltageClampSeries neurodata_type_inc: PatchClampSeries doc: Current data from an intracellular voltage-clamp recording. A corresponding VoltageClampStimulusSeries (stored separately as a stimulus) is used to store the voltage injected. datasets: - name: data doc: Recorded current. attributes: - name: unit dtype: text value: amperes doc: Base unit of measurement for working with the data. which is fixed to 'amperes'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'. - name: capacitance_fast dtype: float32 doc: Fast capacitance, in farads. quantity: '?' attributes: - name: unit dtype: text value: farads doc: Unit of measurement for capacitance_fast, which is fixed to 'farads'. - name: capacitance_slow dtype: float32 doc: Slow capacitance, in farads. quantity: '?' attributes: - name: unit dtype: text value: farads doc: Unit of measurement for capacitance_fast, which is fixed to 'farads'. - name: resistance_comp_bandwidth dtype: float32 doc: Resistance compensation bandwidth, in hertz. quantity: '?' attributes: - name: unit dtype: text value: hertz doc: Unit of measurement for resistance_comp_bandwidth, which is fixed to 'hertz'. - name: resistance_comp_correction dtype: float32 doc: Resistance compensation correction, in percent. quantity: '?' attributes: - name: unit dtype: text value: percent doc: Unit of measurement for resistance_comp_correction, which is fixed to 'percent'. - name: resistance_comp_prediction dtype: float32 doc: Resistance compensation prediction, in percent. quantity: '?' attributes: - name: unit dtype: text value: percent doc: Unit of measurement for resistance_comp_prediction, which is fixed to 'percent'. - name: whole_cell_capacitance_comp dtype: float32 doc: Whole cell capacitance compensation, in farads. quantity: '?' attributes: - name: unit dtype: text value: farads doc: Unit of measurement for whole_cell_capacitance_comp, which is fixed to 'farads'. - name: whole_cell_series_resistance_comp dtype: float32 doc: Whole cell series resistance compensation, in ohms. quantity: '?' attributes: - name: unit dtype: text value: ohms doc: Unit of measurement for whole_cell_series_resistance_comp, which is fixed to 'ohms'. - neurodata_type_def: VoltageClampStimulusSeries neurodata_type_inc: PatchClampSeries doc: Stimulus voltage applied during a voltage clamp recording. datasets: - name: data doc: Stimulus voltage applied. attributes: - name: unit dtype: text value: volts doc: Base unit of measurement for working with the data. which is fixed to 'volts'. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion' and add 'offset'. - neurodata_type_def: IntracellularElectrode neurodata_type_inc: NWBContainer doc: An intracellular electrode and its metadata. datasets: - name: cell_id dtype: text doc: unique ID of the cell quantity: '?' - name: description dtype: text doc: Description of electrode (e.g., whole-cell, sharp, etc.). - name: filtering dtype: text doc: Electrode specific filtering. quantity: '?' - name: initial_access_resistance dtype: text doc: Initial access resistance. quantity: '?' - name: location dtype: text doc: Location of the electrode. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible. quantity: '?' - name: resistance dtype: text doc: Electrode resistance, in ohms. quantity: '?' - name: seal dtype: text doc: Information about seal used for recording. quantity: '?' - name: slice dtype: text doc: Information about slice used for recording. quantity: '?' links: - name: device target_type: Device doc: Device that was used to record from this electrode. - neurodata_type_def: SweepTable neurodata_type_inc: DynamicTable doc: '[DEPRECATED] Table used to group different PatchClampSeries. SweepTable is being replaced by IntracellularRecordingsTable and SimultaneousRecordingsTable tables. Additional SequentialRecordingsTable, RepetitionsTable, and ExperimentalConditions tables provide enhanced support for experiment metadata.' datasets: - name: sweep_number neurodata_type_inc: VectorData dtype: uint32 doc: Sweep number of the PatchClampSeries in that row. - name: series neurodata_type_inc: VectorData dtype: target_type: PatchClampSeries reftype: object doc: The PatchClampSeries with the sweep number in that row. - name: series_index neurodata_type_inc: VectorIndex doc: Index for series. - neurodata_type_def: IntracellularElectrodesTable neurodata_type_inc: DynamicTable doc: Table for storing intracellular electrode related metadata. attributes: - name: description dtype: text value: Table for storing intracellular electrode related metadata. doc: Description of what is in this dynamic table. datasets: - name: electrode neurodata_type_inc: VectorData dtype: target_type: IntracellularElectrode reftype: object doc: Column for storing the reference to the intracellular electrode. - neurodata_type_def: IntracellularStimuliTable neurodata_type_inc: DynamicTable doc: Table for storing intracellular stimulus related metadata. attributes: - name: description dtype: text value: Table for storing intracellular stimulus related metadata. doc: Description of what is in this dynamic table. datasets: - name: stimulus neurodata_type_inc: TimeSeriesReferenceVectorData doc: Column storing the reference to the recorded stimulus for the recording (rows). - name: stimulus_template neurodata_type_inc: TimeSeriesReferenceVectorData doc: Column storing the reference to the stimulus template for the recording (rows). quantity: '?' - neurodata_type_def: IntracellularResponsesTable neurodata_type_inc: DynamicTable doc: Table for storing intracellular response related metadata. attributes: - name: description dtype: text value: Table for storing intracellular response related metadata. doc: Description of what is in this dynamic table. datasets: - name: response neurodata_type_inc: TimeSeriesReferenceVectorData doc: Column storing the reference to the recorded response for the recording (rows) - neurodata_type_def: IntracellularRecordingsTable neurodata_type_inc: AlignedDynamicTable name: intracellular_recordings doc: A table to group together a stimulus and response from a single electrode and a single simultaneous recording. Each row in the table represents a single recording consisting typically of a stimulus and a corresponding response. In some cases, however, only a stimulus or a response is recorded as part of an experiment. In this case, both the stimulus and response will point to the same TimeSeries while the idx_start and count of the invalid column will be set to -1, thus, indicating that no values have been recorded for the stimulus or response, respectively. Note, a recording MUST contain at least a stimulus or a response. Typically the stimulus and response are PatchClampSeries. However, the use of AD/DA channels that are not associated to an electrode is also common in intracellular electrophysiology, in which case other TimeSeries may be used. attributes: - name: description dtype: text value: A table to group together a stimulus and response from a single electrode and a single simultaneous recording and for storing metadata about the intracellular recording. doc: Description of the contents of this table. Inherited from AlignedDynamicTable and overwritten here to fix the value of the attribute. groups: - name: electrodes neurodata_type_inc: IntracellularElectrodesTable doc: Table for storing intracellular electrode related metadata. - name: stimuli neurodata_type_inc: IntracellularStimuliTable doc: Table for storing intracellular stimulus related metadata. - name: responses neurodata_type_inc: IntracellularResponsesTable doc: Table for storing intracellular response related metadata. - neurodata_type_def: SimultaneousRecordingsTable neurodata_type_inc: DynamicTable name: simultaneous_recordings doc: A table for grouping different intracellular recordings from the IntracellularRecordingsTable table together that were recorded simultaneously from different electrodes. datasets: - name: recordings neurodata_type_inc: DynamicTableRegion doc: A reference to one or more rows in the IntracellularRecordingsTable table. attributes: - name: table dtype: target_type: IntracellularRecordingsTable reftype: object doc: Reference to the IntracellularRecordingsTable table that this table region applies to. This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here. - name: recordings_index neurodata_type_inc: VectorIndex doc: Index dataset for the recordings column. - neurodata_type_def: SequentialRecordingsTable neurodata_type_inc: DynamicTable name: sequential_recordings doc: A table for grouping different sequential recordings from the SimultaneousRecordingsTable table together. This is typically used to group together sequential recordings where a sequence of stimuli of the same type with varying parameters have been presented in a sequence. datasets: - name: simultaneous_recordings neurodata_type_inc: DynamicTableRegion doc: A reference to one or more rows in the SimultaneousRecordingsTable table. attributes: - name: table dtype: target_type: SimultaneousRecordingsTable reftype: object doc: Reference to the SimultaneousRecordingsTable table that this table region applies to. This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here. - name: simultaneous_recordings_index neurodata_type_inc: VectorIndex doc: Index dataset for the simultaneous_recordings column. - name: stimulus_type neurodata_type_inc: VectorData dtype: text doc: The type of stimulus used for the sequential recording. - neurodata_type_def: RepetitionsTable neurodata_type_inc: DynamicTable name: repetitions doc: A table for grouping different sequential intracellular recordings together. With each SequentialRecording typically representing a particular type of stimulus, the RepetitionsTable table is typically used to group sets of stimuli applied in sequence. datasets: - name: sequential_recordings neurodata_type_inc: DynamicTableRegion doc: A reference to one or more rows in the SequentialRecordingsTable table. attributes: - name: table dtype: target_type: SequentialRecordingsTable reftype: object doc: Reference to the SequentialRecordingsTable table that this table region applies to. This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here. - name: sequential_recordings_index neurodata_type_inc: VectorIndex doc: Index dataset for the sequential_recordings column. - neurodata_type_def: ExperimentalConditionsTable neurodata_type_inc: DynamicTable name: experimental_conditions doc: A table for grouping different intracellular recording repetitions together that belong to the same experimental condition. datasets: - name: repetitions neurodata_type_inc: DynamicTableRegion doc: A reference to one or more rows in the RepetitionsTable table. attributes: - name: table dtype: target_type: RepetitionsTable reftype: object doc: Reference to the RepetitionsTable table that this table region applies to. This specializes the attribute inherited from DynamicTableRegion to fix the type of table that can be referenced here. - name: repetitions_index neurodata_type_inc: VectorIndex doc: Index dataset for the repetitions column. pynwb-2.8.2/src/pynwb/nwb-schema/core/nwb.image.yaml0000644000000000000000000001604213615410400017242 0ustar00datasets: - neurodata_type_def: GrayscaleImage neurodata_type_inc: Image dims: - x - y shape: - null - null doc: A grayscale image. dtype: numeric - neurodata_type_def: RGBImage neurodata_type_inc: Image dims: - x - y - r, g, b shape: - null - null - 3 doc: A color image. dtype: numeric - neurodata_type_def: RGBAImage neurodata_type_inc: Image dims: - x - y - r, g, b, a shape: - null - null - 4 doc: A color image with transparency. dtype: numeric groups: - neurodata_type_def: ImageSeries neurodata_type_inc: TimeSeries doc: General image data that is common between acquisition and stimulus time series. Sometimes the image data is stored in the file in a raw format while other times it will be stored as a series of external image files in the host file system. The data field will either be binary data, if the data is stored in the NWB file, or empty, if the data is stored in an external image stack. [frame][x][y] or [frame][x][y][z]. datasets: - name: data dtype: numeric dims: - - frame - x - y - - frame - x - y - z shape: - - null - null - null - - null - null - null - null doc: Binary data representing images across frames. If data are stored in an external file, this should be an empty 3D array. - name: dimension dtype: int32 dims: - rank shape: - null doc: Number of pixels on x, y, (and z) axes. quantity: '?' - name: external_file dtype: text dims: - num_files shape: - null doc: Paths to one or more external file(s). The field is only present if format='external'. This is only relevant if the image series is stored in the file system as one or more image file(s). This field should NOT be used if the image is stored in another NWB file and that file is linked to this file. quantity: '?' attributes: - name: starting_frame dtype: int32 dims: - num_files shape: - null doc: Each external image may contain one or more consecutive frames of the full ImageSeries. This attribute serves as an index to indicate which frames each file contains, to facilitate random access. The 'starting_frame' attribute, hence, contains a list of frame numbers within the full ImageSeries of the first frame of each file listed in the parent 'external_file' dataset. Zero-based indexing is used (hence, the first element will always be zero). For example, if the 'external_file' dataset has three paths to files and the first file has 5 frames, the second file has 10 frames, and the third file has 20 frames, then this attribute will have values [0, 5, 15]. If there is a single external file that holds all of the frames of the ImageSeries (and so there is a single element in the 'external_file' dataset), then this attribute should have value [0]. - name: format dtype: text default_value: raw doc: Format of image. If this is 'external', then the attribute 'external_file' contains the path information to the image files. If this is 'raw', then the raw (single-channel) binary data is stored in the 'data' dataset. If this attribute is not present, then the default format='raw' case is assumed. quantity: '?' links: - name: device target_type: Device doc: Link to the Device object that was used to capture these images. quantity: '?' - neurodata_type_def: ImageMaskSeries neurodata_type_inc: ImageSeries doc: An alpha mask that is applied to a presented visual stimulus. The 'data' array contains an array of mask values that are applied to the displayed image. Mask values are stored as RGBA. Mask can vary with time. The timestamps array indicates the starting time of a mask, and that mask pattern continues until it's explicitly changed. links: - name: masked_imageseries target_type: ImageSeries doc: Link to ImageSeries object that this image mask is applied to. - neurodata_type_def: OpticalSeries neurodata_type_inc: ImageSeries doc: Image data that is presented or recorded. A stimulus template movie will be stored only as an image. When the image is presented as stimulus, additional data is required, such as field of view (e.g., how much of the visual field the image covers, or how what is the area of the target being imaged). If the OpticalSeries represents acquired imaging data, orientation is also important. datasets: - name: distance dtype: float32 doc: Distance from camera/monitor to target/eye. quantity: '?' - name: field_of_view dtype: float32 dims: - - width, height - - width, height, depth shape: - - 2 - - 3 doc: Width, height and depth of image, or imaged area, in meters. quantity: '?' - name: data dtype: numeric dims: - - frame - x - y - - frame - x - y - r, g, b shape: - - null - null - null - - null - null - null - 3 doc: Images presented to subject, either grayscale or RGB - name: orientation dtype: text doc: Description of image relative to some reference frame (e.g., which way is up). Must also specify frame of reference. quantity: '?' - neurodata_type_def: IndexSeries neurodata_type_inc: TimeSeries doc: Stores indices to image frames stored in an ImageSeries. The purpose of the IndexSeries is to allow a static image stack to be stored in an Images object, and the images in the stack to be referenced out-of-order. This can be for the display of individual images, or of movie segments (as a movie is simply a series of images). The data field stores the index of the frame in the referenced Images object, and the timestamps array indicates when that image was displayed. datasets: - name: data dtype: uint32 dims: - num_times shape: - null doc: Index of the image (using zero-indexing) in the linked Images object. attributes: - name: conversion dtype: float32 doc: This field is unused by IndexSeries. required: false - name: resolution dtype: float32 doc: This field is unused by IndexSeries. required: false - name: offset dtype: float32 doc: This field is unused by IndexSeries. required: false - name: unit dtype: text value: N/A doc: This field is unused by IndexSeries and has the value N/A. links: - name: indexed_timeseries target_type: ImageSeries doc: Link to ImageSeries object containing images that are indexed. Use of this link is discouraged and will be deprecated. Link to an Images type instead. quantity: '?' - name: indexed_images target_type: Images doc: Link to Images object containing an ordered set of images that are indexed. The Images object must contain a 'ordered_images' dataset specifying the order of the images in the Images type. quantity: '?' pynwb-2.8.2/src/pynwb/nwb-schema/core/nwb.misc.yaml0000644000000000000000000002657213615410400017124 0ustar00groups: - neurodata_type_def: AbstractFeatureSeries neurodata_type_inc: TimeSeries doc: Abstract features, such as quantitative descriptions of sensory stimuli. The TimeSeries::data field is a 2D array, storing those features (e.g., for visual grating stimulus this might be orientation, spatial frequency and contrast). Null stimuli (eg, uniform gray) can be marked as being an independent feature (eg, 1.0 for gray, 0.0 for actual stimulus) or by storing NaNs for feature values, or through use of the TimeSeries::control fields. A set of features is considered to persist until the next set of features is defined. The final set of features stored should be the null set. This is useful when storing the raw stimulus is impractical. datasets: - name: data dtype: numeric dims: - - num_times - - num_times - num_features shape: - - null - - null - null doc: Values of each feature at each time. attributes: - name: unit dtype: text default_value: see 'feature_units' doc: Since there can be different units for different features, store the units in 'feature_units'. The default value for this attribute is "see 'feature_units'". required: false - name: feature_units dtype: text dims: - num_features shape: - null doc: Units of each feature. quantity: '?' - name: features dtype: text dims: - num_features shape: - null doc: Description of the features represented in TimeSeries::data. - neurodata_type_def: AnnotationSeries neurodata_type_inc: TimeSeries doc: Stores user annotations made during an experiment. The data[] field stores a text array, and timestamps are stored for each annotation (ie, interval=1). This is largely an alias to a standard TimeSeries storing a text array but that is identifiable as storing annotations in a machine-readable way. datasets: - name: data dtype: text dims: - num_times shape: - null doc: Annotations made during an experiment. attributes: - name: resolution dtype: float32 value: -1.0 doc: Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0. - name: unit dtype: text value: n/a doc: Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'. - neurodata_type_def: IntervalSeries neurodata_type_inc: TimeSeries doc: Stores intervals of data. The timestamps field stores the beginning and end of intervals. The data field stores whether the interval just started (>0 value) or ended (<0 value). Different interval types can be represented in the same series by using multiple key values (eg, 1 for feature A, 2 for feature B, 3 for feature C, etc). The field data stores an 8-bit integer. This is largely an alias of a standard TimeSeries but that is identifiable as representing time intervals in a machine-readable way. datasets: - name: data dtype: int8 dims: - num_times shape: - null doc: Use values >0 if interval started, <0 if interval ended. attributes: - name: resolution dtype: float32 value: -1.0 doc: Smallest meaningful difference between values in data. Annotations have no units, so the value is fixed to -1.0. - name: unit dtype: text value: n/a doc: Base unit of measurement for working with the data. Annotations have no units, so the value is fixed to 'n/a'. - neurodata_type_def: DecompositionSeries neurodata_type_inc: TimeSeries doc: Spectral analysis of a time series, e.g. of an LFP or a speech signal. datasets: - name: data dtype: numeric dims: - num_times - num_channels - num_bands shape: - null - null - null doc: Data decomposed into frequency bands. attributes: - name: unit dtype: text default_value: no unit doc: Base unit of measurement for working with the data. Actual stored values are not necessarily stored in these units. To access the data in these units, multiply 'data' by 'conversion'. - name: metric dtype: text doc: The metric used, e.g. phase, amplitude, power. - name: source_channels neurodata_type_inc: DynamicTableRegion doc: DynamicTableRegion pointer to the channels that this decomposition series was generated from. quantity: '?' groups: - name: bands neurodata_type_inc: DynamicTable doc: Table for describing the bands that this series was generated from. There should be one row in this table for each band. datasets: - name: band_name neurodata_type_inc: VectorData dtype: text doc: Name of the band, e.g. theta. - name: band_limits neurodata_type_inc: VectorData dtype: float32 dims: - num_bands - low, high shape: - null - 2 doc: Low and high limit of each band in Hz. If it is a Gaussian filter, use 2 SD on either side of the center. - name: band_mean neurodata_type_inc: VectorData dtype: float32 dims: - num_bands shape: - null doc: The mean Gaussian filters, in Hz. - name: band_stdev neurodata_type_inc: VectorData dtype: float32 dims: - num_bands shape: - null doc: The standard deviation of Gaussian filters, in Hz. links: - name: source_timeseries target_type: TimeSeries doc: Link to TimeSeries object that this data was calculated from. Metadata about electrodes and their position can be read from that ElectricalSeries so it is not necessary to store that information here. quantity: '?' - neurodata_type_def: Units neurodata_type_inc: DynamicTable default_name: Units