diff --git a/.gitattributes b/.gitattributes new file mode 100644 index 00000000..22ece28c --- /dev/null +++ b/.gitattributes @@ -0,0 +1,14 @@ +*.py diff=python + +*.anI binary +*.atr binary +*.d[0-9] binary +*.dat binary +*.edf binary +*.gz binary +*.mat binary +*.qrs binary +*.wabp binary +*.wav binary +*.wqrs binary +*.xyz binary diff --git a/.github/workflows/docs.yml b/.github/workflows/docs.yml new file mode 100644 index 00000000..c9a58941 --- /dev/null +++ b/.github/workflows/docs.yml @@ -0,0 +1,23 @@ +name: Build + +on: + push: + branches: + - main + pull_request: + branches: + - main + +jobs: + docs: + runs-on: ubuntu-22.04 + steps: + - uses: actions/checkout@v3 + - name: Install dependencies + run: | + python -m pip install --upgrade pip + pip install -r docs/requirements.txt + - name: Build documentation + run: | + cd docs + make html diff --git a/.github/workflows/style.yml b/.github/workflows/style.yml new file mode 100644 index 00000000..fddc6485 --- /dev/null +++ b/.github/workflows/style.yml @@ -0,0 +1,21 @@ +name: Style Check + +on: + push: + branches: + - main + pull_request: + branches: + - main + +jobs: + style: + name: Style Check + runs-on: ubuntu-latest + steps: + - uses: actions/checkout@v4 + - uses: astral-sh/setup-uv@v3 + - name: Install Python + run: uv python install 3.11 + - name: Check style + run: uv run --extra dev black --check --diff . diff --git a/.github/workflows/test.yml b/.github/workflows/test.yml new file mode 100644 index 00000000..4f6f87c7 --- /dev/null +++ b/.github/workflows/test.yml @@ -0,0 +1,65 @@ +name: Test + +on: + push: + branches: + - main + pull_request: + branches: + - main + +env: + NPY_PROMOTION_STATE: weak_and_warn + +jobs: + test: + name: Python ${{ matrix.python-version }} / ${{ matrix.os }} / ${{ matrix.numpy }} + strategy: + fail-fast: false + matrix: + os: [windows-latest, ubuntu-latest, macos-latest] + python-version: ["3.9", "3.10", "3.11", "3.12", "3.13"] + numpy: ["numpy"] + include: + - os: ubuntu-latest + python-version: "3.9" + numpy: "numpy==1.26.4" + runs-on: ${{ matrix.os }} + steps: + - uses: actions/checkout@v4 + - uses: astral-sh/setup-uv@v3 + - name: Install Python ${{ matrix.python-version }} + run: uv python install ${{ matrix.python-version }} + - name: Install libsndfile + if: startsWith(matrix.os, 'ubuntu') + run: sudo apt-get install -y libsndfile1 + - name: Run tests + run: uv run --with ${{ matrix.numpy }} --extra dev pytest + + test-deb11-i386: + name: Python 3.7 on Debian 11 i386 + runs-on: ubuntu-latest + container: i386/debian:11 + steps: + - name: Install dependencies + run: | + apt-get update + apt-get install -y --no-install-recommends \ + python3-fsspec \ + python3-matplotlib \ + python3-numpy \ + python3-pandas \ + python3-pip \ + python3-requests \ + python3-scipy \ + python3-soundfile \ + python3-pytest \ + git + python3 --version + # Note: "actions/checkout@v2" requires libstdc++6:amd64 to be + # installed in the container. To keep things simple, use + # "actions/checkout@v1" instead. + # https://github.com/actions/checkout/issues/334 + - uses: actions/checkout@v1 + - name: Run tests + run: pytest-3 diff --git a/.gitignore b/.gitignore index 68a90f5a..ebdd3e46 100644 --- a/.gitignore +++ b/.gitignore @@ -12,6 +12,8 @@ __pycache__/ # Distribution / packaging .Python +.vscode +venv/ env/ build/ develop-eggs/ @@ -67,3 +69,6 @@ target/ # OSX .DS_Store .DS_Store + +# pyenv +.python-version diff --git a/.readthedocs.yml b/.readthedocs.yml new file mode 100644 index 00000000..7d45d867 --- /dev/null +++ b/.readthedocs.yml @@ -0,0 +1,17 @@ +# File: .readthedocs.yaml + +version: 2 + +build: + os: "ubuntu-20.04" + tools: + python: "3.10" + +# Build from the docs/ directory with Sphinx +sphinx: + configuration: docs/conf.py + +# Explicitly set the version of Python and its requirements +python: + install: + - requirements: docs/requirements.txt diff --git a/.travis.yml b/.travis.yml deleted file mode 100644 index 4fdb4f2d..00000000 --- a/.travis.yml +++ /dev/null @@ -1,31 +0,0 @@ -# Link repository with Travis CI -# https://travis-ci.org/ - -# Master branch only -branches: - except: - - gh-pages - -# Start the databases -# See https://docs.travis-ci.com/user/database-setup/ -# addons: -# postgresql: "9.4" - -# services: -# - postgresql - -# Set the