doc: Data about spiking units. Event times of observed units (e.g. cell, synapse, etc.) should be concatenated and stored in spike_times. datasets: - name: spike_times_index neurodata_type_inc: VectorIndex doc: Index into the spike_times dataset. quantity: '?' - name: spike_times neurodata_type_inc: VectorData dtype: float64 doc: Spike times for each unit in seconds. quantity: '?' attributes: - name: resolution dtype: float64 doc: The smallest possible difference between two spike times. Usually 1 divided by the acquisition sampling rate from which spike times were extracted, but could be larger if the acquisition time series was downsampled or smaller if the acquisition time series was smoothed/interpolated and it is possible for the spike time to be between samples. required: false - name: obs_intervals_index neurodata_type_inc: VectorIndex doc: Index into the obs_intervals dataset. quantity: '?' - name: obs_intervals neurodata_type_inc: VectorData dtype: float64 dims: - num_intervals - start|end shape: - null - 2 doc: Observation intervals for each unit. quantity: '?' - name: electrodes_index neurodata_type_inc: VectorIndex doc: Index into electrodes. quantity: '?' - name: electrodes neurodata_type_inc: DynamicTableRegion doc: Electrode that each spike unit came from, specified using a DynamicTableRegion. quantity: '?' - name: electrode_group neurodata_type_inc: VectorData dtype: target_type: ElectrodeGroup reftype: object doc: Electrode group that each spike unit came from. quantity: '?' - name: waveform_mean neurodata_type_inc: VectorData dtype: float32 dims: - - num_units - num_samples - - num_units - num_samples - num_electrodes shape: - - null - null - - null - null - null doc: Spike waveform mean for each spike unit. quantity: '?' attributes: - name: sampling_rate dtype: float32 doc: Sampling rate, in hertz. required: false - name: unit dtype: text value: volts doc: Unit of measurement. This value is fixed to 'volts'. required: false - name: waveform_sd neurodata_type_inc: VectorData dtype: float32 dims: - - num_units - num_samples - - num_units - num_samples - num_electrodes shape: - - null - null - - null - null - null doc: Spike waveform standard deviation for each spike unit. quantity: '?' attributes: - name: sampling_rate dtype: float32 doc: Sampling rate, in hertz. required: false - name: unit dtype: text value: volts doc: Unit of measurement. This value is fixed to 'volts'. required: false - name: waveforms neurodata_type_inc: VectorData dtype: numeric dims: - num_waveforms - num_samples shape: - null - null doc: "Individual waveforms for each spike on each electrode. This is a doubly indexed column. The 'waveforms_index' column indexes which waveforms in this column belong to the same spike event for a given unit, where each waveform was recorded from a different electrode. The 'waveforms_index_index' column indexes the 'waveforms_index' column to indicate which spike events belong to a given unit. For example, if the 'waveforms_index_index' column has values [2, 5, 6], then the first 2 elements of the 'waveforms_index' column correspond to the 2 spike events of the first unit, the next 3 elements of the 'waveforms_index' column correspond to the 3 spike events of the second unit, and the next 1 element of the 'waveforms_index' column corresponds to the 1 spike event of the third unit. If the 'waveforms_index' column has values [3, 6, 8, 10, 12, 13], then the first 3 elements of the 'waveforms' column contain the 3 spike waveforms that were recorded from 3 different electrodes for the first spike time of the first unit. See https://nwb-schema.readthedocs.io/en/stable/format_description.html#doubly-ragged-arrays for a graphical representation of this example. When there is only one electrode for each unit (i.e., each spike time is associated with a single waveform), then the 'waveforms_index' column will have values 1, 2, ..., N, where N is the number of spike events. The number of electrodes for each spike event should be the same within a given unit. The 'electrodes' column should be used to indicate which electrodes are associated with each unit, and the order of the waveforms within a given unit x spike event should be in the same order as the electrodes referenced in the 'electrodes' column of this table. The number of samples for each waveform must be the same." quantity: '?' attributes: - name: sampling_rate dtype: float32 doc: Sampling rate, in hertz. required: false - name: unit dtype: text value: volts doc: Unit of measurement. This value is fixed to 'volts'. required: false - name: waveforms_index neurodata_type_inc: VectorIndex doc: Index into the waveforms dataset. One value for every spike event. See 'waveforms' for more detail. quantity: '?' - name: waveforms_index_index neurodata_type_inc: VectorIndex doc: Index into the waveforms_index dataset. One value for every unit (row in the table). See 'waveforms' for more detail. quantity: '?' pynwb-2.8.2/src/pynwb/nwb-schema/core/nwb.namespace.yaml0000644000000000000000000000357513615410400020123 0ustar00namespaces: - name: core doc: NWB namespace author: - Andrew Tritt - Oliver Ruebel - Ryan Ly - Ben Dichter - Keith Godfrey - Jeff Teeters contact: - ajtritt@lbl.gov - oruebel@lbl.gov - rly@lbl.gov - bdichter@lbl.gov - keithg@alleninstitute.org - jteeters@berkeley.edu full_name: NWB core schema: - namespace: hdmf-common - doc: This source module contains base data types used throughout the NWB data format. source: nwb.base.yaml title: Base data types - doc: This source module contains neurodata_types for device data. source: nwb.device.yaml title: Devices - doc: This source module contains neurodata_types for epoch data. source: nwb.epoch.yaml title: Epochs - doc: This source module contains neurodata_types for image data. source: nwb.image.yaml title: Image data - doc: Main NWB file specification. source: nwb.file.yaml title: NWB file - doc: Miscellaneous types. source: nwb.misc.yaml title: Miscellaneous neurodata_types. - doc: This source module contains neurodata_types for behavior data. source: nwb.behavior.yaml title: Behavior - doc: This source module contains neurodata_types for extracellular electrophysiology data. source: nwb.ecephys.yaml title: Extracellular electrophysiology - doc: This source module contains neurodata_types for intracellular electrophysiology data. source: nwb.icephys.yaml title: Intracellular electrophysiology - doc: This source module contains neurodata_types for opto-genetics data. source: nwb.ogen.yaml title: Optogenetics - doc: This source module contains neurodata_types for optical physiology data. source: nwb.ophys.yaml title: Optical physiology - doc: This source module contains neurodata_type for retinotopy data. source: nwb.retinotopy.yaml title: Retinotopy version: "2.7.0" pynwb-2.8.2/src/pynwb/nwb-schema/core/nwb.ogen.yaml0000644000000000000000000000265513615410400017115 0ustar00groups: - neurodata_type_def: OptogeneticSeries neurodata_type_inc: TimeSeries doc: An optogenetic stimulus. datasets: - name: data dtype: numeric dims: - - num_times - - num_times - num_rois shape: - - null - - null - null doc: Applied power for optogenetic stimulus, in watts. Shape can be 1D or 2D. 2D data is meant to be used in an extension of OptogeneticSeries that defines what the second dimension represents. attributes: - name: unit dtype: text value: watts doc: Unit of measurement for data, which is fixed to 'watts'. links: - name: site target_type: OptogeneticStimulusSite doc: Link to OptogeneticStimulusSite object that describes the site to which this stimulus was applied. - neurodata_type_def: OptogeneticStimulusSite neurodata_type_inc: NWBContainer doc: A site of optogenetic stimulation. datasets: - name: description dtype: text doc: Description of stimulation site. - name: excitation_lambda dtype: float32 doc: Excitation wavelength, in nm. - name: location dtype: text doc: Location of the stimulation site. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible. links: - name: device target_type: Device doc: Device that generated the stimulus. pynwb-2.8.2/src/pynwb/nwb-schema/core/nwb.ophys.yaml0000644000000000000000000003065213615410400017325 0ustar00groups: - neurodata_type_def: OnePhotonSeries neurodata_type_inc: ImageSeries doc: Image stack recorded over time from 1-photon microscope. attributes: - name: pmt_gain dtype: float32 doc: Photomultiplier gain. required: false - name: scan_line_rate dtype: float32 doc: Lines imaged per second. This is also stored in /general/optophysiology but is kept here as it is useful information for analysis, and so good to be stored w/ the actual data. required: false - name: exposure_time dtype: float32 doc: Exposure time of the sample; often the inverse of the frequency. required: false - name: binning dtype: uint8 doc: Amount of pixels combined into 'bins'; could be 1, 2, 4, 8, etc. required: false - name: power dtype: float32 doc: Power of the excitation in mW, if known. required: false - name: intensity dtype: float32 doc: Intensity of the excitation in mW/mm^2, if known. required: false links: - name: imaging_plane target_type: ImagingPlane doc: Link to ImagingPlane object from which this TimeSeries data was generated. - neurodata_type_def: TwoPhotonSeries neurodata_type_inc: ImageSeries doc: Image stack recorded over time from 2-photon microscope. attributes: - name: pmt_gain dtype: float32 doc: Photomultiplier gain. required: false - name: scan_line_rate dtype: float32 doc: Lines imaged per second. This is also stored in /general/optophysiology but is kept here as it is useful information for analysis, and so good to be stored w/ the actual data. required: false datasets: - name: field_of_view dtype: float32 dims: - - width|height - - width|height|depth shape: - - 2 - - 3 doc: Width, height and depth of image, or imaged area, in meters. quantity: '?' links: - name: imaging_plane target_type: ImagingPlane doc: Link to ImagingPlane object from which this TimeSeries data was generated. - neurodata_type_def: RoiResponseSeries neurodata_type_inc: TimeSeries doc: ROI responses over an imaging plane. The first dimension represents time. The second dimension, if present, represents ROIs. datasets: - name: data dtype: numeric dims: - - num_times - - num_times - num_ROIs shape: - - null - - null - null doc: Signals from ROIs. - name: rois neurodata_type_inc: DynamicTableRegion doc: DynamicTableRegion referencing into an ROITable containing information on the ROIs stored in this timeseries. - neurodata_type_def: DfOverF neurodata_type_inc: NWBDataInterface default_name: DfOverF doc: dF/F information about a region of interest (ROI). Storage hierarchy of dF/F should be the same as for segmentation (i.e., same names for ROIs and for image planes). groups: - neurodata_type_inc: RoiResponseSeries doc: RoiResponseSeries object(s) containing dF/F for a ROI. quantity: '+' - neurodata_type_def: Fluorescence neurodata_type_inc: NWBDataInterface default_name: Fluorescence doc: Fluorescence information about a region of interest (ROI). Storage hierarchy of fluorescence should be the same as for segmentation (ie, same names for ROIs and for image planes). groups: - neurodata_type_inc: RoiResponseSeries doc: RoiResponseSeries object(s) containing fluorescence data for a ROI. quantity: '+' - neurodata_type_def: ImageSegmentation neurodata_type_inc: NWBDataInterface default_name: ImageSegmentation doc: Stores pixels in an image that represent different regions of interest (ROIs) or masks. All segmentation for a given imaging plane is stored together, with storage for multiple imaging planes (masks) supported. Each ROI is stored in its own subgroup, with the ROI group containing both a 2D mask and a list of pixels that make up this mask. Segments can also be used for masking neuropil. If segmentation is allowed to change with time, a new imaging plane (or module) is required and ROI names should remain consistent between them. groups: - neurodata_type_inc: PlaneSegmentation doc: Results from image segmentation of a specific imaging plane. quantity: '+' - neurodata_type_def: PlaneSegmentation neurodata_type_inc: DynamicTable doc: Results from image segmentation of a specific imaging plane. datasets: - name: image_mask neurodata_type_inc: VectorData dims: - - num_roi - num_x - num_y - - num_roi - num_x - num_y - num_z shape: - - null - null - null - - null - null - null - null doc: ROI masks for each ROI. Each image mask is the size of the original imaging plane (or volume) and members of the ROI are finite non-zero. quantity: '?' - name: pixel_mask_index neurodata_type_inc: VectorIndex doc: Index into pixel_mask. quantity: '?' - name: pixel_mask neurodata_type_inc: VectorData dtype: - name: x dtype: uint32 doc: Pixel x-coordinate. - name: y dtype: uint32 doc: Pixel y-coordinate. - name: weight dtype: float32 doc: Weight of the pixel. doc: 'Pixel masks for each ROI: a list of indices and weights for the ROI. Pixel masks are concatenated and parsing of this dataset is maintained by the PlaneSegmentation' quantity: '?' - name: voxel_mask_index neurodata_type_inc: VectorIndex doc: Index into voxel_mask. quantity: '?' - name: voxel_mask neurodata_type_inc: VectorData dtype: - name: x dtype: uint32 doc: Voxel x-coordinate. - name: y dtype: uint32 doc: Voxel y-coordinate. - name: z dtype: uint32 doc: Voxel z-coordinate. - name: weight dtype: float32 doc: Weight of the voxel. doc: 'Voxel masks for each ROI: a list of indices and weights for the ROI. Voxel masks are concatenated and parsing of this dataset is maintained by the PlaneSegmentation' quantity: '?' groups: - name: reference_images doc: Image stacks that the segmentation masks apply to. groups: - neurodata_type_inc: ImageSeries doc: One or more image stacks that the masks apply to (can be one-element stack). quantity: '*' links: - name: imaging_plane target_type: ImagingPlane doc: Link to ImagingPlane object from which this data was generated. - neurodata_type_def: ImagingPlane neurodata_type_inc: NWBContainer doc: An imaging plane and its metadata. datasets: - name: description dtype: text doc: Description of the imaging plane. quantity: '?' - name: excitation_lambda dtype: float32 doc: Excitation wavelength, in nm. - name: imaging_rate dtype: float32 doc: Rate that images are acquired, in Hz. If the corresponding TimeSeries is present, the rate should be stored there instead. quantity: '?' - name: indicator dtype: text doc: Calcium indicator. - name: location dtype: text doc: Location of the imaging plane. Specify the area, layer, comments on estimation of area/layer, stereotaxic coordinates if in vivo, etc. Use standard atlas names for anatomical regions when possible. - name: manifold dtype: float32 dims: - - height - width - x, y, z - - height - width - depth - x, y, z shape: - - null - null - 3 - - null - null - null - 3 doc: "DEPRECATED Physical position of each pixel. 'xyz' represents the position\ \ of the pixel relative to the defined coordinate space. Deprecated in favor of origin_coords and grid_spacing." quantity: '?' attributes: - name: conversion dtype: float32 default_value: 1.0 doc: Scalar to multiply each element in data to convert it to the specified 'unit'. If the data are stored in acquisition system units or other units that require a conversion to be interpretable, multiply the data by 'conversion' to convert the data to the specified 'unit'. e.g. if the data acquisition system stores values in this object as pixels from x = -500 to 499, y = -500 to 499 that correspond to a 2 m x 2 m range, then the 'conversion' multiplier to get from raw data acquisition pixel units to meters is 2/1000. required: false - name: unit dtype: text default_value: meters doc: Base unit of measurement for working with the data. The default value is 'meters'. required: false - name: origin_coords dtype: float32 dims: - - x, y - - x, y, z shape: - - 2 - - 3 doc: Physical location of the first element of the imaging plane (0, 0) for 2-D data or (0, 0, 0) for 3-D data. See also reference_frame for what the physical location is relative to (e.g., bregma). quantity: '?' attributes: - name: unit dtype: text default_value: meters doc: Measurement units for origin_coords. The default value is 'meters'. - name: grid_spacing dtype: float32 dims: - - x, y - - x, y, z shape: - - 2 - - 3 doc: Space between pixels in (x, y) or voxels in (x, y, z) directions, in the specified unit. Assumes imaging plane is a regular grid. See also reference_frame to interpret the grid. quantity: '?' attributes: - name: unit dtype: text default_value: meters doc: Measurement units for grid_spacing. The default value is 'meters'. - name: reference_frame dtype: text doc: Describes reference frame of origin_coords and grid_spacing. For example, this can be a text description of the anatomical location and orientation of the grid defined by origin_coords and grid_spacing or the vectors needed to transform or rotate the grid to a common anatomical axis (e.g., AP/DV/ML). This field is necessary to interpret origin_coords and grid_spacing. If origin_coords and grid_spacing are not present, then this field is not required. For example, if the microscope takes 10 x 10 x 2 images, where the first value of the data matrix (index (0, 0, 0)) corresponds to (-1.2, -0.6, -2) mm relative to bregma, the spacing between pixels is 0.2 mm in x, 0.2 mm in y and 0.5 mm in z, and larger numbers in x means more anterior, larger numbers in y means more rightward, and larger numbers in z means more ventral, then enter the following -- origin_coords = (-1.2, -0.6, -2) grid_spacing = (0.2, 0.2, 0.5) reference_frame = "Origin coordinates are relative to bregma. First dimension corresponds to anterior-posterior axis (larger index = more anterior). Second dimension corresponds to medial-lateral axis (larger index = more rightward). Third dimension corresponds to dorsal-ventral axis (larger index = more ventral)." quantity: '?' groups: - neurodata_type_inc: OpticalChannel doc: An optical channel used to record from an imaging plane. quantity: '+' links: - name: device target_type: Device doc: Link to the Device object that was used to record from this electrode. - neurodata_type_def: OpticalChannel neurodata_type_inc: NWBContainer doc: An optical channel used to record from an imaging plane. datasets: - name: description dtype: text doc: Description or other notes about the channel. - name: emission_lambda dtype: float32 doc: Emission wavelength for channel, in nm. - neurodata_type_def: MotionCorrection neurodata_type_inc: NWBDataInterface default_name: MotionCorrection doc: 'An image stack where all frames are shifted (registered) to a common coordinate system, to account for movement and drift between frames. Note: each frame at each point in time is assumed to be 2-D (has only x & y dimensions).' groups: - neurodata_type_inc: CorrectedImageStack doc: Results from motion correction of an image stack. quantity: '+' - neurodata_type_def: CorrectedImageStack neurodata_type_inc: NWBDataInterface doc: Results from motion correction of an image stack. groups: - name: corrected neurodata_type_inc: ImageSeries doc: Image stack with frames shifted to the common coordinates. - name: xy_translation neurodata_type_inc: TimeSeries doc: Stores the x,y delta necessary to align each frame to the common coordinates, for example, to align each frame to a reference image. links: - name: original target_type: ImageSeries doc: Link to ImageSeries object that is being registered. pynwb-2.8.2/src/pynwb/nwb-schema/core/nwb.retinotopy.yaml0000644000000000000000000001461513615410400020400 0ustar00groups: - neurodata_type_def: ImagingRetinotopy neurodata_type_inc: NWBDataInterface default_name: ImagingRetinotopy doc: 'DEPRECATED. Intrinsic signal optical imaging or widefield imaging for measuring retinotopy. Stores orthogonal maps (e.g., altitude/azimuth; radius/theta) of responses to specific stimuli and a combined polarity map from which to identify visual areas. This group does not store the raw responses imaged during retinotopic mapping or the stimuli presented, but rather the resulting phase and power maps after applying a Fourier transform on the averaged responses. Note: for data consistency, all images and arrays are stored in the format [row][column] and [row, col], which equates to [y][x]. Field of view and dimension arrays may appear backward (i.e., y before x).' datasets: - name: axis_1_phase_map dtype: float32 dims: - num_rows - num_cols shape: - null - null doc: Phase response to stimulus on the first measured axis. attributes: - name: dimension dtype: int32 dims: - num_rows, num_cols shape: - 2 doc: 'Number of rows and columns in the image. NOTE: row, column representation is equivalent to height, width.' - name: field_of_view dtype: float32 dims: - height, width shape: - 2 doc: Size of viewing area, in meters. - name: unit dtype: text doc: Unit that axis data is stored in (e.g., degrees). - name: axis_1_power_map dtype: float32 dims: - num_rows - num_cols shape: - null - null doc: Power response on the first measured axis. Response is scaled so 0.0 is no power in the response and 1.0 is maximum relative power. quantity: '?' attributes: - name: dimension dtype: int32 dims: - num_rows, num_cols shape: - 2 doc: 'Number of rows and columns in the image. NOTE: row, column representation is equivalent to height, width.' - name: field_of_view dtype: float32 dims: - height, width shape: - 2 doc: Size of viewing area, in meters. - name: unit dtype: text doc: Unit that axis data is stored in (e.g., degrees). - name: axis_2_phase_map dtype: float32 dims: - num_rows - num_cols shape: - null - null doc: Phase response to stimulus on the second measured axis. attributes: - name: dimension dtype: int32 dims: - num_rows, num_cols shape: - 2 doc: 'Number of rows and columns in the image. NOTE: row, column representation is equivalent to height, width.' - name: field_of_view dtype: float32 dims: - height, width shape: - 2 doc: Size of viewing area, in meters. - name: unit dtype: text doc: Unit that axis data is stored in (e.g., degrees). - name: axis_2_power_map dtype: float32 dims: - num_rows - num_cols shape: - null - null doc: Power response on the second measured axis. Response is scaled so 0.0 is no power in the response and 1.0 is maximum relative power. quantity: '?' attributes: - name: dimension dtype: int32 dims: - num_rows, num_cols shape: - 2 doc: 'Number of rows and columns in the image. NOTE: row, column representation is equivalent to height, width.' - name: field_of_view dtype: float32 dims: - height, width shape: - 2 doc: Size of viewing area, in meters. - name: unit dtype: text doc: Unit that axis data is stored in (e.g., degrees). - name: axis_descriptions dtype: text dims: - axis_1, axis_2 shape: - 2 doc: Two-element array describing the contents of the two response axis fields. Description should be something like ['altitude', 'azimuth'] or '['radius', 'theta']. - name: focal_depth_image dtype: uint16 dims: - num_rows - num_cols shape: - null - null doc: 'Gray-scale image taken with same settings/parameters (e.g., focal depth, wavelength) as data collection. Array format: [rows][columns].' quantity: '?' attributes: - name: bits_per_pixel dtype: int32 doc: Number of bits used to represent each value. This is necessary to determine maximum (white) pixel value. - name: dimension dtype: int32 dims: - num_rows, num_cols shape: - 2 doc: 'Number of rows and columns in the image. NOTE: row, column representation is equivalent to height, width.' - name: field_of_view dtype: float32 dims: - height, width shape: - 2 doc: Size of viewing area, in meters. - name: focal_depth dtype: float32 doc: Focal depth offset, in meters. - name: format dtype: text doc: Format of image. Right now only 'raw' is supported. - name: sign_map dtype: float32 dims: - num_rows - num_cols shape: - null - null doc: Sine of the angle between the direction of the gradient in axis_1 and axis_2. quantity: '?' attributes: - name: dimension dtype: int32 dims: - num_rows, num_cols shape: - 2 doc: 'Number of rows and columns in the image. NOTE: row, column representation is equivalent to height, width.' - name: field_of_view dtype: float32 dims: - height, width shape: - 2 doc: Size of viewing area, in meters. - name: vasculature_image dtype: uint16 dims: - num_rows - num_cols shape: - null - null doc: 'Gray-scale anatomical image of cortical surface. Array structure: [rows][columns]' attributes: - name: bits_per_pixel dtype: int32 doc: Number of bits used to represent each value. This is necessary to determine maximum (white) pixel value - name: dimension dtype: int32 dims: - num_rows, num_cols shape: - 2 doc: 'Number of rows and columns in the image. NOTE: row, column representation is equivalent to height, width.' - name: field_of_view dtype: float32 dims: - height, width shape: - 2 doc: Size of viewing area, in meters. - name: format dtype: text doc: Format of image. Right now only 'raw' is supported. pynwb-2.8.2/src/pynwb/nwb-schema/docs/Readme.md0000644000000000000000000000237013615410400016225 0ustar00## Overview The documentation for NWB consists of a series of documents describing the various components of NWB: * ``docs/format`` with the documentation of the NWB data format * ``docs/storage`` with the documentation of the NWB storage component See also: * [Documentation](https://github.com/NeurodataWithoutBorders/nwb-schema-language) for the [NWB Schema Language](https://schema-language.readthedocs.io/en/latest/) * [PyNWB API](https://pynwb.readthedocs.io/) * [MatNWB API](https://github.com/NeurodataWithoutBorders/matnwb) **Building Documentation** The documentation uses Sphinx and can be compiled using the provided Makefiles in the respective documentation directories. The build process for the different documents is further described in the respective ``Readme.md`` files in the corresponding documentation directories. To rebuild the full HTML and PDF versions of the specification documents, run: ``` cd docs/format make fulldoc ``` ## Where are my documents? The compiled documents are then located in the corresponding ``_build`` folders, e.g.: * ``format/_build/html`` and ``format/_build/latex`` for the HTML and PDF of the format specification * ``storage/_build/html`` and ``storage/_build/latex`` for the HTML and PDF of the storage pynwb-2.8.2/src/pynwb/nwb-schema/docs/format/Makefile0000644000000000000000000001470613615410400017444 0ustar00# Makefile for Sphinx documentation # # You can set these variables from the command line. SPHINXOPTS = SPHINXBUILD = sphinx-build SPHINXAPIDOC = sphinx-apidoc PAPER = BUILDDIR = _build RSTDIR = source CONFDIR = $(PWD)/$(RSTDIR) # Internal variables. PAPEROPT_a4 = -D latex_paper_size=a4 PAPEROPT_letter = -D latex_paper_size=letter ALLSPHINXOPTS = -d $(BUILDDIR)/doctrees $(PAPEROPT_$(PAPER)) $(SPHINXOPTS) $(RSTDIR) # the i18n builder cannot share the environment and doctrees with the others I18NSPHINXOPTS = $(PAPEROPT_$(PAPER)) $(SPHINXOPTS) . .PHONY: help clean html dirhtml singlehtml pickle json htmlhelp qthelp devhelp epub latex latexpdf text man changes linkcheck doctest gettext fulldoc allclean help: @echo "To update documentation sources from the format specification please use \`make apidoc'" @echo "" @echo "To build the documentation please use \`make ' where is one of" @echo " fulldoc to rebuild the apidoc, html, and latexpdf documents all at once" @echo " html to make standalone HTML files" @echo " dirhtml to make HTML files named index.html in directories" @echo " singlehtml to make a single large HTML file" @echo " pickle to make pickle files" @echo " json to make JSON files" @echo " htmlhelp to make HTML files and a HTML help project" @echo " qthelp to make HTML files and a qthelp project" @echo " devhelp to make HTML files and a Devhelp project" @echo " epub to make an epub" @echo " latex to make LaTeX files, you can set PAPER=a4 or PAPER=letter" @echo " latexpdf to make LaTeX files and run them through pdflatex" @echo " text to make text files" @echo " man to make manual pages" @echo " texinfo to make Texinfo files" @echo " info to make Texinfo files and run them through makeinfo" @echo " gettext to make PO message catalogs" @echo " changes to make an overview of all changed/added/deprecated items" @echo " linkcheck to check all external links for integrity" @echo " doctest to run all doctests embedded in the documentation (if enabled)" @echo " apidoc to build RST from source code" @echo " clean to clean all documents built by Sphinx in _build" @echo " allclean to clean all autogenerated documents both from Sphinx and apidoc" allclean: $(MAKE) clean -rm $(RSTDIR)/_format_auto_docs/*.png -rm $(RSTDIR)/_format_auto_docs/*.pdf -rm $(RSTDIR)/_format_auto_docs/*.rst -rm $(RSTDIR)/_format_auto_docs/*.inc -rm $(RSTDIR)/_format_auto_docs/git_hash.txt clean: -rm -rf $(BUILDDIR)/* html: $(SPHINXBUILD) -b html $(ALLSPHINXOPTS) $(BUILDDIR)/html @echo @echo "Build finished. The HTML pages are in $(BUILDDIR)/html." dirhtml: $(SPHINXBUILD) -b dirhtml $(ALLSPHINXOPTS) $(BUILDDIR)/dirhtml @echo @echo "Build finished. The HTML pages are in $(BUILDDIR)/dirhtml." singlehtml: $(SPHINXBUILD) -b singlehtml $(ALLSPHINXOPTS) $(BUILDDIR)/singlehtml @echo @echo "Build finished. The HTML page is in $(BUILDDIR)/singlehtml." pickle: $(SPHINXBUILD) -b pickle $(ALLSPHINXOPTS) $(BUILDDIR)/pickle @echo @echo "Build finished; now you can process the pickle files." json: $(SPHINXBUILD) -b json $(ALLSPHINXOPTS) $(BUILDDIR)/json @echo @echo "Build finished; now you can process the JSON files." htmlhelp: $(SPHINXBUILD) -b htmlhelp $(ALLSPHINXOPTS) $(BUILDDIR)/htmlhelp @echo @echo "Build finished; now you can run HTML Help Workshop with the" \ ".hhp project file in $(BUILDDIR)/htmlhelp." qthelp: $(SPHINXBUILD) -b qthelp $(ALLSPHINXOPTS) $(BUILDDIR)/qthelp @echo @echo "Build finished; now you can run "qcollectiongenerator" with the" \ ".qhcp project file in $(BUILDDIR)/qthelp, like this:" @echo "# qcollectiongenerator $(BUILDDIR)/qthelp/sample.qhcp" @echo "To view the help file:" @echo "# assistant -collectionFile $(BUILDDIR)/qthelp/sample.qhc" devhelp: $(SPHINXBUILD) -b devhelp $(ALLSPHINXOPTS) $(BUILDDIR)/devhelp @echo @echo "Build finished." @echo "To view the help file:" @echo "# mkdir -p $$HOME/.local/share/devhelp/sample" @echo "# ln -s $(BUILDDIR)/devhelp $$HOME/.local/share/devhelp/sample" @echo "# devhelp" epub: $(SPHINXBUILD) -b epub $(ALLSPHINXOPTS) $(BUILDDIR)/epub @echo @echo "Build finished. The epub file is in $(BUILDDIR)/epub." latex: $(SPHINXBUILD) -b latex $(ALLSPHINXOPTS) $(BUILDDIR)/latex @echo @echo "Build finished; the LaTeX files are in $(BUILDDIR)/latex." @echo "Run \`make' in that directory to run these through (pdf)latex" \ "(use \`make latexpdf' here to do that automatically)." latexpdf: $(SPHINXBUILD) -b latex $(ALLSPHINXOPTS) $(BUILDDIR)/latex @echo "Running LaTeX files through pdflatex..." $(MAKE) -C $(BUILDDIR)/latex all-pdf @echo "pdflatex finished; the PDF files are in $(BUILDDIR)/latex." text: $(SPHINXBUILD) -b text $(ALLSPHINXOPTS) $(BUILDDIR)/text @echo @echo "Build finished. The text files are in $(BUILDDIR)/text." man: $(SPHINXBUILD) -b man $(ALLSPHINXOPTS) $(BUILDDIR)/man @echo @echo "Build finished. The manual pages are in $(BUILDDIR)/man." texinfo: $(SPHINXBUILD) -b texinfo $(ALLSPHINXOPTS) $(BUILDDIR)/texinfo @echo @echo "Build finished. The Texinfo files are in $(BUILDDIR)/texinfo." @echo "Run \`make' in that directory to run these through makeinfo" \ "(use \`make info' here to do that automatically)." info: $(SPHINXBUILD) -b texinfo $(ALLSPHINXOPTS) $(BUILDDIR)/texinfo @echo "Running Texinfo files through makeinfo..." make -C $(BUILDDIR)/texinfo info @echo "makeinfo finished; the Info files are in $(BUILDDIR)/texinfo." gettext: $(SPHINXBUILD) -b gettext $(I18NSPHINXOPTS) $(BUILDDIR)/locale @echo @echo "Build finished. The message catalogs are in $(BUILDDIR)/locale." changes: $(SPHINXBUILD) -b changes $(ALLSPHINXOPTS) $(BUILDDIR)/changes @echo @echo "The overview file is in $(BUILDDIR)/changes." linkcheck: $(SPHINXBUILD) -n -b linkcheck $(ALLSPHINXOPTS) $(BUILDDIR)/linkcheck @echo @echo "Link check complete; look for any errors in the above output " \ "or in $(BUILDDIR)/linkcheck/output.txt." doctest: $(SPHINXBUILD) -b doctest $(ALLSPHINXOPTS) $(BUILDDIR)/doctest @echo "Testing of doctests in the sources finished, look at the " \ "results in $(BUILDDIR)/doctest/output.txt." apidoc: PYTHONPATH=$(CONFDIR):$(PYTHONPATH) hdmf_generate_format_docs @echo @echo "Generate rst source files from NWB spec." fulldoc: $(MAKE) allclean @echo @echo "Rebuilding apidoc, html, latexpdf" $(MAKE) apidoc $(MAKE) html $(MAKE) latexpdf pynwb-2.8.2/src/pynwb/nwb-schema/docs/format/Readme.md0000644000000000000000000001430113615410400017512 0ustar00**Overview** The NWB specification documentation uses Sphinx [http://www.sphinx-doc.org/en/stable/index.html](http://www.sphinx-doc.org/en/stable/index.html) **Prerequisites** ```pip install hdmf-docutils``` **Rebuilding All** To rebuild the full documentation in html, latex, and PDF simply run: ```make fulldoc``` This is a convenience function that is equivalent to: ``` make allclean make apidoc make html make latexpdf ``` **Generating the format documentation from the format spec** The format documentation is auto-generated from the format specification (YAML/JSON) sources via: ```make apidoc``` This will invoke the ``hdmf_generate_format_docs`` executable provided by ``hdmf-docutils`` package to automatically generate a series of .rst, .png, and .pdf files that are stored in the folder ```source/_format_auto_docs```. The generated .rst files are included in ```source/format.rst``` and the png and pdf files are used as figures in the autogenerated docs. The folder ```source/format_auto_docs``` is reserved for autogenerated files, i.e., files in the folder should not be added or edited by hand as they will be deleted and rebuilt during the full build of the documentation. By default the Sphinx configuration is setup to always regenerate the sources whenever the docs are being built (see next section). This behavior can be customized via the ```spec_doc_rebuild_always``` parameter in ```source/conf.py``` **Building a specific document type** To build the documentation simply: ```make ``` where `````` is, e.g., ```latexpdf```, ```html```, ```singlehtml``` or ```man```. For a complete list of supported doc-types see: ```make help``` **Cleaning up** ```make clean``` cleans up all builds of the documentation located in ```_build```. ```make allclean``` cleans up all builds of the documentation located in ```_build``` as wellas all autogenerated sources stored in ```source/format_auto_docs```. **Configuration** The build of the documentation can be customized via a broad range of Sphinx options in: ```source/conf_doc_autogen.py``` In addition to standard Sphinx options, there are a number of additional options used to customize the content and structure of the autogenerated documents, e.g.: * ```spec_show_yaml_src``` Boolean indicating whether the YAML sources should be included for the different neurodata types * ```spec_show_json_src``` Boolean indicating whether the JSON sources should be included for the different neurodata types * ```spec_generate_src_file``` Boolean indicating whether the YAML/JSON sources of the neurodata_types should be rendered in a separate section (True) or in the same location as the main documentation * ```spec_show_hierarchy_plots ``` Boolean indicating whether we should generate and show figures of the hierarchy defined by the specifications as part of the documentation * ```spec_file_per_type``` Boolean indicating whether we should generate separate .inc reStructuredText for each neurodata_type (True) or should all text be added to the main file (False) * ```spec_show_subgroups_in_tables``` Should subgroups of the main groups be rendered in the table as well. Usually this is disabled since groups are rendered as separate sections in the tex * ```spec_appreviate_main_object_doc_in_tables``` Appreviate the documentation of the main object for which a table is rendered in the table. This is commonly set to True as doc of the main object is alrready rendered as the main intro for the section describing the object * ```spec_show_title_for_tables``` Add a title for the table showing the specifications. * ```spec_show_subgroups_in_seperate_table``` Should top-level subgroups be listed in a separate table or as part of the main dataset and attributes table * ```spec_table_depth_char``` Char to be used as prefix to indicate the depth of an object in the specification hierarchy. NOTE: The char used should be supported by LaTeX. * ```spec_add_latex_clearpage_after_ndt_sections``` Add a LaTeX clearpage after each main section describing a neurodata_type. This helps in LaTeX to keep the ordering of figures, tables, and code blocks consistent in particular when the hierarchy_plots are included. * ```spec_resolve_type_inc``` Resolve includes to always show the full list of objects that are part of a type (True) or to show only the parts that are actually new to a current type while only linking to base types (False) In addition, the location of the input format specification can be customized as follows: * ```spec_input_spec_dir``` Directory where the YAML files for the namespace to be documented are located * ```spec_input_namespace_filename``` Name of the YAML (or JSON) file with the specification of the Namespace to be documented * ```spec_input_default_namespace``` Name of the default namespace in the file Finally, the name and location of output files can be customized as follows: * ```spec_output_dir``` Directory where the autogenerated files should be stored * ```spec_output_master_filename``` Name of the master rst file that includes all the autogenerated docs * ```spec_output_doc_filename``` Name of the file where the main documentation goes * ```spec_output_src_filename``` Name of the file where the sources of the format spec go. NOTE: This file is only generated if spec_generate_src_file is enabled * ```spec_output_doc_type_hierarchy_filename``` Name of the file containing the type hierarchy. (Included in spec_output_doc_filename) To speed up the build of the format docs we can prevent the ``hdmf_generate_format_docs`` executable from regenerating the sources from YAML if the git-hash from the previous build is still current. This is controlled via the following options: * ``spec_clean_output_dir_if_old_git_hash`` Clean up the output directory before we generate the source if the git hash is out of date * ``spec_skip_doc_autogen_if_current_git_hash`` Do not rebuild the format sources if we have previously build the sources and the git hash matches In the regular Sphinx ```source/conf.py``` file we can then also set: * ```spec_doc_rebuild_always``` Boolean to define to always rebuild the source docs from YAML when doing a regular build of the sources (e.g., via ```make html```) even if the folder with the source files already exists pynwb-2.8.2/src/pynwb/nwb-schema/docs/format/make.bat0000644000000000000000000001354313615410400017407 0ustar00@ECHO OFF REM Command file for Sphinx documentation if "%SPHINXBUILD%" == "" ( set SPHINXBUILD=sphinx-build ) set BUILDDIR=_build set RSTDIR=source set ALLSPHINXOPTS=-d %BUILDDIR%/doctrees %SPHINXOPTS% %RSTDIR% set I18NSPHINXOPTS=%SPHINXOPTS% . if NOT "%PAPER%" == "" ( set ALLSPHINXOPTS=-D latex_paper_size=%PAPER% %ALLSPHINXOPTS% set I18NSPHINXOPTS=-D latex_paper_size=%PAPER% %I18NSPHINXOPTS% ) if "%1" == "" goto help if "%1" == "help" ( :help echo.Please use `make ^` where ^ is one of echo. fulldoc to rebuild the apidoc, html, and latex documents all at once echo. html to make standalone HTML files echo. dirhtml to make HTML files named index.html in directories echo. singlehtml to make a single large HTML file echo. pickle to make pickle files echo. json to make JSON files echo. htmlhelp to make HTML files and a HTML help project echo. qthelp to make HTML files and a qthelp project echo. devhelp to make HTML files and a Devhelp project echo. epub to make an epub echo. latex to make LaTeX files, you can set PAPER=a4 or PAPER=letter echo. text to make text files echo. man to make manual pages echo. texinfo to make Texinfo files echo. gettext to make PO message catalogs echo. changes to make an overview over all changed/added/deprecated items echo. linkcheck to check all external links for integrity echo. doctest to run all doctests embedded in the documentation if enabled echo. apidoc to build RST from source code echo. clean to clean all documents built by Sphinx in _build echo. allclean to clean all autogenerated documents both from Sphinx and apidoc goto end ) if "%1" == "allclean" ( make clean del /q %RSTDIR%\_format_auto_docs\*.png del /q %RSTDIR%\_format_auto_docs\*.pdf del /q %RSTDIR%\_format_auto_docs\*.rst del /q %RSTDIR%\_format_auto_docs\*.inc del /q %RSTDIR%\_format_auto_docs\git_hash.txt goto end ) if "%1" == "clean" ( for /d %%i in (%BUILDDIR%\*) do rmdir /q /s %%i del /q /s %BUILDDIR%\* goto end ) if "%1" == "html" ( %SPHINXBUILD% -b html %ALLSPHINXOPTS% %BUILDDIR%/html if errorlevel 1 exit /b 1 echo. echo.Build finished. The HTML pages are in %BUILDDIR%/html. goto end ) if "%1" == "dirhtml" ( %SPHINXBUILD% -b dirhtml %ALLSPHINXOPTS% %BUILDDIR%/dirhtml if errorlevel 1 exit /b 1 echo. echo.Build finished. The HTML pages are in %BUILDDIR%/dirhtml. goto end ) if "%1" == "singlehtml" ( %SPHINXBUILD% -b singlehtml %ALLSPHINXOPTS% %BUILDDIR%/singlehtml if errorlevel 1 exit /b 1 echo. echo.Build finished. The HTML pages are in %BUILDDIR%/singlehtml. goto end ) if "%1" == "pickle" ( %SPHINXBUILD% -b pickle %ALLSPHINXOPTS% %BUILDDIR%/pickle if errorlevel 1 exit /b 1 echo. echo.Build finished; now you can process the pickle files. goto end ) if "%1" == "json" ( %SPHINXBUILD% -b json %ALLSPHINXOPTS% %BUILDDIR%/json if errorlevel 1 exit /b 1 echo. echo.Build finished; now you can process the JSON files. goto end ) if "%1" == "htmlhelp" ( %SPHINXBUILD% -b htmlhelp %ALLSPHINXOPTS% %BUILDDIR%/htmlhelp if errorlevel 1 exit /b 1 echo. echo.Build finished; now you can run HTML Help Workshop with the ^ .hhp project file in %BUILDDIR%/htmlhelp. goto end ) if "%1" == "qthelp" ( %SPHINXBUILD% -b qthelp %ALLSPHINXOPTS% %BUILDDIR%/qthelp if errorlevel 1 exit /b 1 echo. echo.Build finished; now you can run "qcollectiongenerator" with the ^ .qhcp project file in %BUILDDIR%/qthelp, like this: echo.^> qcollectiongenerator %BUILDDIR%\qthelp\sample.qhcp echo.To view the help file: echo.^> assistant -collectionFile %BUILDDIR%\qthelp\sample.ghc goto end ) if "%1" == "devhelp" ( %SPHINXBUILD% -b devhelp %ALLSPHINXOPTS% %BUILDDIR%/devhelp if errorlevel 1 exit /b 1 echo. echo.Build finished. goto end ) if "%1" == "epub" ( %SPHINXBUILD% -b epub %ALLSPHINXOPTS% %BUILDDIR%/epub if errorlevel 1 exit /b 1 echo. echo.Build finished. The epub file is in %BUILDDIR%/epub. goto end ) if "%1" == "latex" ( %SPHINXBUILD% -b latex %ALLSPHINXOPTS% %BUILDDIR%/latex if errorlevel 1 exit /b 1 echo. echo.Build finished; the LaTeX files are in %BUILDDIR%/latex. goto end ) if "%1" == "text" ( %SPHINXBUILD% -b text %ALLSPHINXOPTS% %BUILDDIR%/text if errorlevel 1 exit /b 1 echo. echo.Build finished. The text files are in %BUILDDIR%/text. goto end ) if "%1" == "man" ( %SPHINXBUILD% -b man %ALLSPHINXOPTS% %BUILDDIR%/man if errorlevel 1 exit /b 1 echo. echo.Build finished. The manual pages are in %BUILDDIR%/man. goto end ) if "%1" == "texinfo" ( %SPHINXBUILD% -b texinfo %ALLSPHINXOPTS% %BUILDDIR%/texinfo if errorlevel 1 exit /b 1 echo. echo.Build finished. The Texinfo files are in %BUILDDIR%/texinfo. goto end ) if "%1" == "gettext" ( %SPHINXBUILD% -b gettext %I18NSPHINXOPTS% %BUILDDIR%/locale if errorlevel 1 exit /b 1 echo. echo.Build finished. The message catalogs are in %BUILDDIR%/locale. goto end ) if "%1" == "changes" ( %SPHINXBUILD% -b changes %ALLSPHINXOPTS% %BUILDDIR%/changes if errorlevel 1 exit /b 1 echo. echo.The overview file is in %BUILDDIR%/changes. goto end ) if "%1" == "linkcheck" ( %SPHINXBUILD% -n -b linkcheck %ALLSPHINXOPTS% %BUILDDIR%/linkcheck if errorlevel 1 exit /b 1 echo. echo.Link check complete; look for any errors in the above output ^ or in %BUILDDIR%/linkcheck/output.txt. goto end ) if "%1" == "doctest" ( %SPHINXBUILD% -b doctest %ALLSPHINXOPTS% %BUILDDIR%/doctest if errorlevel 1 exit /b 1 echo. echo.Testing of doctests in the sources finished, look at the ^ results in %BUILDDIR%/doctest/output.txt. goto end ) if "%1" == "apidoc" ( set PYTHONPATH=%cd%/source;%PYTHONPATH% hdmf_generate_format_docs if errorlevel 1 exit /b 1 echo. echo.Generate rst source files from NWB spec. goto end ) if "%1" == "fulldoc" ( make allclean echo. echo.Rebuilding apidoc, html, latexpdf make apidoc make html make latex goto end ) :end pynwb-2.8.2/src/pynwb/nwb-schema/docs/format/source/conf.py0000644000000000000000000002254613615410400020604 0ustar00# -*- coding: utf-8 -*- # # sample documentation build configuration file, created by # sphinx-quickstart on Mon Apr 16 21:22:43 2012. # # This file is execfile()d with the current directory set to its containing dir. # # Not that not all possible configuration values are present in this # autogenerated file. # # All configuration values have a default; values that are commented out # serve to show the default. import sys sys.setrecursionlimit(1500) # Attempt to fix problem with pickle on ReadTheDocs import sphinx_rtd_theme # -- Generate sources from YAML--------------------------------------------------- spec_doc_rebuild_always = True # Always rebuild the source docs from YAML even if the folder with the source files already exists def run_doc_autogen(_): """ Execute the autogeneration of Sphinx format docs from the YAML sources :param _: """ import sys import os conf_file_dir = os.path.dirname(os.path.abspath(__file__)) sys.path.append(conf_file_dir) # Need so that generate format docs can find the conf_doc_autogen file from conf_doc_autogen import spec_output_dir if spec_doc_rebuild_always or not os.path.exists(spec_output_dir): from hdmf_docutils.generate_format_docs import main as generate_docs generate_docs() def setup(app): app.connect('builder-inited', run_doc_autogen) app.add_css_file("theme_overrides.css") # overrides for wide tables in RTD theme # -- ext settings ----------------------------------------------------- # If extensions (or modules to document with autodoc) are in another directory, # add these directories to sys.path here. If the directory is relative to the # documentation root, use os.path.abspath to make it absolute, like shown here. #sys.path.insert(0, os.path.abspath('.')) autoclass_content = 'both' autodoc_docstring_signature = True autodoc_member_order = 'bysource' add_function_parentheses = False numfig = True # -- General configuration ----------------------------------------------------- # If your documentation needs a minimal Sphinx version, state it here. #needs_sphinx = '1.0' # Add any Sphinx extension module names here, as strings. They can be extensions # coming with Sphinx (named 'sphinx.ext.