language -language: python -python: - - "2.7.13" - - "3.5" - -# before_script: -# - psql -c 'create database mimic_test;' -U postgres - -# command to install dependencies -install: - - pip install . - -# command to run tests -script: nosetests diff --git a/DEVELOPING.md b/DEVELOPING.md new file mode 100644 index 00000000..cf3ec53b --- /dev/null +++ b/DEVELOPING.md @@ -0,0 +1,82 @@ +# Developing WFDB-Python + +## Guidelines + +We welcome community contributions in the form of pull requests. When contributing code, please ensure: + +- Documentation is provided. New functions and classes should have numpy/scipy style [docstrings](https://github.com/numpy/numpy/blob/master/doc/HOWTO_DOCUMENT.rst.txt). +- Unit tests are written for new features that are not covered by [existing tests](https://github.com/MIT-LCP/wfdb-python/tree/main/tests). +- The code style is consistent with the project's formating standards. + +Run the formatter with: + +```sh +black . +``` + +## Package and Dependency Management + +This project uses [uv](https://docs.astral.sh/uv/) for package management and distribution. + +Development dependencies are specified as optional dependencies, at least for now and until [development dependencies](https://docs.astral.sh/uv/concepts/dependencies/#development-dependencies) become more widely used. + +```sh +uv add --optional +``` + +## Creating Distributions + +1. Bump the version in [version.py](./wfdb/version.py). + +2. Add a summary of the changes to [the changelog](https://github.com/MIT-LCP/wfdb-python/blob/main/docs/changes.rst). You may also need to update [the documentation](https://github.com/MIT-LCP/wfdb-python/tree/main/docs). For example, if function arguments have been updated, this change will need to be captured. Open a pull request to merge these changes to the main branch. + +3. After the pull requests above have been merged, go to https://github.com/MIT-LCP/wfdb-python/releases and click "Draft new release" to create a new tag/release of the package. Set the tag to the new version number and draft the release notes (or click "Generate release notes"!). + +4. Publish the project to PyPI, the [Python Package Index](https://pypi.org/project/wfdb/). + +It may be useful to publish to testpypi and preview the changes before publishing to PyPi. However, the project dependencies likely will not be available when trying to install from there. + +Setup: configure access to repositories: + +```sh +# Create an API token, then add it +poetry config pypi-token.pypi + +# For testpypi +poetry config repositories.test-pypi https://test.pypi.org/legacy/ +poetry config pypi-token.test-pypi +``` + +To build and upload a new distribution: + +```sh +uv build + +uv publish --publish-url https://test.pypi.org/legacy/ +uv publish +``` + +## Creating Documentation + +The project's documentation is generated by [Sphinx](https://docs.readthedocs.io/en/stable/intro/getting-started-with-sphinx.html) using the content in the [docs](./docs) directory. The generated content is then hosted on readthedocs (RTD) at: + +To manage the content on RTD, request yourself to be added to the [wfdb](https://readthedocs.org/projects/wfdb/) project. The project has already been configured to import content from the GitHub repository. Documentation for new releases should be automatically built and uploaded. See the [import guide](https://docs.readthedocs.io/en/stable/intro/import-guide.html) for more details. + +There is some redundancy in specifying the Sphinx requirements between pyproject.toml and [docs/requirements.txt](./docs/requirements.txt), the latter of which is used by RTD. Make sure that the content is consistent across the two files. + +To generate the HTML content locally, install the required dependencies and run from the `docs` directory: + +```sh +make html +``` + +## Tests + +Run tests using pytest: + +```sh +pytest +# Distribute tests across multiple cores. +# https://github.com/pytest-dev/pytest-xdist +pytest -n auto +``` diff --git a/MANIFEST.in b/MANIFEST.in deleted file mode 100644 index 0ff3f716..00000000 --- a/MANIFEST.in +++ /dev/null @@ -1,12 +0,0 @@ -# Include the license file -include LICENSE - -# Include readme file -include README.rst - -# Include the data files -# recursive-include data * - -# If using Python 2.6 or less, then