*') or your custom ones. extensions = ['sphinx.ext.autodoc', 'sphinx.ext.intersphinx'] # Add any paths that contain templates here, relative to this directory. templates_path = ['_templates'] # The suffix of source filenames. source_suffix = '.rst' # The encoding of source files. #source_encoding = 'utf-8-sig' # The master toctree document. master_doc = 'source/index' master_doc = 'index' # General information about the project. project = u'NWB Format Specification' copyright = u'2017-2024, Neurodata Without Borders' # The version info for the project you're documenting, acts as replacement for # |version| and |release|, also used in various other places throughout the # built documents. # # The short X.Y version. version = '2.7.0' # The full version, including alpha/beta/rc tags. release = '2.7.0' # The language for content autogenerated by Sphinx. Refer to documentation # for a list of supported languages. #language = None # There are two options for replacing |today|: either, you set today to some # non-false value, then it is used: #today = '' # Else, today_fmt is used as the format for a strftime call. #today_fmt = '%B %d, %Y' # List of patterns, relative to source directory, that match files and # directories to ignore when looking for source files. exclude_patterns = ['_build', 'test.py'] # The reST default role (used for this markup: `text`) to use for all documents. #default_role = None # If true, '()' will be appended to :func: etc. cross-reference text. #add_function_parentheses = True # If true, the current module name will be prepended to all description # unit titles (such as .. function::). #add_module_names = True # If true, sectionauthor and moduleauthor directives will be shown in the # output. They are ignored by default. #show_authors = False # The name of the Pygments (syntax highlighting) style to use. pygments_style = 'sphinx' # A list of ignored prefixes for module index sorting. #modindex_common_prefix = [] intersphinx_mapping = { 'hdmf-common-schema': ('https://hdmf-common-schema.readthedocs.io/en/stable/', None), } # -- Options for HTML output --------------------------------------------------- # The theme to use for HTML and HTML Help pages. See the documentation for # a list of builtin themes. #html_theme = 'default' #html_theme = "sphinxdoc" html_theme = "sphinx_rtd_theme" html_theme_path = [sphinx_rtd_theme.get_html_theme_path()] # Theme options are theme-specific and customize the look and feel of a theme # further. For a list of options available for each theme, see the # documentation. #html_theme_options = {} # Add any paths that contain custom themes here, relative to this directory. #html_theme_path = [] # The name for this set of Sphinx documents. If None, it defaults to # " v documentation". #html_title = None # A shorter title for the navigation bar. Default is the same as html_title. #html_short_title = None # The name of an image file (relative to this directory) to place at the top # of the sidebar. #html_logo = None #html_logo = 'neuron.png' # The name of an image file (within the static path) to use as favicon of the # docs. This file should be a Windows icon file (.ico) being 16x16 or 32x32 # pixels large. #html_favicon = 'neuron-180x180.png' # Add any paths that contain custom static files (such as style sheets) here, # relative to this directory. They are copied after the builtin static files, # so a file named "default.css" will overwrite the builtin "default.css". html_static_path = ['_static'] # If not '', a 'Last updated on:' timestamp is inserted at every page bottom, # using the given strftime format. #html_last_updated_fmt = '%b %d, %Y' # If true, SmartyPants will be used to convert quotes and dashes to # typographically correct entities. #html_use_smartypants = True # Custom sidebar templates, maps document names to template names. #html_sidebars = {} # Additional templates that should be rendered to pages, maps page names to # template names. #html_additional_pages = {} # If false, no module index is generated. #html_domain_indices = True # If false, no index is generated. #html_use_index = True # If true, the index is split into individual pages for each letter. #html_split_index = False # If true, links to the reST sources are added to the pages. #html_show_sourcelink = True # If true, "Created using Sphinx" is shown in the HTML footer. Default is True. #html_show_sphinx = True # If true, "(C) Copyright ..." is shown in the HTML footer. Default is True. #html_show_copyright = True # If true, an OpenSearch description file will be output, and all pages will # contain a tag referring to it. The value of this option must be the # base URL from which the finished HTML is served. #html_use_opensearch = '' # This is the file name suffix for HTML files (e.g. ".xhtml"). #html_file_suffix = None # Output file base name for HTML help builder. htmlhelp_basename = 'sampledoc' # -- Options for LaTeX output -------------------------------------------------- latex_elements = { # The paper size ('letterpaper' or 'a4paper'). 'papersize': 'letterpaper', # The font size ('10pt', '11pt' or '12pt'). 'pointsize': '10pt', # Additional stuff for the LaTeX preamble. 'preamble': """ \setcounter{tocdepth}{3} \setcounter{secnumdepth}{6} \\usepackage{enumitem} \setlistdepth{100} \\addto\\captionsenglish{\\renewcommand{\\contentsname}{Table of contents}} """, } # \\renewlist{itemize}{itemize}{100} # Grouping the document tree into LaTeX files. List of tuples # (source start file, target name, title, author, documentclass [howto/manual]). #latex_documents = [ # ('index', 'sample.tex', u'sample Documentation', # u'Kenneth Reitz', 'manual'), #] # The name of an image file (relative to this directory) to place at the top of # the title page. #latex_logo = None # For "manual" documents, if this is true, then toplevel headings are parts, # not chapters. #latex_use_parts = False # If true, show page references after internal links. #latex_show_pagerefs = False # If true, show URL addresses after external links. #latex_show_urls = False # Documents to append as an appendix to all manuals. #latex_appendices = [] # If false, no module index is generated. #latex_domain_indices = True # -- Options for manual page output -------------------------------------------- # One entry per manual page. List of tuples # (source start file, name, description, authors, manual section). #man_pages = [ # ('index', 'sample', u'sample Documentation', # [u'Kenneth Reitz'], 1) #] # ## If true, show URL addresses after external links. ##man_show_urls = False # # ## -- Options for Texinfo output ------------------------------------------------ # ## Grouping the document tree into Texinfo files. List of tuples ## (source start file, target name, title, author, ## dir menu entry, description, category) #texinfo_documents = [ # ('index', 'sample', u'sample Documentation', # u'Kenneth Reitz', 'sample', 'One line description of project.', # 'Miscellaneous'), #] # Documents to append as an appendix to all manuals. #texinfo_appendices = [] # If false, no module index is generated. #texinfo_domain_indices = True # How to display URL addresses: 'footnote', 'no', or 'inline'. #texinfo_show_urls = 'footnote' pynwb-2.8.2/src/pynwb/nwb-schema/docs/format/source/conf_doc_autogen.py0000644000000000000000000000771513615410400023154 0ustar00# -*- coding: utf-8 -*- """ Configuration file for generating sources for the format documentation from the YAML specification files """ import os # -- Input options for the specification files to be used ----------------------- # Directory where the YAML files for the namespace to be documented are located spec_input_spec_dir = os.path.abspath(os.path.dirname(os.path.abspath(__file__)) + '/../../../core') # Name of the YAML (or JSON) file with the specification of the Namespace to be documented spec_input_namespace_filename = 'nwb.namespace.yaml' # Name of the default namespace in the file spec_input_default_namespace = 'core' # -- Options for customizing the locations of output files # Directory where the autogenerated files should be stored spec_output_dir = os.path.join(os.path.dirname(os.path.abspath(__file__)), "_format_auto_docs") # Clean up the output directory before we build if the git hash is out of date spec_clean_output_dir_if_old_git_hash = True # Do not rebuild the format sources if we have previously build the sources and the git hash matches spec_skip_doc_autogen_if_current_git_hash = True # Name of the master rst file that includes all the autogenerated docs spec_output_master_filename = 'format_spec_main.inc' # Name of the file where the main documentation goes spec_output_doc_filename = 'format_spec_doc.inc' # Name of the file where the sources of the format spec go. NOTE: This file is only generated if # spec_generate_src_file is enabled spec_output_src_filename = 'format_spec_sources.inc' # Name of the file containing the type hierarchy. (Included in spec_output_doc_filename) spec_output_doc_type_hierarchy_filename = 'format_spec_type_hierarchy.inc' # -- Options for the generation of the documentation from source ---------------- # Should the YAML sources be included for the different modules spec_show_yaml_src = True # Show figure of the hierarchy of objects defined by the spec spec_show_hierarchy_plots = True # Should the sources of the neurodata_types (YAML) be rendered in a separate section (True) or # in the same location as the base documentation spec_generate_src_file = True # Should separate .inc reStructuredText files be generated for each neurodata_type (True) # or should all text be added to the main file spec_file_per_type = True # Should top-level subgroups be listed in a separate table or as part of the main dataset and attributes table spec_show_subgroups_in_seperate_table = True # Appreviate the documentation of the main object for which a table is rendered in the table. # This is commonly set to True as doc of the main object is alrready rendered as the main intro for the # section describing the object spec_appreviate_main_object_doc_in_tables = True # Show a title for the tables spec_show_title_for_tables = True # Char to be used as prefix to indicate the depth of an object in the specification hierarchy spec_table_depth_char = '---' # '→' '.' # Add a LaTeX clearpage after each main section describing a neurodata_type. This helps in LaTeX to keep the ordering # of figures, tables, and code blocks consistent in particular when the hierarchy_plots are included spec_add_latex_clearpage_after_ndt_sections = True # Resolve includes to always show the full list of objects that are part of a type (True) # or to show only the parts that are actually new to a current type while only linking to base types spec_resolve_type_inc = False # Default type map to be used. This is the type map where dependent namespaces are stored. In the case of # NWB this is spec_default_type_map = pynwb.get_type_map() import pynwb spec_default_type_map = pynwb.get_type_map() # Default specification classes for groups datasets and namespaces. In the case of NWB these are the NWB-specfic # spec classes. In the general cases these are the spec classes from HDMF spec_group_spec_cls = pynwb.spec.NWBGroupSpec spec_dataset_spec_cls = pynwb.spec.NWBDatasetSpec spec_namespace_spec_cls = pynwb.spec.NWBNamespace pynwb-2.8.2/src/pynwb/nwb-schema/docs/format/source/credits.rst0000644000000000000000000000177313615410400021473 0ustar00******* Credits ******* Acknowledgments =============== For details on the partners, members, and supporters of NWB please the http://www.nwb.org/ project website. For specific contributions to the format specification and this document see the change logs of the Git repository at https://github.com/NeurodataWithoutBorders/nwb-schema . Authors ======= NWB: Version 2.0.0 and later ------------------------------ Documentation for Version 2 of the NWB format and later have been created by Oliver Ruebel and Andrew Tritt et al. in collaboration with the NWB community. NWB: Version 1.0.x and earlier -------------------------------- Version 1.0.5g (and earlier) of the NWB file format were created by Jeff Teeters et al. as part of the first NWB pilot project. The documents for NWB 2 have been adopted from the final version of format docs released by the original NWB pilot project. ***** Legal ***** Copyright ========= .. include:: ../../../Legal.txt Licence ======= .. include:: ../../../license.txt pynwb-2.8.2/src/pynwb/nwb-schema/docs/format/source/format.rst0000644000000000000000000000017513615410400021321 0ustar00.. _nwb_format: **Version** |release| |today| .. .. contents:: .. include:: _format_auto_docs/format_spec_main.inc pynwb-2.8.2/src/pynwb/nwb-schema/docs/format/source/format_description.rst0000644000000000000000000005453113615410400023731 0ustar00Overview ======== The `NWB Format `_ is a core component of the `Neurodata Without Borders (NWB) `_ project. The NWB format is designed to store general optical and electrical physiology data in a way that is both understandable to humans as well as accessible to programmatic interpretation. The format is designed to be friendly to and usable by software tools and analysis scripts, and to impose few a priori assumptions about data representation and analysis. The NWB format uses the following main primitives to hierarchically organize neuroscience data : * A *Group* is similar to a folder and may contain an arbitrary number of other groups and datasets, * A *Dataset* describes an n-dimensional array and provides the primary means for storing data, * An *Attribute** is a small dataset that is attached to a specific group or dataset and is typically used to store metadata specific to the object they are associated with, and * A *Link* is a reference to another group or dataset. The NWB format is formally described via formal specification documents using the `NWB specification language `_ . HDF5 currently serves as the main format for storing data in the NWB format (see http://nwb-storage.readthedocs.io/en/latest/ for details). The `PyNWB `_ API is available to enable users to efficiently interact with NWB format files. The NWB format uses a modular design in which all main semantic components of the format have a unique *neurodata_type* (similar to a Class in object-oriented design)(:numref:`sec_neurodata_type_intro`). This allows for reuse and extension of types through inclusion and inheritance. All datasets and groups in the format can be uniquely identified by either their name and/or *neurodata_type*. Two important base types in the NWB format are *NWBContainer* and *TimeSeries*. *NWBContainer* defines a generic container for storing collection of data and is used to define common features and functionality across data containers (see :numref:`sec_nwbcontainer_intro`). *TimeSeries* is a central component in the NWB format for storing complex temporal series (see :numref:`sec_timeseries_intro`). In the format, these types are then extended to define more specialized types. To organize and define collections of processed data from common data processing steps, the NWB format then defines the concept of *ProcessingModule* where each processing step is represented by a corresponding *NWBDataInterface* (an extension of *NWBContainer*) (see :numref:`sec-data-processing-modules` for details). At a high level, data is organized into the following main groups: * *acquisition/* : data streams recorded from the system, including ephys, ophys, tracking, etc., * *intervals/* : experimental intervals, * *stimulus/* : stimulus data, * *general/* : experimental metadata, including protocol, notes and description of hardware device(s). * *processing/* : standardized processing modules, often as part of intermediate analysis of data that is necessary to perform before scientific analysis, * *analysis/* : lab-specific and custom scientific analysis of data. The high-level data organization within NWB files is described in detail in :numref:`sec-NWBFile`. The top-level datasets and attributes are described in :numref:`table-NWBFile-data` and the top-level organization of data into groups is described in :numref:`table-NWBFile-groups`. .. _sec_neurodata_type_intro: ``neurodata_type`` : Assigning types to specifications ------------------------------------------------------ The concept of a *neurodata_type* is similar to the concept of a Class in object-oriented programming. In the NWB format, groups or datasets may be given a unique *neurodata_type*. The *neurodata_type* allows the unique identification of the type of objects in the format and also enable the reuse of types through the concept of inheritance. A group or dataset may, hence, define a new *neurodata_type* while extending an existing type. E.g., *AbstractFeatureSeries* defines a new type that inherits from *TimeSeries*. .. _sec_nwbcontainer_intro: ``NWBContainer``, ``NWBData``, ``NWBDataInterface``: Base neurodata_types for containers and datasets ----------------------------------------------------------------------------------------------------- :ref:`NWBContainer ` is a specification of a group that defines a generic container for storing collections of data. :ref:`NWBContainer ` serves as the base type for all main data containers (including :ref:`TimeSeries `) of the core NWB data format and allows us to define and integrate new common functionality in a central place and via common mechanisms (see :numref:`sec-NWBContainer`). :ref:`NWBDataInterface ` extends :ref:`NWBContainer ` and serves as base type for primary data (e.g., experimental or analysis data) and is used to distinguish in the schema between non-metadata data containers and metadata containers (see :numref:`sec-NWBDataInterface`). :ref:`NWBData ` is a specification of a Dataset that functions as a common base neurodata_type for datasets with an assigned *neurodata_type* (see :numref:`sec-NWBData`). .. note:: The concept of :ref:`NWBContainer ` and :ref:`NWBData ` have been introduced in NWB 2. :ref:`NWBDataInterface ` (also introduced in NWB 2) replaces ``Interface`` from NWB 1.x. ``Interface`` was renamed to *NWBDataInterface* to ease intuition and the concept was generalized via :ref:`NWBContainer ` to provide a common base for data containers (rather than being specific to *ProcessingModules* as in NWB 1.x). .. _sec_timeseries_intro: ``Time Series`` : A base neurodata_type for storing time series data -------------------------------------------------------------------- The file format is designed around a data structure called a *TimeSeries* which stores time-varying data. A *TimeSeries* is a superset of several neurodata_types, including signal events, image stacks and experimental events. To account for different storage requirements and different modalities, a *TimeSeries* is defined in a minimal form and it can be extended (i.e., subclassed) to account for different modalities and data storage requirements (see :numref:`sec-extending-the-format`). Each *TimeSeries* has its own HDF5 group, and all datasets belonging to a *TimeSeries* are in that group. In particular, a *TimeSeries* defines components to store *data* and *time*. The *data* element in the *TimeSeries* will typically be an array of any valid HDF5 data type (e.g., a multi-dimensional floating point array). The data stored can be in any unit. The attributes of the data field must indicate the SI unit that the data relates to (or appropriate counterpart, such as color-space) and the multiplier necessary to convert stored values to the specified SI unit. *TimeSeries* support provides two time objects representations. The first, *timestamps*, stores time information that is corrected to the experiment's time base (i.e., aligned to a master clock, with time-zero aligned to the starting time of the experiment). This field is used for data processing and subsequent scientific analysis. The second, *sync*, is an optional group that can be used to store the sample times as reported by the acquisition/stimulus hardware, before samples are converted to a common time-base and corrected relative to the master clock. This approach allows the NWB format to support streaming of data directly from hardware sources. In addition to data and time, the *TimeSeries* group can be used to store additional information beyond what is required by the specification. I.e., an end user is free to add additional key/value pairs as necessary for their needs via the concept of extensions. It should be noted that such lab-specific extensions may not be recognized by analysis tools/scripts existing outside the lab. Extensions are described in section (see :numref:`sec-extending-the-format`). .. _sec-data-processing-modules: Data Processing Modules: Organizing processed data -------------------------------------------------- NWB uses :ref:`ProcessingModule ` to store data for—and represent the results of—common data processing steps, such as spike sorting and image segmentation, that occur before scientific analysis of the data. Processing modules store the data used by software tools to calculate these intermediate results. All processing modules are stored directly in the group `/processing <#groups-processing>`__. The name of each module is chosen by the data provider (i.e. processing modules have a "variable" name). The particular data within each processing module is specified by one or more :ref:`NWBDataInterface `, which are groups residing directly within a processing module. Each NWBDataInterface has a unique neurodata_type (e.g., *ImageSegmentation*) that describes and defines the data contained in the NWBDataInterface. For NWBDataInterfaces designed for use with processing modules, a default name (usually the same as the neurodata_type) is commonly specified to further ease identification of the data in a file. However, to support storage of multiple instances of the same subtype in the same processing module, NWB allows users to optionally define custom names as well. .. _sec-extending-the-format: Extending the format -------------------- The data organization presented in this document constitutes the *core* NWB format. Extensibility is handled via the concept of extensions, allowing users to extend (i.e., add to) existing and create new neurodata_types definitions for storing custom data. To avoid collisions between extensions, extensions are defined as part of custom namespaces (which typically import the core NWB namespace). Extensions to the format are written using the `Specification Language `_ . To ease development of extensions, the PyNWB_ (and `HDMF `_ used by PyNWB) API provides dedicated data structures that support programmatic creation and use of extensions. An example for extending NWB using PyNWB_ is available at https://pynwb.readthedocs.io/en/stable/tutorials/general/extensions.html and additional details are also available as part of the PyNWB_ tutorials https://pynwb.readthedocs.io/en/stable/tutorials/index.html . Creating extensions allows adding and documenting new data to NWB, interaction with custom data via the API, validation of custom data contents, sharing and collaboration of extensions and data. Popular extensions may be proposed and added to the official format specification after community discussion and review. To propose a new extensions for the NWB core format you may file an issue at https://github.com/NeurodataWithoutBorders/nwb-schema/issues . .. _sec-extending-the-ts-and-nc: Extending TimeSeries and NWBContainer ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ Like any other neurodata_type, *TimeSeries* can be extended via extensions by defining corresponding derived neurodata_types. This is typically done to to represent more narrowly focused modalities (e.g., electrical versus optical physiology) as well as new modalities (e.g., video tracking of whisker positions). When a neurodata_type inherits from *TimeSeries*, new data objects (i.e., datasets, attributes, groups, and links) can be added while all objects of the parent *TimeSeries* type are inherited and, hence, part of the new neurodata_type. Section :numref:`sec-TimeSeries` includes a list of all *TimeSeries* types. Extending *NWBContainer* works in the same way, e.g., to create more specific types for data processing. Common attributes ----------------- All NWB Groups and Datasets with an assigned neurodata_type have three required attributes: `neurodata_type`, `namespace`, and `object_id`. - ``neurodata_type`` (variable-length string) is the name of the NWB primitive that this group or dataset maps onto - ``namespace`` (variable-length string) is the namespace where ``neurodata_type`` is defined, e.g. "core" or the namespace of an extension - ``object_id`` (variable-length string) is a universally unique identifier for this object within its hierarchy. It should be set to the string representation of a random UUID version 4 value (see `RFC 4122 `_) upon first creation. It is **not** a hash of the data. Files that contain the exact same data but were generated in different instances will have different ``object_id`` values. Currently, modification of an object does not require its ``object_id`` to be changed. Comments and Definitions ======================== Notation -------- The description of the format is divided into subsection based on *neurodata_type*. Each *neurodata_type* section includes: * A basic description of the type * An optional figure describing the organization of data within the type * A set of tables describing the datasets, attributes and groups contained in the type. * An optional set of further subsections describing the content of subgroups contained in the given *neurodata_type*. In the tables we use the following notation in the **Id** column to uniquely identify datasets, groups, attributes: * ```name``` describes the unique name of an object * `````` describes the ```neurodata_type``` of the object in case that the object does not have a unique name * ```—``` prefixes are used to indicate the depth of the object in the hierarchy to allow identification of the parent of the object. E.g., an object with a ```——``` prefix will belong to the previous object with a ```—``` prefix. Here a quick example: .. tabularcolumns:: |p{5cm}|p{1cm}|p{9cm}| .. table:: Example illustrating the description of the contents of ```neurodata_types```. :class: longtable +---------------------------+-------------+---------------------------------------------------------------------------------------------------------+ | Id | Type | Description | +===========================+=============+=========================================================================================================+ | | group | Top level group for the neurodata_type. The group the neurodata_type *MyTimeSeries* but no fixed name | +---------------------------+-------------+---------------------------------------------------------------------------------------------------------+ | —myattr | attribute | Attribute with the fixed name myattr defined on | +---------------------------+-------------+---------------------------------------------------------------------------------------------------------+ | —mydata | dataset | Required dataset with a unique name contained in | +---------------------------+-------------+---------------------------------------------------------------------------------------------------------+ | ——unit | attribute | Attribute unit defined on the dataset .mydata | +---------------------------+-------------+---------------------------------------------------------------------------------------------------------+ | —myotherdata | dataset | Optional dataset with a unique name contained in | +---------------------------+-------------+---------------------------------------------------------------------------------------------------------+ | — | group | Optional set of groups with the neurodata_type ElectricalSeries that are contained in | +---------------------------+-------------+---------------------------------------------------------------------------------------------------------+ Storing Time Values ------------------- All times are stored in seconds using double precision (64-bit) floating point values. A smaller floating point value, e.g., 32-bit, is **not** permitted for storing times. This is because significant errors for time can result from using smaller data sizes. Throughout this document, sizes (number of bits) are specified for many datatypes (e.g., float32). For fields with a specified size, larger sizes can be used, so long as the selected size encompasses the full range of data, and for floats, without loss of significant precision. Links and data references ------------------------- **Soft Links:** In some instances, the specification refers to links. When links are made within a file, NWB uses soft-links and not hard-links. This is because soft-links distinguish between the link and the target of the link, whereas hard-links cause multiple names (paths) to be created for the target, and there is no way to determine which of these names are preferable in a given situation. If the target of a soft link is removed (or moved to another location), then the soft link will "dangle," that is point to a target that no longer exists. For this reason, moving or removing targets of soft links should be avoided unless the links are updated to point to the new location. **Object References:** Object references are similar to SoftLinks but instead of being stored as elements in the data hierarchy (similar to a Group or Dataset) the object reference defines a data type on a Dataset, i.e., the object references are stored as elements in a Dataset. **Region References:** Region references are similar to object references but instead of pointing to another Group/Dataset as a whole a region reference defines an additional selection and as such describe a reference to a subset of a dataset. Design notes ------------ **Data type sizes** The listed size of integers and floating point values is the minimum size. The size of the data type should be large enough to store the required data, and preferably not larger. 64-bit floating point (double) is required for timestamps, while 32-bit floating point is largely sufficient for other uses. **Extra fields** All parts of an NWB file should be governed by either the core schema or defined in a neurodata extension (NDX). *Extra fields* are any datasets, attributes, groups, links etc. that are included in a file but which are not described by the NWB schema or a neurodata extension (NDX). Extra fields are not considered part of the NWB file and as such, any NWB API may ignore extra fields. For API's this specifically means: * an NWB file that includes extra fields should be readable by the API as long as the file is otherwise valid, * an API is permitted to ignore extra fields on read, * an API is permitted to ignore (including remove) extra fields on write. In practice, the use of extra fields is highly discouraged and instead neurodata extensions (NDX) should be used to extend NWB to include additional fields if necessary. **Why do timestamps\_link and data\_link record linking between datasets, but links between epochs and timeseries are not recorded?** Epochs have a link to entire timeseries (i.e., the HDF5 group). If 100 epochs link to a time series, there is only one time series. The data and timestamps within it are not shared anywhere (at least from the epoch linking). An epoch is an entity that is put in for convenience and annotation so there isn't necessarily an important association between what epochs link to what time series (all epochs could link to all time series). The timestamps\_link and data\_link fields refer to links made between time series, such as if timeseries A and timeseries B, each having different data (or time) share time (or data). This is much more important information as it shows structural associations in the data. Tables and ragged arrays ------------------------ The NWB schema includes several tables, such as for storing data/metadata about trials, epochs, single units and multi-units, electrodes, and ROIs. All of the tables in NWB derive from the base data type, DynamicTable. DynamicTable is a column-based representation of a table that allows users to add custom columns (of type VectorData) that are not pre-defined in the specification. This is useful for handling types of data where every experiment or lab may want to store information unique to that experiment or lab, e.g., metadata related to the trials in a session or spike sorting metrics. DynamicTable objects typically contain columns that are of equal length, where the i-th element of a column corresponds to the i-th element of all of the other columns. In other words, each row has a single item in each column. However, in some situations, users may wish to store and associate multiple items in a single column for each row. For example, in the Units table, each row represents a single sorted unit and each unit has multiple spike times associated with it, where the number of spike times differs between units (rows). This is sometimes called a ragged array or jagged array. Ragged array columns can be created by creating a primary VectorData column that contains all of the data values (e.g., spike times) and creating a secondary VectorIndex column that contains a mapping from rows to elements of its target VectorData column. The VectorIndex column has the same number of elements (rows) as the rest of the table. The values of the VectorIndex column follow the mapping such that the data associated with the first row is at VectorData[0:VectorIndex[0]], and the data associated with the second row is at VectorData[VectorIndex[0]:VectorIndex[1]], and so on. .. image:: figures/units_spike_times.png :width: 800 :alt: Demonstration of how spike times are stored in a ragged array column in the Units table. Doubly ragged arrays --------------------- .. image:: figures/units_waveforms.png :width: 800 :alt: Demonstration of how waveforms are stored in a double ragged array column in the Units table. References to rows of a table ------------------------------ .. image:: figures/units_electrodes.png :width: 800 :alt: Demonstration of how references to rows of the electrodes table are stored in the electrodes column of the Units table. pynwb-2.8.2/src/pynwb/nwb-schema/docs/format/source/format_release_notes.rst0000644000000000000000000022501213615410400024230 0ustar00.. _nwb-schema-release-notes: Release Notes ============= 2.7.0 (February 7, 2024) ------------------------ Minor changes ^^^^^^^^^^^^^ - Fixed typos in docstrings. (#560) - Deprecated ``ImagingRetinotopy`` neurodata type. (#565) - Modified ``OptogeneticSeries`` to allow 2D data, primarily in extensions of ``OptogeneticSeries``. (#564) - Added optional ``stimulus_template`` column to ``IntracellularStimuliTable`` as part of the ``IntracellularRecordingsTable``. (#545) - Added support for ``NWBDataInterface`` and ``DynamicTable`` in ``NWBFile.stimulus``. (#559) 2.6.0 (January 17, 2023) ------------------------ Minor changes ^^^^^^^^^^^^^ - Added OnePhotonSeries. (#523) - ``Subject.age`` has a new optional attribute, ``reference``, which can take a value of "birth" (default) or "gestational". (#525) - Added "in seconds" to the doc of Units.spike_times. (#530) 2.5.0 (June 14, 2022) --------------------- Major changes ^^^^^^^^^^^^^ - Shape of SpatialSeries.data is more restrictive to prevent > 3 columns. (#510) Minor changes ^^^^^^^^^^^^^ - The elements `x`, `y`, `z`, `imp` and `filtering` are now optional instead of required. (#506) - Added an ``offset`` attribute to all ``TimeSeries`` objects to allow enhanced translation to scientific units. (#494) - Allowed ``NWBFile/stimulus/templates`` to contain ``Images`` objects. (#459) - Added new optional "order_of_images" dataset to ``Images`` that contains an ordered list of object references to ``Image`` objects stored in the same ``Images`` object. This dataset must be used if the images are referred to by index, e.g., from an ``IndexSeries`` object. Created new neurodata type ``ImageReferences`` which should be used for this dataset. (#459, #518, #519, #520) - Overhauled ``IndexSeries`` type (#459): - Fixed dtype of ``data`` dataset of ``IndexSeries`` (int32 -> uint32). - Updated ``unit`` attribute of ``data`` to have fixed value "N/A". - Updated docstrings for the ``conversion``, ``resolution``, and ``offset`` attributes of ``data`` to indicate that these fields are not used. - Added link to an ``Images`` object, which contains an ordered collection of images. - Discouraged use of the ``indexed_timeseries`` link to an ``ImageSeries``. - Updated ``TimeIntervals`` to use the new ``TimeSeriesReferenceVectorData`` type. This does not alter the overall structure of ``TimeIntervals`` in a major way aside from changing the value of the ``neurodata_type`` attribute in the file from ``VectorData`` to ```TimeSeriesReferenceVectorData``. This change replaces the existing ``TimeIntervals.timeseries`` column with a ``TimeSeriesReferenceVectorData`` type column of the same name and overall schema. This change facilitates creating common functionality around ``TimeSeriesReferenceVectorData``. This change affects all existing ``TimeIntervals`` tables as part of the ``intervals/`` group, i.e., ``intervals/epochs``, ``intervals/trials``, and ``intervals/invalid_times``. (#486) - Clarified the doc string for the ``reference`` column of the electrodes table. (#498) - Added ``cell_id`` field to ``IntracellularElectrode``. (#512) 2.4.0 (Aug. 11, 2021) --------------------- Major changes ^^^^^^^^^^^^^ - Added new ``TimeSeriesReferenceVectorData`` type for referencing ranges of ``TimeSeries`` from a ``VectorData`` column (#470) - Integrated the intracellular electrophysiology experiment metadata table structure developed as part of the `ndx-icephys-meta `_ extension project with NWB (#470). This includes the following new types: - ``IntracellularRecordingsTable`` is an ``AlignedDynamicTable`` for managing individual intracellular recordings and to group together a stimulus and response from a single electrode recording. The table contains the following category tables: - ``IntracellularElectrodesTable``; a ``DynamicTable`` for storing metadata about the ``IntracellularElectrode`` used - ``IntracellularStimuliTable``; a ``DynamicTable`` for storing metadata about the recorded stimulus ``TimeSeries`` using the new ``TimeSeriesReferenceVectorData`` type to reference ``TimeSeries`` - ``IntracellularResponsesTable``; a ``DynamicTable`` for storing metadata about the recorded response ``TimeSeries`` using the new ``TimeSeriesReferenceVectorData`` type to reference ``TimeSeries`` - ``SimultaneousRecordingsTable`` is a ``DynamicTable`` for grouping different intracellular recordings from the ``IntracellularRecordingsTable`` together that were recorded simultaneously from different electrodes and for storing metadata about simultaneous recordings - ``SequentialRecordingsTable`` is a ``DynamicTable`` for grouping different sequential recordings from the ``SimultaneousRecordingsTable`` together and storing metadata about sequential recordings - ``RepetitionsTable`` a ``DynamicTable`` for grouping different sequential intracellular recordings from the ``SequentialRecordingsTable`` together and storing metadata about repetitions - ``ExperimentalConditionsTable`` is a ``DynamicTable`` for grouping different intracellular recording repetitions from the ``RepetitionsTable`` together and storing metadata about experimental conditions - Added the new intracellular electrophysiology metadata tables to ``/general/intracellular_ephys`` as part of ``NWBFile`` (#470) Deprecations ^^^^^^^^^^^^ - ``SweepTable`` has been deprecated in favor of the new intracellular electrophysiology metadata tables. Use of ``SweepTable`` is still possible but no longer recommended. (#470) - ``/general/intracellular_ephys/filtering`` has been deprecated in favor of ``IntracellularElectrode.filtering`` (#470) Bug Fixes ^^^^^^^^^ - Fixed incorrect dtype for electrodes table column "filtering" (float -> text) (#478) - Removed ``quantity: *`` from the type definitions of ``OptogeneticStimulusSite`` and ``ImagingPlane``. This change improves clarity of the schema to follow best practices. It has no functional effect on the schema. (#472) - Updated ``ImageSeries`` to have its ``data`` dataset be required. Since ``ImageSeries`` is a ``TimeSeries`` and ``TimeSeries.data`` is required, ``ImageSeries.data`` should also be a required dataset. Otherwise this creates problems for inheritance and validation. If ``ImageSeries`` data are stored in an external file, then ``ImageSeries.data`` should be set to an empty 3D array. (#481) 2.3.0 (May 12, 2021) --------------------- - Add optional ``waveforms`` column to the ``Units`` table. - Add optional ``strain`` field to ``Subject``. - Add to ``DecompositionSeries`` an optional ``DynamicTableRegion`` called ``source_channels``. - Add to ``ImageSeries`` an optional link to ``Device``. - Add optional ``continuity`` field to ``TimeSeries``. - Add optional ``filtering`` attribute to ``ElectricalSeries``. - Clarify documentation for electrode impedance and filtering. - Add description of extra fields. - Set the ``stimulus_description`` for ``IZeroCurrentClamp`` to have the fixed value ``N/A``. - Update hdmf-common-schema from 1.1.3 to version 1.5.0. - The HDMF-experimental namespace was added, which includes the ``ExternalResources`` and ``EnumData`` data types. Schema in the HDMF-experimental namespace are experimental and subject to breaking changes at any time. - Added experimental data type ``ExternalResources`` for storing ontology information / external resource references. - Added experimental data type ``EnumData`` to store data from a set of fixed values. - Changed dtype for datasets within ``CSRMatrix`` from 'int' to 'uint' and added missing ``data_type_inc: Container`` to the ``CSRMatrix`` type. - Added data type ``SimpleMultiContainer``, a Container for storing other Container and Data objects together. - Added data type ``AlignedDynamicTable``, a DynamicTable type with support for categories (or sub-headings) each described by a separate DynamicTable. - Fixed missing dtype for ``VectorIndex``. - ``VectorIndex`` now extends ``VectorData`` instead of ``Index``. - Removed unused and non-functional ``Index`` data type. - See https://hdmf-common-schema.readthedocs.io/en/latest/format_release_notes.html for full release notes. 2.2.5 (May 29, 2020) ---------------------- - Add schema validation CI. - Fix incorrect dims and shape for ``ImagingPlane.origin_coords`` and ``ImagingPlane.grid_spacing``, and fix incorrect dims for ``TwoPhotonSeries.field_of_view``. 2.2.4 (April 14, 2020) ---------------------- - Fix typo in ``nwb.ophys.yaml`` that prevents proper parsing of the schema. 2.2.3 (April 13, 2020) ---------------------- - Move nested type definitions to root of YAML files. This does not functionally change the schema but simplifies parsing of the schema and extensions by APIs. - Make ``ImagingPlane.imaging_rate`` optional to handle cases where an imaging plane is associated with multiple time series with different rates. - Add release process documentation. 2.2.2 (March 2, 2020) --------------------- - Fix shape and dims of ``OpticalSeries.data`` for color images - Allow more than one ``OpticalChannel`` object in ``ImagingPlane`` - Update hdmf-common-schema to 1.1.3. This fixes missing 'shape' and 'dims' key for types ``VectorData``, ``VectorIndex``, and ``DynamicTableRegion``. - Revert changes to ``nwb.retinotopy.yaml`` in 2.1.0 which break backward compatibility and were not supported by the APIs in any case. Changes will be revisited in a future version. 