have to include package data, even though -# it's already declared in setup.py -# include sample/*.dat \ No newline at end of file diff --git a/README.md b/README.md new file mode 100644 index 00000000..d05eb73b --- /dev/null +++ b/README.md @@ -0,0 +1,54 @@ +# The WFDB Python Package + +![signals](https://raw.githubusercontent.com/MIT-LCP/wfdb-python/main/demo-img.png) + +[![tests workflow](https://github.com/MIT-LCP/wfdb-python/actions/workflows/run-tests.yml/badge.svg)](https://github.com/MIT-LCP/wfdb-python/actions?query=workflow%3Arun-tests+event%3Apush+branch%3Amain) +[![PyPI Downloads](https://img.shields.io/pypi/dm/wfdb.svg?label=PyPI%20downloads)](https://pypi.org/project/wfdb/) +[![PhysioNet Project](https://img.shields.io/badge/DOI-10.13026%2Fegpf--2788-blue)](https://doi.org/10.13026/egpf-2788) +[![Supported Python Versions](https://img.shields.io/pypi/pyversions/wfdb.svg)](https://pypi.org/project/wfdb) + +## Introduction + +A Python-native package for reading, writing, processing, and plotting physiologic signal and annotation data. The core I/O functionality is based on the Waveform Database (WFDB) [specifications](https://github.com/wfdb/wfdb-spec/). + +This package is heavily inspired by the original [WFDB Software Package](https://www.physionet.org/content/wfdb/), and initially aimed to replicate many of its command-line APIs. However, the projects are independent, and there is no promise of consistency between the two, beyond each package adhering to the core specifications. + +## Documentation and Usage + +See the [documentation site](http://wfdb.readthedocs.io) for the public APIs. + +See the [demo.ipynb](https://github.com/MIT-LCP/wfdb-python/blob/main/demo.ipynb) notebook file for example use cases. + +## Installation + +The distribution is hosted on PyPI at: . The package can be directly installed from PyPI using pip: + +```sh +pip install wfdb +``` + +On some less-common systems, you may need to install `libsndfile` separately. See the [soundfile installation notes](https://pypi.org/project/soundfile/) for more information. + +The development version is hosted at: . This repository also contains demo scripts and example data. To install the development version, clone or download the repository, navigate to the base directory, and run: + +```sh +pip install . +``` + +If you intend to make changes to the repository, you can install additional packages that are useful for development by running: + +```sh +pip install ".[dev]" +``` + +## Developing + +Please see the [DEVELOPING.md](https://github.com/MIT-LCP/wfdb-python/blob/main/DEVELOPING.md) document for contribution/development instructions. + +### Creating a new release + +For guidance on creating a new release, see: https://github.com/MIT-LCP/wfdb-python/blob/main/DEVELOPING.md#creating-distributions + +## Citing + +When using this resource, please cite the software [publication](https://physionet.org/content/wfdb-python/) on PhysioNet. diff --git a/README.rst b/README.rst deleted file mode 100644 index 117a6cf8..00000000 --- a/README.rst +++ /dev/null @@ -1,76 +0,0 @@ -wfdb-python -=========== - -|Build Status| - -.. figure:: https://raw.githubusercontent.com/MIT-LCP/wfdb-python/master/demo-img.png - :alt: wfdb signals - - -Introduction ------------- - -The native Python waveform-database (WFDB) package. A library of tools for reading, writing, and processing WFDB signals and annotations. - -Core components of this package are based on the original WFDB specifications. This package does not contain the exact same functionality as the original WFDB package. It aims to implement as many of its core features as possible, with user-friendly APIs. Additional useful physiological signal-processing tools are added over time. - - -Documentation and Usage ------------------------ - -See the `documentation site`_ for the public APIs. - -See the `demo.ipynb`_ notebook file for more example use cases. - - -Installation ------------- - -The distribution is hosted on pypi at: https://pypi.python.org/pypi/wfdb/. To directly install the package from pypi without needing to explicitly download content, run from your terminal:: - - $ pip install wfdb - -The development version is hosted at: https://github.com/MIT-LCP/wfdb-python. This repository also contains demo scripts