2.2.1 (January 14, 2020) ------------------------ - Fixed incorrect version numbers in ``nwb.file.yaml`` and ``hdmf-common-schema/common/namespace.yaml``. 2.2.0 (January 6, 2020) ----------------------- - Moved common data structures such as Container and DynamicTable to hdmf-common-schema. - The hdmf-common-schema repo is now included as a submodule - See https://github.com/NeurodataWithoutBorders/nwb-schema/pull/307 for details - Added "channel_conversion" dataset to ElectricalSeries to represent per-channel conversion factors. - Added "sampling_rate" and "unit" attributes to "waveform_mean" and "waveform_sd" datasets/columns in Units table. - Added "description" and "manufacturer" attributes to Device. - Deprecated ImagingPlane "manifold" in favor of "origin_coords" and "grid_spacing" - Use "text" data type for all DynamicTable "colnames". Previously, only ASCII was allowed. - Use "text" data type for electrode table columns "location" and "group_name". Previously, only ASCII was allowed. - Added to description to make electrode x,y,z consistent with CCF reference. https://allensdk.readthedocs.io/en/latest/reference_space.html - Added "position" dataset with compound data type x,y,z in ElectrodeGroup. - Avoid enforcing "uint64" for sweep numbers for better compatibility. Use uint instead which is 32bit. - Set `dtype` for `Image` and its subtypes to `numeric`. (note: technically this breaks backwards compatibility, in the schema, but the `pynwb` API has always enforced that Images have a numeric type, and realistically we do not think users are storing strings in an `Image` dataset.) - Added "resolution" attribute to "spike_times" column of Units. - Changed the "quantity" key of attribute Units.resolution to "required" for schema language compliance. - Removed "required" key from dataset ImageSeries.field_of_view for schema language compliance. - Replaced "required" keys with "quantity" keys for ImagingPlane.origin_coords and ImagingPlane.grid_spacing for schema language compliance. - Refactored ImagingRetinotopy type to reduce redundancy. - Added "doc" key to ImagingRetinotopy.axis_2_power_map for schema language compliance. - Fixed makefiles for generating documentation on Windows. - Added optional "reference" column in "electrodes" table. - Changed dims of ImageSeries from (frame, y, x) to (frame, x, y) and (frame, z, y, x) to (frame, x, y, z) to be consistent with the dimension ordering in PlaneSegmentation. - Changed dims of Image from (y, x) to (x, y). (note: as far as we know, users of NWB 2.0 that use the Image type encode their data as (x, y)) to be consistent with the dimension ordering in ImageSeries. - Updated hdmf-common-schema to version 1.1.0 which includes: - The 'colnames' attribute of ``DynamicTable`` changed from data type 'ascii' to 'text'. - Improved documentation and type docstrings. 2.1.0 (September 2019) ---------------------- - Improved documentation in "doc" attribute of many types - Removed "help" attribute - Now that the schema is cached in an NWB file by default, this attribute is redundant, confusing, used inconsistently, clutters the file and documentation, and adds substantial boilerplate to writing extensions - See https://github.com/NeurodataWithoutBorders/nwb-schema/issues/270 for details - Removed static "description" attribute from some types - These were intended to be a "help" attribute, which has now been removed - For example, TimeIntervals dataset "start_time" attribute "description" had a fixed value that is now removed - Reordered keys - This standardizes the order of keys across types and makes the schema more readable - See https://github.com/NeurodataWithoutBorders/nwb-schema/issues/274 for details - Added "dims" attribute for datasets where "shape" was specified without "dims" - The "dims" attribute describes the data along each dimension of the dataset and is helpful to provide alongside "shape" - For example, NWBFile dataset "keywords" has attribute "shape" has one entry: "null". The attribute "dims" was added with one entry: "num_keywords" - Removed redundant specifications that are inherited from a parent type - ElectrodeGroup link "device": optional -> required - This was previously required by PyNWB - See https://github.com/NeurodataWithoutBorders/pynwb/issues/1025 for details - Matched default and fixed values of datasets and attributes with the documentation and intended use - IZeroClampSeries dataset "bias_current" unspecified value -> fixed value 0.0 - IZeroClampSeries dataset "bridge_balance" unspecified value -> fixed value 0.0 - IZeroClampSeries dataset "capacitance_compensation" unspecified value -> fixed value 0.0 - TimeSeries dataset "resolution" default value: 0.0 -> -1.0 - ImagingRetinotopy dataset "axis_descriptions" attribute "shape": null -> 2 - DecompositionSeries dataset "data" attribute "unit" default value unspecified -> default value "no unit" - VoltageClampStimulusSeries, CurrentClampSeries, IZeroClampSeries attribute "unit" has fixed value "volts" - CurrentClampStimulusSeries, VoltageClampSeries, attribute "unit" has fixed value "amperes" - NWBFile dataset "experimenter" and "related_publications" change from scalar to 1-D, unlimited arrays - This allows the "experimenter" and "related_publications" dataset to encode multiple values - See https://github.com/NeurodataWithoutBorders/pynwb/issues/985 and https://github.com/NeurodataWithoutBorders/nwb-schema/issues/299 for details - Standardized units to be plural, lower-case, SI units - TimeSeries dataset "starting_time" attribute "unit" fixed value: "Seconds" -> "seconds" - TimeSeries dataset "timestamps" attribute "unit" fixed value: "Seconds" -> "seconds" - ElectricalSeries dataset "data" attribute "unit" default value (previously optional): "volt" -> fixed value "volts" - SpikeEventSeries dataset "data" attribute "unit" default value (previously optional): "volt" -> fixed value "volts" - SpikeEventSeries dataset "timestamps" attribute "unit" fixed value (previously optional): "Seconds" -> fixed value "seconds" - EventDetection dataset "times" attribute "unit" default value: "Seconds" -> "seconds" - VoltageClampSeries dataset "capacitance_fast" attribute "unit" default value "Farad" -> fixed value "farads" - VoltageClampSeries dataset "capacitance_slow" attribute "unit" default value "Farad" -> fixed value "farads" - VoltageClampSeries dataset "resistance_comp_bandwidth" attribute "unit" default value "Hz" -> fixed value "hertz" - VoltageClampSeries dataset "resistance_comp_correction" attribute "unit" default value "percent" -> fixed value "percent" - VoltageClampSeries dataset "resistance_comp_prediction" attribute "unit" default value "percent" -> fixed value "percent" - VoltageClampSeries dataset "whole_cell_capacitance_comp" attribute "unit" default value "Farad" -> fixed value "farads" - VoltageClampSeries dataset "whole_cell_series_resistance_comp" attribute "unit" default value "Ohm" -> fixed value "ohms" - OptogeneticSeries dataset "data" attribute "unit" default value "watt" -> fixed value "watts" - ImagingPlane dataset "manifold" attribute "unit" default value "Meter" -> default value "meters" - see https://github.com/NeurodataWithoutBorders/nwb-schema/issues/277 for details - Made Units table column "waveform_mean" and "waveform_sd" have shape num_units x num_samples x num_electrodes - See https://github.com/NeurodataWithoutBorders/pynwb/pull/1008 for details - Made CorrectedImageStack and ImagingRetinotopy inherit from the more specific NWBDataInterface instead of NWBContainer - Added a scratch space for saving arbitrary datasets to an NWBFile - NWB is cumbersome as a format for day-to-day work. There is a lot of overheard to save one-off analysis results to an NWB file. To save new datasets, a user has write an extension. This is a lot of work for a result that may just be tossed out. - "scratch" is now an optional top-level group under NWBFile that can hold NWBContainer groups and ScratchData datasets - The scratch space is explicitly for non-standardized data that is not intended for reuse by others. Standard NWB types, and extensions if required, should always be used for any data that you intend to share. As such, published data should not include scratch data and a user should be able to ignore any data stored in scratch to use a file. - See https://github.com/NeurodataWithoutBorders/nwb-schema/issues/286 for details - Set the default value for the dataset "format" to "raw" and clarified the documentation for ImageSeries - See https://github.com/NeurodataWithoutBorders/nwb-schema/pull/308/files for details - Add required attribute ``object_id`` to all NWB Groups and Datasets with an assigned neurodata_type - See https://nwb-schema.readthedocs.io/en/latest/format_description.html#common-attributes for details **Backwards compatibility:** The PyNWB and MatNWB APIs can read 2.0 files with the 2.1 schema. 2.0.2 (June 2019) ----------------- - Updated authors - Removed NWBFile subgroup "specifications" because schema is now cached - See https://github.com/NeurodataWithoutBorders/pynwb/pull/953 for details - Made DecompositionSeries link "source_timeseries" optional - See https://github.com/NeurodataWithoutBorders/pynwb/pull/955 for details 2.0.1 (March 2019) ------------------ **Change:** Added ``doc`` and ``title`` descriptions for the individual source files included in the main namespace. **Reason:** Enhance documentation of the namespace and facilitate presentation of types in autogenerated docs by making it easier to sort ``neurodata_types`` into meaningful categories (i.e., sections) with approbriate tiles and descriptions. **Backwards compatibility:** No changes to the actual specification of the format are made. 2.0.1 is fully compatible with 2.0.0. 2.0.0 (January 2019) --------------------- **Main release:** November 2017 (Beta), November 2018 (RC), January 2019 (final) Added new base data types: ``NWBContainer``, ``NWBData``, ``NWBDataInterface`` ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ **Change:** Added common base types for Groups, Datasets, and for Groups storing primary experiment data **Reason** Collect common functionality and ease future evolution of the standard **Specific Changes** * :ref:`NWBContainer ` defines a common base type for all Groups with a ``neurodata_type`` and is now the base type of all main data group types in the NWB format, including :ref:`TimeSeries `. This also means that all group types now inherit the required ``help`` and ``source`` attribute from ``NWBContainer``. A number of neurodata_types have been updated to add the missing ``help`` (see https://github.com/NeurodataWithoutBorders/nwb-schema/pull/37/files for details) * :ref:`NWBDataInterface ` extends :ref:`NWBContainer ` and replaces ``Interface`` from NWB 1.x. It has been renamed to ease intuition. :ref:`NWBDataInterface ` serves as base type for primary data (e.g., experimental or analysis data) and is used to distinguish in the schema between non-metadata data containers and metadata containers. (see https://github.com/NeurodataWithoutBorders/nwb-schema/pull/116/files for details) * :ref:`NWBData ` defines a common base type for all Datasets with a ``neurodata_type`` and serves a similar function to :ref:`NWBContainer ` only for Datasets instead of Groups. Support general data structures for data tables and vector data ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ .. _sec-rn-tables: Support row-based and column-based tables """"""""""""""""""""""""""""""""""""""""" **Change:** Add support for storing tabular data via row-based and column-based table structures. **Reason:** Simplify storage of complex metadata. Simplify storage of dynamic and variable-length metadata. **Format Changes:** * **Row-based tables:** are implemented via a change in the specification language through support for compound data types The advantage of row-based tables is that they 1) allow referencing of sets of rows via region-references to a single dataset (e.g., a set of electrodes), 2) make it easy to add rows by appending to a single dataset, 3) make it easy to read individual rows of a table (but require reading the full table to extract the data of a single column). Row-based tables are used to simplify, e.g., the organization of electrode-metadata in NWB 2 (see above). (See the `specification language release notes `_ for details about the addition of compound data types in the schema). * *Referencing rows in a row-based tables:* Subsets of rows can referenced directly via a region-reference to the row-based table. Subsets * *Referencing columns in a row-based table:* This is currently not directly supported, but could be implemented via a combination of an object-reference to the table and a list of the labels of columns. * **Column-based tables:** are implemented via the new neurodata_type :ref:`DynamicTable `. A DynamicTable is simplified-speaking just a collection of an arbitrary number of :ref:`VectorData ` table column datasets (all with equal length) and a dataset storing row ids and a dataset storing column names. The advantage of the column-based store is that it 1) makes it easy to add new columns to the table without the need for extensions and 2) the column-based storage makes it easy to read individual columns efficiently (while reading full rows requires reading from multiple datasets). DynamicTable is used, e.g., to enhance storage of trial data. (See https://github.com/NeurodataWithoutBorders/pynwb/pull/536/files ) * *Referencing rows in column-based tables:* As :ref:`DynamicTable ` consist of multiple datasets (compared to row-based tables which consists of a single 1D dataset with a compound datatype) is not possible to reference a set of rows with a single region reference. To address this issue, NWB defines :ref:`DynamicTableRegion ` (added later in `PR634 (PyNWB) `_) dataset type, which stores a list of integer indices (row index) and also has an attribute ``table`` with the object reference to the corresponding :ref:`DynamicTable `. * *Referencing columns in a columns-based table:* As each column is a separate dataset, columns of a column-based :ref:`DynamicTable ` can be directly references via links, object-references and region-references. .. _sec-rn-vectordata-nwb2: Enable efficient storage of large numbers of vector data elements """"""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""" **Change** Introduce neurodata_types :ref:`VectorData ` , :ref:`VectorIndex `, :ref:`ElementIdentifiers ` **Reason** To efficiently store spike data as part of UnitTimes a new, more efficient data structure was required. This builds the general, reusable types to define efficient data storage for large numbers of data vectors in efficient, consolidated arrays, which enable more efficient read, write, and search (see :ref:`sec-rn-unittimes-nwb2`). **Format Changes** * :ref:`VectorData ` : Data values from a series of data elements are concatenated into a single array. This allows all elements to be stored efficiently in a single data array. * :ref:`VectorIndex ` : 1D dataset of exclusive stop-indices selecting subranges in :ref:`VectorData `. In addition, the ``target`` attribute stores an object reference to the corresponding VectorData dataset. With this we can efficiently access single sub-vectors associated with single elements from the :ref:`VectorData ` collection. An alternative approach would be store region-references as part of the VectorIndex. We opted for stop-indices mainly because they are more space-efficient and are easier to use for introspection of index values than region references. * :ref:`ElementIdentifiers ` : 1D array for storing unique identifiers for the elements in a VectorIndex. See :ref:`sec-rn-unittimes-nwb2` for an illustration and specific example use in practice. See also `I116 (nwb-schema) `__ and `PR382 (PyNWB) `__ for further details. Use new table and vector data structures to improve data organization ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ Improved organization of electrode metadata in ``/general/extracellular_ephys`` """""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""" **Change:** Consolidate metadata from related electrodes (e.g., from a single device) in a single location. **Example:** Previous versions of the format specified in ``/general/extracellular_ephys`` for each electrode a group ```` that stores 3 text datasets with a description, device name, and location, respectively. The main ``/general/extracellular_ephys group`` then contained in addition the following datasets: - ``electrode_group`` text array describing for each electrode_group (implicitly referenced by index) which device (shank, probe, tetrode, etc.) was used, - ``electrode_map`` array with the x,y,z locations of each electrode - ``filtering``, i.e., a single string describing the filtering for all electrodes (even though each electrode might be from different devices), and iv), - ``impedance``, i.e., a single text array for impedance (i.e., the user has to know which format the string has, e.g., a float or a tuple of floats for impedance ranges). **Reason:** - Avoid explosion of the number of groups and datasets. For example, in the case of an ECoG grid with 128 channels one had to create 128 groups and corresponding datasets to store the required metadata about the electrodes using the original layout. - Simplify access to related metadata. E.g., access to metadata from all electrodes of a single device requires resolution of a potentially large number of implicit links and access to a large number of groups (one per electrode) and datasets. - Improve performance of metadata access operations. E.g., to access the ``location`` of all electrodes corresponding to a single recording in an ```` in the original layout required iterating over a potentially large number of groups and datasets (one per electrode), hence, leading to a large number of small, independent read/write/seek operations, causing slow performance on common data accesses. Using the new layout, these kind of common data accesses can often be resolved via a single read/write - Ease maintenance, use, and development through consolidation of related metadata **Format Changes** - Added specification of a new neurodata type ```` group. Each ```` contains the following datasets to describe the metadata of a set of related electrodes (e.g., all electrodes from a single device): - ``description`` : text dataset (for the group) - ``device``: Soft link to the device in ``/general/devices/`` - ``location``: Text description of the location of the device - Added table-like dataset ``electrodes`` that consolidates all electrode-specific metadata. This is a :ref:`DynamicTable ` describing for each electrode: - ``id`` : a user-specified unique identifier - ``x``, ``y``, ``z`` : The floating point coordinate for the electrode - ``imp`` : the impedance of the channel - ``location`` : The location of channel within the subject e.g. brain region - ``filtering`` : Description of hardware filtering - ``group`` : Object reference to the ``ElectrodeGroup`` object - ``group_name`` : The name of the ``ElectrodeGroup`` - Updated ``/general/extracellular_ephys`` as follows: - Replaced ``/general/extracellular_ephys/`` group (and all its contents) with the new ```` - Removed ``/general/extracellular_ephys/electrode_map`` dataset. This information is now stored in the ``ElectrodeTable``. - Removed ``/general/extracellular_ephys/electrode_group`` dataset. This information is now stored in ``/device``. - Removed ``/general/extracellular_ephys/impedance`` This information is now stored in the ``ElectrodeTable``. - Removed ``/general/extracellular_ephys/filtering`` This information is now stored in the ``ElectrodeTable``. .. note:: In NWB 2.0Beta the refactor originally used a row-based table for the ``ElectrodeTable`` based on a compound data type as described in `#I6 (new-schema) `_, i.e., ``electrodes`` was a 1D compound dataset. This was later changed to a column-based :ref:`DynamicTable ` (see :ref:`sec-rn-tables`). The main reason for this later change was mainly to avoid the need for large numbers of user-extensions to add electrode metadata (see `#I623 (PyNWB) `_ and `PR634 (PyNWB) `_ for details.) This change also removed the optional ``description`` column as it can be added easily by the user to the :ref:`DynamicTable ` if required. Improved storage of lab-specific meta-data """""""""""""""""""""""""""""""""""""""""" **Reason:** Labs commonly have specific meta-data associated with sessions, and we need a good way to organize this within NWB. **Changes:** The datatype ``LabMetaData`` has been added to the schema within /general so that an extension can be added to /general by inheriting from LabMetaData. For further details see `I19 (nwb-schema) `_ and `PR751 (PyNWB) `_. Improved storage of Spectral Analyses (Signal Decomposition) """""""""""""""""""""""""""""""""""""""""""""""""""""""""""" **Reason:** Labs commonly use analyses that involve frequency decomposition or bandpass filtering of neural or behavioral data, and it is difficult to standardize this data and meta-data across labs. **Changes:** A new datatype, :ref:`DecompositionSeries ` has been introduced to offer a common interface for labs to exchange the result of time-frequency analysis. The new type offers a :ref:`DynamicTable ` to allow users to flexibly add features of bands, and a place to directly link to the `TimeSeries` that was used. For further details see `#I46 (nwb-schema) `_ and `#PR764 (PyNWB) `_ Improved storage of Images """""""""""""""""""""""""" **Reason:** * **Improve consistency of schema:** Previously there was a reference to ``Image`` from ``ImageSeries``, however ``Image`` was not defined in the schema * **Support different static image types** **Changes:** :ref:`Image ` was added as a base type, and subtypes were defined: :ref:`GrayscaleImage `, :ref:`RGBImage `, and :ref:`RGBAImage ` (The "A" in "RGBA" is for alpha, i.e., opacity). Improved storage of ROIs """""""""""""""""""""""" **Reason:** * **Improve efficiency:** Similar to epochs, in NWB 1.x ROIs were stored as a single group per ROI. This structure is inefficient for storing large numbers of ROIs. * **Make links explicit:** The relationship of ``RoiResponseSeries`` to ``ROI`` objects was implicit (i.e. ROI was specified by a string), so one had to know a priori which ``ImageSegmentation`` and ``ImagingPlane`` was used to produce the ROIs. * **Support 3D ROIs:** Allow users to add 3D ROIs collected from a multi-plane image. **Changes:** The main types for storing ROIs in NWB 2 are :ref:`ImageSegmentation ` which stores 0 or more :ref:`PlaneSegmentation `. :ref:`PlaneSegmentation ` is a :ref:`DynamicTable ` for managing image segmentation results of a specific imaging plane. The ROIs are referenced by :ref:`RoiResponseSeries ` which stores the ROI responses over an imaging plane. During the development of NWB 2 the management of ROIs has been improved several times. Here we outline the main changes (several of which were ultimately merged together in the :ref:`PlaneSegmentation ` type). 1. Added neurodata_type ``ImageMasks`` replacing ``ROI.img_mask`` (from NWB 1.x) with **(a)** a 3D dataset with shape [num_rois, num_x_pixels, num_y_pixels] (i.e. an array of planar image masks) or **(b)** a 4D dataset with shape [num_rois, num_x_pixels, num_y_pixels, num_z_pixels] (i.e. an array of volumetric image masks) ``ImageMasks`` was subsequently merged with :ref:`PlaneSegmentation ` and is represented by the :ref:`VectorData ` table column ``image_mask`` in the table. 2. Added neurodata_type ``PixelMasks`` which replaces ROI.pix_mask/ROI.pix_mask_weight (from NWB 1.x) with a table that has columns “x”, “y”, and “weight” (i.e. combining ROI.pix_mask and ROI.pix_mask_weight into a single table). ``PixelMasks`` was subsequently merged with :ref:`PlaneSegmentation ` and is represented by the :ref:`VectorData ` dataset ``pixel__mask`` that is referenced from the table via the :ref:`VectorIndex ` column ``pixel_mask_index``. 3. Added analogous neurodata_type ``VoxelMasks`` with a table that has columns "x", "y", "z", and "weight" for 3D ROIs. ``VoxelMasks`` was subsequently merged with :ref:`PlaneSegmentation ` and is represented by the :ref:`VectorData ` dataset ``voxel_mask`` that is referenced from the table via the :ref:`VectorIndex ` column ``voxel_mask_index``. 4. Added neurodata_type ``ROITable`` which defines a table for storing references to the image mask and pixel mask for each ROI (see item 1,2). The ``ROITable`` type was subsequently merged with the :ref:`PlaneSegmentation ` type and as such does no longer appear as a separate type in the NWB 2 schema but :ref:`PlaneSegmentation ` takes the function of ``ROITable``. 5. Added neurodata_type ``ROITableRegion`` for referencing a subset of elements in an ROITable. Subsequently ``ROITableRegion`` has been replaced by :ref:`DynamicTableRegion ` as the ``ROITable`` changed to a :ref:`DynamicTable ` and was merged with :ref:`PlaneSegmentation ` (see 8.) 6. Replaced ``RoiResponseSeries.roi_names`` with ``RoiResponseSeries.rois``, which is a :ref:`DynamicTableRegion ` into the :ref:`PlaneSegmentation ` table of ROIs (see items 3,4). (Before ROITable was converted from a row-based to a column-based table, `RoiResponseSeries.rois`` had been changed to a ``ROITableRegion`` which was then subsequently changed to a corresponding :ref:`DynamicTableRegion `) 7. Removed ``RoiResponseSeries.segmentation_interface``. This information is available through ``RoiResponseSeries.rois`` (described above in 5.) 8. Assigned neurodata_type :ref:`PlaneSegmentation ` to the image_plan group in :ref:`ImageSegmentation ` and updated it to use the ``ROITable``, ``ImageMasks``, ``PixelMasks``, and :``VoxelMasks`` (see items 1-4 above). Specifically, :ref:`PlaneSegmentation ` has been changed to be a :ref:`DynamicTable ` and ``ROITable``, ``ImageMasks``, ``PixelMasks``, and ``VoxelMasks`` have been merged into the :ref:`PlaneSegmentation ` table, resulting in the removal of the ``ROITable``, ``ROITableRegion``, ``ImageMasks``, ``PixelMasks``, and ``VoxelMasks`` types. For additional details see also: * `PR391 (PyNWB) `_ and `I118 (nwb-schema) `_ for details on the main refactoring of ROI storage, * `PR665 (PyNWB) `_ and `I663 (PyNWB) `_ (and previous issue `I643 (PyNWB) `_) for details on the subsequent refactor using :ref:`DynamicTable `, and * `PR688 (PyNWB) `_ and `I554 (nwb-schema) `_ for details on 3D ROIs, .. _sec-rn-unittimes-nwb2: Improved storage of unit-based data """"""""""""""""""""""""""""""""""" In NWB 1.0.x data about spike units was stored across a number of different neurodata_types, specifically ``UnitTimes``, ``ClusterWaveforms``, and ``Clustering``. This structure had several critical shortcomings, which were addressed in three main phases during the development of NWB 2. **Problem 1: Efficiency:** In NWB 1.x each unit was stored as a separate group ``unit_n`` containing the ``times`` and ``unit_description`` for unit with index ``n``. In cases where users have a very large number of units, this was problematic with regard to performance. To address this challenge ``UnitTimes`` has been restructured in NWB 2 to use the new :ref:`VectorData ` , :ref:`VectorIndex `, :ref:`ElementIdentifiers ` data structures (see :ref:`sec-rn-vectordata-nwb2`).Specifically, NWB 2 replaced ``unit_n`` (from NWB 1.x, also referred to by neurodata_type ``SpikeUnit`` in NWB 2beta) groups in ``UnitTimes`` with the following data: * ``unit_ids`` : :ref:`ElementIdentifiers ` dataset for storing unique ids for each element * ``spike_times_index``: :ref:`VectorIndex ` dataset with region references into the spike times dataset * ``spike_times``: :ref:`VectorData ` dataset storing the actual spike times data of all units in a single data array (for efficiency). See also `I116 (nwb-schema) `__ and `PR382 (PyNWB) `__ for further details. .. _fig-software-architecture: .. figure:: figures/unit_times_refactor_nwb2_release_notesV2_Part1.* :width: 100% :alt: UnitTimes data structure overview Overview of the basic data structure for storing ``UnitTimes`` using the :ref:`VectorData ` (``spike_times``), :ref:`VectorIndex ` (``spike_times_index``), and :ref:`ElementIdentifiers ` (``unit_ids``) data structures. **Problem 2: Dynamic Metadata:** Users indicated that it was not easy to store user-defined metadata about units. To address this challenge, NWB 2 added an optional top-level group ``units/`` (which was subsequently moved to ``/intervals/units``) which is a :ref:`DynamicTable ` with ``id`` and ``description`` columns and optional additional user-defined table columns. See `PR597 on PyNWB `_ for detailed code changes. See the `PyNWB docs `__ for a short tutorial on how to use unit metadata. See :ref:`NWBFile ` *Groups: /units* for an overview of the unit schema. **Problem 3: Usability:** Finally, users found that storing unit data was challenging due to the fact that the information was distributed across a number of different types. To address this challenge, NWB 2.0 integrates ``UnitTimes``, ``ClusterWaveforms``, and ``Clustering`` (deprecated) into the new column-based table ``units/`` (i.e., ``intervals/units``) (which still uses the optimized vector data storage to efficiently store spike times). See for discussions and `I674 on PyNWB `_ (and related `I675 on PyNWB `_) and the pull request `PR684 on PyNWB `_ for detailed changes. Together these changes have resulted in the following improved structure for storing unit data and metadata in NWB 2.0. .. figure:: figures/unit_times_refactor_nwb2_release_notesV2_Part2.* :width: 100% :alt: Spiking units data structure overview Overview of the data structure for storing spiking unit data and metadata in NWB 2.0. In addition to ``spike_times``, the units table includes the following optional columns: - ``obs_intervals``: intervals indicating the time intervals over which this unit was recorded. - ``electrodes``: range references to the electrodes table indicating which electrodes from which this unit was recorded. - ``electrode_group``: may be used instead of ``electrodes`` if mutually exclusive electrode groups are sufficient. - ``waveform_mean``: mean waveform across all recorded spikes. - ``waveform_sd``: standard deviation from the mean across all recorded spikes. Improved support for sweep-based information """""""""""""""""""""""""""""""""""""""""""" **Changes** Added :ref:`SweepTable ` type stored in ``/general/intracellular_ephys`` **Reason:** In Icephys it is common to have sweeps (i.e., a group of PatchClampSeries belonging together, were up to two TimeSeries are from one electrode, including other TimeSeries not related to an electrode (aka TTL channels)). NWB 1.0.x did not support the concept of sweeps, so it was not possible to link different TimeSeries for sweeps. The goal of this change is to allow users to find the TimeSeries which are from one sweep without having to iterate over all present TimeSeries. **Format Changes** Added neurodata_type :ref:`SweepTable ` to ``/general/intracellular_ephys``. SweepTable is a `DynamicTable ` storing for each sweep a the ``sweep_number`` and the ``series_index``. The later is a :ref:`VectorIndex ` pointing to a :ref:`VectorData ` dataset describing belonging :ref:`PatchClampSeries ` to the sweeps. See `I499 (PyNWB) `_ and `PR701 (PyNWB) `_ for further details. Improved specification of reference time stamp(s) ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ To improve the specification of reference time, NWB adopts ISO8061 for storing datetimes and adds ``timestamps_reference_time`` as explicit zero for all timestamps in addition to the ``session_start_time``. Improve standardization of reference time specification using ISO8061 """"""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""" **Changes:** Modify ``session_start_time`` an ``file_create_date`` to enforce use of ISO 8601 datetime strings **Reason:** Standardize the specification of timestamps to ensure consistent programmatic and human interpretation **Format Changes:** Updated ``session_start_time`` and ``file_create_date`` to use ``dtype: isodatetime`` that was added as dedicated dtype to the specification language. For details see `PR641 (PyNWB) `_ and `I50 (nwb-schema) `_. Improved specification of reference time """""""""""""""""""""""""""""""""""""""" **Change:** Add field ``timestamps_reference_time``, allowing users to explicitly specify a date and time corresponding to time zero for all timestamps in the nwb file. **Reason:** Previously ``session_start_time`` served both as the indicator for the start time of a session as well as the global reference time for a file. Decoupling the two makes the global reference time explicit and enables users to use times relative to the session start as well as other reference time frames, e.g., using POSIX time. This also makes the specification easier to develop against, since this will explicitly specify the offset to obtain relative timestamps, eliminating the need for APIs to guess based on range. **Format Changes:** Added top-level field ``timestamps_reference_time``. See `PR709 (PyNWB) `_ and `I49 (nwb-schema) `_ for further details. Improved storage of time intervals ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ Improved storage of epoch data """""""""""""""""""""""""""""" **Change:** Store epoch data as a table to improve efficiency, usability and extensibility. **Reason:** In NWB 1.x Epochs are stored as a single group per Epoch. Within each Epoch, the index into each TimeSeries that the Epoch applies to was stored as a single group. This structure is inefficient for storing large numbers of Epochs. **Format Changes:** In NWB 2 epochs are stored via a :ref:`TimeIntervals ` table (i.e., a :ref:`DynamicTable ` for storing time intervals) that is stored in the group ``/intervals/epochs``. Over the course of the development of NWB 2 the epoch storage has been refined in several phases: - First, we create a new neurodata_type ``Epochs`` which was included in :ref:`NWBFile ` as the group ``epochs``. This simplified the extension of the epochs structure. ``/epochs`` at that point contained a compound (row-based) table with neurodata_type ``EpochTable`` that described the start/stop times, tags, and a region reference into the ``TimeSeriesIndex`` to identify the timeseries parts the epoch applies to. Note, the types ``Epochs``, ``EpochTable`` and ``TimeSeriesIndex`` have been removed/superseded in subsequent changes. (See `PR396 (PyNWB) `_ and `I119 (nwb-schema) `_ ). - Later, an additional :ref:`DynamicTable ` for storing dynamic metadata about epochs was then added to the ``Epochs`` neurodata_type to support storage of dynamic metadata about epochs without requiring users to create custom extensions (see `PR536 (PyNWB) `_). - Subsequently the epoch table was then fully converted to a :ref:`DynamicTable ` (see `PR682 (PyNWB) `_ and `I664 (PyNWB) `_) - Finally, the EpochTable was then moved to ``/intervals/epochs`` and the EpochTable type was replaced by the more general type :ref:`TimeIntervals `. This also led to removal of the ``Epochs`` type (see `PR690 (PyNWB) `_ and `I683 (PyNWB) `_) Improved support for trial-based data """"""""""""""""""""""""""""""""""""" **Change:** Add dedicated concept for storing trial data. **Reason:** Users indicated that it was not easy to store trial data in NWB 1.x. **Format Changes:** Added optional group ``/intervals/trials/`` which is a :ref:`DynamicTable ` with ``id``, ``start_time``, and ``stop_time`` columns and optional additional user-defined table columns. See `PR536 on PyNWB `_ for detailed code changes. See the `PyNWB docs `__ for a short tutorial on how to use trials. See :ref:`NWBFile ` *Groups: /trials* for an overview of the trial schema. **Note:** Originally trials was added a top-level group trials which was then later moved to ``/intervals/trials`` as part of the generalization of time interval storage as part of `PR690 (PyNWB) `_ . Generalized storage of time interval """""""""""""""""""""""""""""""""""" **Change:** Create general type :ref:`TimeIntervals ` (which is a generalization of the previous EpochTable type) and create top-level group ``/intervals`` for organizing time interval data. **Reason:** Previously all time interval data was stored in either ``epochs`` or ``trials``. To facilitate reuse and extensibility this has been generalized to enable users to create arbitrary types of intervals in addition to the predefined types, i.e., epochs or trials. **Format Changes:** See `PR690 (PyNWB) `_ and `I683 (PyNWB) `_ for details: - Renamed ``EpochTable`` type to the more general type :ref:`TimeIntervals ` to facilitate reuse. - Created top-level group ``/intervals`` for organizing time interval data. - Moved ``/epochs`` to ``/intervals/epochs`` and reused the TimeIntervals type - Moved ``/trials`` to ``/intervals/trials`` and reused the TimeIntervals type - Allow users to add arbitrary TimeIntervals tables to ``/intervals`` - Add optional :ref:`TimeIntervals ` object named ``invalid_times`` in ''/intervals``, which specifies time intervals that contain artifacts. See `I224 (nwb-schema) `_ and `PR731 (PyNWB) `_ for details. Replaced Implicit Links/Data-Structures with Explicit Links ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ **Change** Replace implicit links with explicit soft-links to the corresponding HDF5 objects where possible, i.e., use explicit HDF5 mechanisms for expressing basic links between data rather than implicit ones that require users/developers to know how to use the specific data. In addition to links, NWB 2 adds support for object- and region references, enabling the creation of datasets (i.e., arrays) that store links to other data objects (groups or datasets) or regions (i.e., subsets) of datasets. **Reason:** In several places datasets containing arrays of either 1) strings with object names, 2) strings with paths, or 3) integer indexes are used that implicitly point to other locations in the file. These forms of implicit links are not self-describing (e.g., the kind of linking, target location, implicit size and numbering assumptions are not easily identified). This hinders human interpretation of the data as well as programmatic resolution of these kind of links. **Format Changes:** - Text dataset ``image_plane`` of ```` is now a link to the corresponding ```` (which is stored in ``/general/optophysiology``) - Text dataset ``image_plane_name`` of ```` is now a link to the corresponding ```` (which is stored in ``/general/optophysiology``). The dataset is also renamed to ``image_plane`` for consistency with ```` - Text dataset ``electrode_name`` of ```` is now a link to the corresponding ```` (which is stored in ``/general/intracellular_ephys``). The dataset is also renamed to ``electrode`` for consistency. - Text dataset ``site`` in ```` is now a link to the corresponding ```` (which is stored in ``/general/optogenetics``). - Integer dataset ``electrode_idx`` of ``FeatureExtraction`` is now a dataset ``electrodes`` of type :ref:`DynamicTableRegion ` pointing to a region of the ``ElectrodeTable`` stored in ``/general/extracellular_ephys/electrodes``. - Integer array dataset ``electrode_idx`` of ```` is now a dataset ``electrodes`` of type :ref:`DynamicTableRegion ` pointing to a region of the ``ElectrodeTable`` stored in ``/general/extracellular_ephys/electrodes``. - Text dataset ``/general/extracellular_ephys//device`` is now a link ``/device`` - The Epochs , Unit, Trial and other dynamic tables in NWB 2 also support (and use) region and object references to explicitly reference other data (e.g., vector data as part of the unit tables). Improved consistency, identifiably, and readability ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ Improved identifiably of objects """""""""""""""""""""""""""""""" **Change:** All groups and datasets are now required to either have a unique ``name`` or a unique ``neurodata_type`` defined. **Reason:** This greatly simplifies the unique identification of objects with variable names. **Format Changes:** Defined missing neurodata_types for a number of objects, e.g.,: - Group ``/general/optophysiology/`` now has the neurodata type ``ImagingPlane`` - Group ``/general/intracellular_ephys/`` now has the neurodata type ``IntracellularElectrode`` - Group ``/general/optogenetics/`` now has the neurodata type ``StimulusSite`` - ... To enable identification of the type of objects, the ``neurodata_type`` is stored in HDF5 files as an attribute on the corresponding object (i.e., group or dataset). Also information about the ``namespace`` (e.g., the name and version) are stored as attributed to allow unique identification of the specification for storage objects. Simplified extension of subject metadata """""""""""""""""""""""""""""""""""""""" **Specific Change:** Assigned ``neurodata_type`` to ``/general/subject`` to enable extension of the subject container directly without having to extend ``NWBFile`` itself. (see https://github.com/NeurodataWithoutBorders/nwb-schema/issues/120 and https://github.com/NeurodataWithoutBorders/nwb-schema/pull/121 for details) Reduce requirement for potentially empty groups """"""""""""""""""""""""""""""""""""""""""""""" **Change:** Make several previously required fields optional **Reason:** Reduce need for empty groups. **Format Changes:** The following groups/datasets have been made optional: * ``/epochs`` : not all experiments may require epochs. * ``/general/optogenetics`` : not all experiments may use optogenetic data * ``device`` in :ref:`IntracellularElectrode ` * Added missing metadata """""""""""""""""""""" **Change:** Add a few missing metadata attributes/datasets. **Reason:** Ease data interpretation, improve format consistency, and enable storage of additional metadata **Format Changes:** - ``/general/devices`` text dataset becomes group with neurodata type ``Device`` to enable storage of more complex and structured metadata about devices (rather than just a single string) - Added attribute ``unit=Seconds`` to ``/times`` dataset to explicitly describe time units and improve human and programmatic data interpretation - Added ``filtering`` dataset to type ```` (i.e., ``/general/intracellular_ephys/``) to enable specification of per-electrode filtering data - Added default values for ``/description`` and ``/comments`` Improved Consistency """""""""""""""""""" **Change:** Rename objects, add missing objects, and refine types **Reason:** Improve consistency in the naming of data objects that store similar types of information in different places and ensure that the same kind of information is available. **Format Changes:** - Added missing ``help`` attribute for ```` to improve consistency with other types as well as human data interpretation - Renamed dataset ``image_plan_name`` in ```` to ``image_plane`` to ensure consistency in naming with ```` - Renamed dataset ``electrode_name`` in ```` to ``electrode`` for consistency (and since the dataset is now a link, rather than a text name). - Renamed dataset ``electrode_idx`` in ```` to ``electrode_group`` for consistency (and since the dataset is now a link to the ````) - Renamed dataset ``electrode_idx`` in ```` to ``electrode_group`` for consistency (and since the dataset is now a link to the ````) - Changed ``imaging_rate`` field in :ref:`ImagingPlane ` from text to float. See `PR697 (PyNWB) `_ and `I136 (nwb-schema) `_ for details Added ``keywords`` field """"""""""""""""""""""""" **Change:** Added keywords fields to ``/general`` **Reason:** Data archive and search tools often rely on user-defined keywords to facilitate discovery. This enables users to specify keywords for a file. (see `PR620 (PyNWB) `_) Removed ``source`` field """""""""""""""""""""""" **Change:** Remove required attribute ``source`` from all neurodata_types **Reason:** In NWB 1.0.x the attribute ``source`` was defined as a free text entry intended for storage of provenance information. In practice, however, this attribute was often either ignored, contained no useful information, and/or was misused to encode custom metadata (that should have been defined via extensions). **Specific Change:** Removed attribute ``source`` from the core base neurodata_types which effects a large number of the types throughout the NWB schema. For further details see `PR695 (PyNWB) `_) Removed ``ancestry`` field """""""""""""""""""""""""" **Change:** Removed the explicit specification of ancestry as an attribute as part of the format specification **Reason:** 1) avoid redundant information as the ancestry is encoded in the inheritance of types, 2) ease maintenance, and 3) avoid possible inconsistencies between the ancestry attribute and the true ancestry (i.e., inheritance hierarchy) as defined by the spec. **Note** The new specification API as part of PyNWB/HDMF makes the ancestry still easily accessible to users. As the ancestry can be easily extracted from the spec, we currently do not write a separate ancestry attribute but this could be easily added if needed. (see also `PR707 (PyNWB) `_, `I24 (nwb-schema) `_) Improved organization of processed and acquisition data ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ Improved organization of processed data """""""""""""""""""""""""""""""""""""""" **Change:** Relaxed requirements and renamed and refined core types used for storage of processed data. **Reason:** Ease user intuition and provide greater flexibility for users. **Specific Changes:** The following changes have been made to the organization of processed data: * *Module* has been renamed to :ref:`ProcessingModule ` to avoid possible confusion and to clarify its purpose. Also :ref:`ProcessingModule ` may now contain any :ref:`NWBDataInterface `. * With :ref:`NWBDataInterface ` now being a general base class of :ref:`TimeSeries `, this means that it is now possible to define data processing types that directly inherit from :ref:`TimeSeries `, which was not possible in NWB 1.x. * *Interface* has been renamed to *NWBDataInterface* to avoid confusion and ease intuition (see above) * All *Interface* types in the original format had fixed names. The fixed names have been replaced by specification of corresponding default names. This change enables storage of multiple instances of the same analysis type in the same :ref:`ProcessingModule ` by allowing users to customize the name of the data processing types, whereas in version 1.0.x only a single instance of each analysis could be stored in a *ProcessingModule* due to the requirement for fixed names. Simplified organization of acquisition data """""""""""""""""""""""""""""""""""""""""""" **Specific Changes:** * ``/acquisition`` may now store any primary data defined via an :ref:`NWBDataInterface ` type (not just TimeSeries). * ``/acquisition/timeseries`` and ``/acquisition/images`` have been removed * Created a new neurodata_type :ref:`Images ` for storing a collection of images to replace ``acquisition/images`` and provide a more general container for use elsewhere in NWB (i.e., this is not meant to replace :ref:`ImageSeries `) Other changes: ^^^^^^^^^^^^^^ * `PR765 `_ made the timestamps in :ref:`SpikeEventSeries ` required Improved governance and accessibility ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ **Change:** Updated release and documentation mechanisms for the NWB format specification **Reason:** Improve governance, ease-of-use, extensibility, and accessibility of the NWB format specification **Specific Changes** - The NWB format specification is now released in separate Git repository - Format specifications are released as YAML files (rather than via Python .py file included in the API) - Organized core types into a set of smaller YAML files to ease overview and maintenance - Converted all documentation documents to Sphinx reStructuredText to improve portability, maintainability, deployment, and public access - Sphinx documentation for the format are auto-generated from the YAML sources to ensure consistency between the specification and documentation - The PyNWB API now provides dedicated data structured to interact with NWB specifications, enabling users to programmatically access and generate format specifications Specification language changes ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ **Change:** Numerous changes have been made to the specification language itself in NWB 2.0. Most changes to the specification language effect mainly how the format is specified, rather than the actual structure of the format. The changes that have implications on the format itself are described next. For an overview and discussion of the changes to the specification language see `specification language release notes `_. Specification of dataset dimensions """"""""""""""""""""""""""""""""""" **Change:** Updated the specification of the dimensions of dataset **Reason:** To simplify the specification of dimension of datasets and attribute **Format Changes:** * The shape of various dataset is now specified explicitly for several datasets via the new ``shape`` key * The ``unit`` for values in a dataset are specified via an attribute on the dataset itself rather than via ``unit`` definitions in structs that are available only in the specification itself but not the format. * In some cases the length of a dimension was implicitly described by the length of structs describing the components of a dimension. This information is now explicitly described in the ``shape`` of a dataset. Added ``Link`` type """"""""""""""""""" **Change** Added new type for links **Reason:** - Links are usually a different type than datasets on the storage backend (e.g., HDF5) - Make links more readily identifiable - Avoid special type specification in datasets **Format Changes:** The format itself is not affected by this change aside from the fact that datasets that were links are now explicitly declared as links. Removed datasets defined via autogen """""""""""""""""""""""""""""""""""" **Change** Support for ``autogen`` has been removed from the specification language. After review of all datasets that were produced via autogen it was decided that all autogen datasets should be removed from the format. **Reason** The main reasons for removal of autogen dataset is to ease use and maintenance of NWB files by 1) avoiding redundant storage of information (i.e., improve normalization of data) and 2) avoiding dependencies between data (i.e., datasets having to be updated due to changes in other locations in a file). **Format Changes** * Datasets/Attributes that have been removed due to redundant storage of the path of links stored in the same group: * IndexSeries/indexed_timeseries_path * RoiResponseSeries/segmentation_interface_path * ImageMaskSeries/masked_imageseries_path * ClusterWaveforms/clustering_interface_path * EventDetection/source_electricalseries_path * MotionCorrection/image_stack_name/original_path * NWBFile/epochs/epoch_X.links * Datasets//Attributes that have been removed because they stored only a list of groups/datasets (of a given type or property) in the current group. * Module.interfaces (now ProcessingModule) * ImageSegmentation/image_plane/roi_list * UnitTimes/unit_list * TimeSeries.extern_fields * TimeSeries.data_link * TimeSeries.timestamp_link * TimeSeries.missing_fields * Other datasets/attributes that have been removed to ease use and maintenance because the data stored is redundant and can be easily extracted from the file: * NWBFile/epochs.tags * TimeSeries/num_samples * Clustering/cluster_nums Removed ``'neurodata\_type=Custom'`` """""""""""""""""""""""""""""""""""" **Change** The ``'neurodata\_type=Custom'`` has been removed. **Reason** All additions of data should be governed by extensions. Custom datasets can be identified based on the specification, i.e., any objects that are not part of the specification are custom. 1.0.x (09/2015 - 04/2017) ------------------------- NWB 1.0.x has been deprecated. For documents relating to the 1.0.x schema please see `https://github.com/NeurodataWithoutBorders/specification_nwbn_1_0_x `_. 1.0.6, April 8, 2017 ^^^^^^^^^^^^^^^^^^^^ Minor fixes: * Modify / documentation to use html entities for < and >. * Fix indentation of unit attribute data_type, and conversion attribute description in ``/general/optophysiology//manifold``. * Fix typos in ``/`` conversion, resolution and unit attributes. * Update documentation for ``IndexSeries`` to reflect more general usage. * Change to all numerical version number to remove warning message when installing using setuptools. 1.0.5i_beta, Dec 6, 2016 ^^^^^^^^^^^^^^^^^^^^^^^^ Removed some comments. Modify author string in info section. 1.0.5h_beta, Nov 30, 2016 ^^^^^^^^^^^^^^^^^^^^^^^^^ Add dimensions to ``/acquisition/images/`` 1.0.5g\_beta, Oct 7, 2016 ^^^^^^^^^^^^^^^^^^^^^^^^^ - Replace group options: ``autogen: {"type": "create"}`` and ``"closed": True`` with ``"\_properties": {"create": True}`` and ``"\_properties": {"closed": True}``. This was done to make the specification language more consistent by having these group properties specified in one place (``"\_properties"`` dictionary). 1.0.5f\_beta, Oct 3, 2016 ^^^^^^^^^^^^^^^^^^^^^^^^^ - Minor fixes to allow validation of schema using json-schema specification in file ``meta-schema.py`` using utility ``check\_schema.py``. 1.0.5e\_beta, Sept 22, 2016 ^^^^^^^^^^^^^^^^^^^^^^^^^^^ - Moved definition of ``/`` out of ``/processing`` group to allow creating subclasses of Module. This is useful for making custom Module types that specified required interfaces. Example of this is in ``python-api/examples/create\_scripts/module-e.py`` and the extension it uses (``extensions/e-module.py``). - Fixed malformed html in ``nwb\_core.py`` documentation. - Changed html generated by ``doc\_tools.py`` to html5 and fixed so passes validation at https://validator.w3.org. 1.0.5d\_beta, Sept 6, 2016 ^^^^^^^^^^^^^^^^^^^^^^^^^^ - Changed ImageSeries img\_mask dimensions to: ``"dimensions": ["num\_y","num\_x"]`` to match description. 1.0.5c\_beta, Aug 17, 2016 ^^^^^^^^^^^^^^^^^^^^^^^^^^ - Change IndexSeries to allow linking to any form of TimeSeries, not just an ``ImageSeries`` 1.0.5b\_beta, Aug 16, 2016 ^^^^^^^^^^^^^^^^^^^^^^^^^^ - Make ``'manifold'`` and ``'reference\_frame'`` (under ``/general/optophysiology``) recommended rather than required. - In all cases, allow subclasses of a TimeSeries to fulfill validation requirements when an instance of TimeSeries is required. - Change unit attributes in ``VoltageClampSeries`` series datasets from required to recommended. - Remove ``'const'=True`` from ``TimeSeries`` attributes in ``AnnotationSeries`` and ``IntervalSeries``. - Allow the base ``TimeSeries`` class to store multi-dimensional arrays in ``'data'``. A user is expected to describe the contents of 'data' in the comments and/or description fields. 1.0.5a\_beta, Aug 10, 2016 ^^^^^^^^^^^^^^^^^^^^^^^^^^ Expand class of Ids allowed in ``TimeSeries`` ``missing\_fields`` attribute to allow custom uses. 1.0.5\_beta Aug 2016 ^^^^^^^^^^^^^^^^^^^^ - Allow subclasses to be used for merges instead of base class (specified by ``'merge+'`` in format specification file). - Use ``'neurodata\_type=Custom'`` to flag additions that are not describe by a schema. - Exclude TimeSeries timestamps and starting time from under ``/stimulus/templates`` 1.0.4\_beta June 2016 ^^^^^^^^^^^^^^^^^^^^^ - Generate documentation directly from format specification file." - Change ImageSeries ``external\_file`` to an array. - Made TimeSeries description and comments recommended. 1.0.3 April, 2016 ^^^^^^^^^^^^^^^^^ - Renamed ``"ISI\_Retinotopy"`` to ``"ISIRetinotopy"`` - Change ``ImageSeries`` ``external\_file`` to an array. Added attribute ``starting\_frame``. - Added ``IZeroClampSeries``. 1.0.2 February, 2016 ^^^^^^^^^^^^^^^^^^^^ - Fixed documentation error, updating ``'neurodata\_version'`` to ``'nwb\_version'`` - Created ``ISI\_Retinotopy`` interface - In ``ImageSegmentation`` module, moved ``pix\_mask::weight`` attribute to be its own dataset, named ``pix\_mask\_weight``. Attribute proved inadequate for storing sufficiently large array data for some segments - Moved ``'gain'`` field from ``Current/VoltageClampSeries`` to parent ``PatchClampSeries``, due need of stimuli to sometimes store gain - Added Ken Harris to the Acknowledgements section 1.0.1 October 7th, 2015 ^^^^^^^^^^^^^^^^^^^^^^^ - Added ``'required'`` field to tables in the documentation, to indicate if ``group/dataset/attribute`` is required, standard or optional - Obsoleted ``'file\_create\_date'`` attribute ``'modification\_time'`` and made ``file\_create\_date`` a text array - Removed ``'resistance\_compensation'`` from ``CurrentClampSeries`` due being duplicate of another field - Upgraded ``TwoPhotonSeries::imaging\_plane`` to be a required value - Removed ``'tags'`` attribute to group 'epochs' as it was fully redundant with the ``'epoch/tags'`` dataset - Added text to the documentation stating that specified sizes for integer values are recommended sizes, while sizes for floats are minimum sizes - Added text to the documentation stating that, if the ``TimeSeries::data::resolution`` attribute value is unknown then store a ``NaN`` - Declaring the following groups as required (this was implicit before) .. code-block:: python acquisition/ \_ images/ \_ timeseries/ analysis/ epochs/ general/ processing/ stimulus/ \_ presentation/ \_ templates/ This is to ensure consistency between ``.nwb`` files, to provide a minimum expected structure, and to avoid confusion by having someone expect time series to be in places they're not. I.e., if ``'acquisition/timeseries'`` is not present, someone might reasonably expect that acquisition time series might reside in ``'acquisition/'``. It is also a subtle reminder about what the file is designed to store, a sort of built-in documentation. Subfolders in ``'general/'`` are only to be included as needed. Scanning ``'general/'`` should provide the user a quick idea what the experiment is about, so only domain-relevant subfolders should be present (e.g., ``'optogenetics'`` and ``'optophysiology'``). There should always be a ``'general/devices'``, but it doesn't seem worth making it mandatory without making all subfolders mandatory here. 1.0.0 September 28\ :sup:`th`, 2015 ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ - Convert document to .html - ``TwoPhotonSeries::imaging\_plane`` was upgraded to mandatory to help enforce inclusion of important metadata in the file. pynwb-2.8.2/src/pynwb/nwb-schema/docs/format/source/index.rst0000644000000000000000000000120713615410400021135 0ustar00.. _nwb-schema: Welcome to the NWB Format Specification ======================================= .. raw:: latex \part{Introduction} .. toctree:: :numbered: :maxdepth: 2 :caption: Introduction format_description .. raw:: latex \part{Format Specification} .. toctree:: :numbered: :maxdepth: 3 :caption: Format Specification format .. raw:: latex \part{History and Legal} .. toctree:: :maxdepth: 2 :caption: History & Legal software_process format_release_notes credits .. Indices and tables ================== * :ref:`genindex` * :ref:`modindex` * :ref:`search` pynwb-2.8.2/src/pynwb/nwb-schema/docs/format/source/software_process.rst0000644000000000000000000002103713615410400023421 0ustar00Making a Pull Request ===================== Actions to take on each PR that modifies the schema and does not prepare the schema for a public release (this is also in the `GitHub PR template`_): If the current schema version on "dev" is a public release, then: 1. Update the version string in ``docs/format/source/conf.py`` and ``common/namespace.yaml`` to the next version with the suffix "-alpha" 2. Add a new section in the release notes for the new version with the date "Upcoming" Always: 1. Add release notes for the PR to ``docs/format/source/format_release_notes.rst`` Documentation or internal changes to the repo (i.e., changes that do not affect the schema files) do not need to be accompanied with a version bump or addition to the release notes. .. _`GitHub PR template`: https://github.com/NeurodataWithoutBorders/nwb-schema/blob/dev/.github/PULL_REQUEST_TEMPLATE.md Merging PRs and Making Releases =============================== **Public release**: a tagged release of the schema. The version string MUST NOT have a suffix indicating a pre-release, such as "-alpha". The current "dev" branch of PyNWB and all PyNWB releases MUST point to a public release of nwb-schema. All schema that use nwb-schema as a submodule MUST also point only to public releases. **Internal release**: a state of the schema "dev" branch where the version string ends with "-alpha". The default branch of nwb-schema is "dev". **The "dev" branch holds the bleeding edge version of the nwb-schema specification.** PRs should be made to "dev". Every PR should include an update to ``docs/format/source/format_release_notes.rst``. If the current version is a public release, then the PR should also update the version of the schema in two places: ``docs/format/source/conf.py`` and ``core/nwb.namespace.yaml``. The new version should be the next bugfix/minor/major version of the schema with the suffix "-alpha". For example, if the current schema on "dev" has version "2.2.0", then a PR implementing a bug fix should update the schema version from "2.2.0" to "2.2.1-alpha". Appending the "-alpha" suffix ensures that any person or API accessing the default "dev" branch of the repo containing an internal release of the schema receives the schema with a version string that is distinct from public releases of the schema. If the current schema on "dev" is already an internal release, then the version string does not need to be updated unless the PR requires an upgrade in the version (e.g., from bugfix to minor). PyNWB should contain a branch and PR that tracks the "dev" branch of nwb-schema. Before a public release of nwb-schema is made, this PyNWB branch should be checked to ensure that when the new release is made, the branch can be merged without issue. Immediately prior to making a new public release, the version of the schema should be updated to remove the "-alpha" suffix and the documentation and release notes should be updated as needed (see next section). The current "dev" branch of PyNWB and all PyNWB releases MUST always point to a public release of nwb-schema. If a public release contains an internally released version of nwb-schema, e.g., from an untagged commit on the "dev" branch, then it will be difficult to find the version (commit) of nwb-schema that was used to create an NWB file when the schema is not cached. Making a Release Checklist ========================== Before merging: 1. Update requirements versions as needed 2. Update legal file dates and information in ``Legal.txt``, ``license.txt``, ``README.md``, ``docs/format/source/conf.py``, and any other locations as needed 3. Update ``README.rst`` as needed 4. Update the version string in ``docs/format/source/conf.py``, ``core/nwb.namespace.yaml``, and ``/core/nwb.file.yaml`` (remove "-alpha" suffix) 5. Update ``docs/format/source/conf.py`` as needed 6. Update release notes (set release date) in ``docs/format/source/format_release_notes.rst`` and any other docs as needed 7. Test docs locally (``cd docs/format; make fulldoc``) where the nwb-schema submodule in the local version of PyNWB is fully up-to-date with the head of the dev branch. 8. Push changes to a new PR and make sure all PRs to be included in this release have been merged. Add ``?template=release.md`` to the PR URL to auto-populate the PR with this checklist. 9. Check that the readthedocs build for this PR succeeds (build latest to pull the new branch, then activate and build docs for new branch): https://readthedocs.org/projects/nwb-schema/builds/ After merging: 1. Create a new git tag. Pull the latest dev branch locally, run ``git tag [version] --sign``, copy and paste the release notes into the tag message, and run ``git push --tags``. 2. On the `GitHub tags`_ page, click "..." -> "Create release" for the new tag on the right side of the page. Copy and paste the release notes into the release message, update the formatting if needed (reST to Markdown), and set the title to the version string. 3. Check that the readthedocs "latest" and "stable" builds run and succeed. Delete the readthedocs build for the merged PR. https://readthedocs.org/projects/nwb-schema/builds/ 4. Update the nwb-schema submodule in the PyNWB branch corresponding to this schema version to point to the tagged commit. This checklist can also be found in the `GitHub release PR template`_. The time between merging this PR and creating a new public release should be minimized. .. _`GitHub tags`: https://github.com/NeurodataWithoutBorders/nwb-schema/tags .. _`GitHub release PR template`: https://github.com/NeurodataWithoutBorders/nwb-schema/blob/dev/.github/PULL_REQUEST_TEMPLATE/release.md The "dev" Branch and Releases ============================= The default branch is "dev". The "dev" branch will hold the bleeding edge version of the NWB format specification, language specification, and storage specification. PRs should be made to "dev". Every PR should include an update to the corresponding format/language/storage release notes. If the PR involves a change to the NWB format, the PR should also update the version of the format in three places: `/docs/format/conf.py`, `/core/nwb.namespace.yaml` and `/core/nwb.file.yaml`. The new version string should be the next bugfix/minor/major version of the format with the suffix "a" (for "alpha"). For example, if the format is currently in version "2.2.0" and the format is then updated / released internally with a bug fix, then the PR for that bug fix should update the format version from "2.2.0" to "2.2.1a". Appending the "a" suffix ensures that any person or API accessing the default dev branch of the repo containing an internally released version of the schema receives the schema with a version string that is distinct from the full public released versions of the schema. Before merging a PR on nwb-schema, developers should take care to test their changes locally with the latest version of PyNWB and MatNWB to ensure compatibility. If the APIs require changes to work with the PR, those changes should be implemented and tested locally before merging the PR to ensure that the API changes can be implemented and no further changes to the schema are required. When a new public release is ready, the branches of the APIs, PyNWB and MatNWB, that track nwb-schema should be checked to ensure that when the new release is made, the branches in the APIs can be merged without issue. Immediately prior to a new public release, the version of the format should be updated to remove the any alphabetic, suffixes, e.g., "a", "b", and "rc", and the documentation and release notes should be checked and updated (see release process documents). It is important that all public releases of nwb-schema contain a publicly released version of hdmf-common-schema. If a public release contains an internally released version of hdmf-common-schema, e.g., from an untagged commit on the "dev" branch, then tracking the identity of the included hdmf-common-schema becomes difficult and the same version string could point to two different versions of the schema. For the same reason, it is important that all public releases of the APIs, PyNWB and MatNWB, contain a publicly released version of nwb-schema. Starting with nwb-schema version 2.2.0, the dev branch and all public releases of PyNWB and MatNWB include only publicly released versions of nwb-schema. For more details, see the [PyNWB software process documentation](https://pynwb.readthedocs.io/en/stable/software_process.html). 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