and example data. To install the development version, clone or download the repository, navigate to the base directory, and run:: - - $ pip install . - - -Development ------------ - -The development repository is hosted at: https://github.com/MIT-LCP/wfdb-python - -The package is to be expanded with physiological signal-processing tools, and general improvements. Development is made for Python 2.7 and 3.5+ only. - - -Contributing ------------- - -We welcome community contributions in the form of pull requests. When contributing code, please ensure: - -* PEP8_ style guidelines are followed. -* Documentation is provided. New functions and classes should have numpy/scipy style docstrings_. -* Unit tests are written for new features that are not covered by `existing tests`_. - - -Authors -------- - -`Chen Xie`_ - -`Julien Dubiel`_ - - -.. |Build Status| image:: https://travis-ci.org/MIT-LCP/wfdb-python.svg?branch=master - :target: https://travis-ci.org/MIT-LCP/wfdb-python - -.. _documentation site: http://wfdb.readthedocs.io - -.. _PEP8: https://www.python.org/dev/peps/pep-0008/ -.. _docstrings: https://github.com/numpy/numpy/blob/master/doc/HOWTO_DOCUMENT.rst.txt -.. _existing tests: https://github.com/MIT-LCP/wfdb-python/tree/master/tests - -.. _demo.ipynb: https://github.com/MIT-LCP/wfdb-python/blob/master/demo.ipynb - -.. _Chen Xie: https://github.com/cx1111/ -.. _Julien Dubiel: https://github.com/Dubrzr/ diff --git a/demo.ipynb b/demo.ipynb index ab5238ad..66958a3d 100644 --- a/demo.ipynb +++ b/demo.ipynb @@ -30,55 +30,21337 @@ "import numpy as np\n", "import os\n", "import shutil\n", + "import posixpath\n", "\n", "import wfdb" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Reading Records and Annotations" - ] - }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 3, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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" ] }, - "metadata": {}, + "metadata": { + "needs_background": "light" + }, "output_type": "display_data" }, { "data": { "text/plain": [ - "{'adc_gain': [7247.0, 10520.0, 12530.0],\n", - " 'adc_res': [16, 16, 16],\n", - " 'adc_zero': [0, 0, 0],\n", + "{'record_name': 'a103l',\n", + " 'n_sig': 3,\n", + " 'fs': 250,\n", + " 'counter_freq': None,\n", " 'base_counter': None,\n", - " 'base_date': None,\n", + " 'sig_len': 82500,\n", " 'base_time': None,\n", - " 'baseline': [0, 0, 0],\n", - " 'block_size': [0, 0, 0],\n", - " 'byte_offset': [24, 24, 24],\n", - " 'checksum': [-27403, -301, -17391],\n", + " 'base_date': None,\n", " 'comments': ['Asystole', 'False alarm'],\n", - " 'counter_freq': None,\n", - " 'd_signal': None,\n", - " 'e_d_signal': None,\n", - " 'e_p_signal': None,\n", - " 'file_name': ['a103l.mat', 'a103l.mat', 'a103l.mat'],\n", - " 'fmt': ['16', '16', '16'],\n", - " 'fs': 250,\n", - " 'init_value': [-171, 9127, 6042],\n", - " 'n_sig': 3,\n", + " 'sig_name': ['II', 'V', 'PLETH'],\n", " 'p_signal': array([[-0.02359597, 0.86758555, 0.48220271],\n", " [-0.03698082, 0.98298479, 0.5443735 ],\n", " [-0.06292259, 0.85979087, 0.47821229],\n", @@ -86,12 +21368,22 @@ " [-0.04084449, 0.7493346 , 0.5150838 ],\n", " [-0.04719194, 0.7581749 , 0.50957702],\n", " [-0.04677798, 0.7615019 , 0.5028731 ]]),\n", - " 'record_name': 'a103l',\n", + " 'd_signal': None,\n", + " 'e_p_signal': None,\n", + " 'e_d_signal': None,\n", + " 'file_name': ['a103l.mat', 'a103l.mat', 'a103l.mat'],\n", + " 'fmt': ['16', '16', '16'],\n", " 'samps_per_frame': [1, 1, 1],\n", - " 'sig_len': 82500,\n", - " 'sig_name': ['II', 'V', 'PLETH'],\n", " 'skew': [None, None, None],\n", - " 'units': ['mV', 'mV', 'NU']}" + " 'byte_offset': [24, 24, 24],\n", + " 'adc_gain': [7247.0, 10520.0, 12530.0],\n", + " 'baseline': [0, 0, 0],\n", + " 'units': ['mV', 'mV', 'NU'],\n", + " 'adc_res': [16, 16, 16],\n", + " 'adc_zero': [0, 0, 0],\n", + " 'init_value': [-171, 9127, 6042],\n", + " 'checksum': [-27403, -301, -17391],\n", + " 'block_size': [0, 0, 0]}" ] }, "metadata": {}, @@ -99,21 +21391,20 @@ } ], "source": [ - "# Demo 1 - Read a wfdb record using the 'rdrecord' function into a wfdb.Record object.\n", + "# Demo 1 - Read a WFDB record using the 'rdrecord' function into a wfdb.Record object.\n", "# Plot the signals, and show the data.\n", "record = wfdb.rdrecord('sample-data/a103l') \n", - "wfdb.plot_wfdb(record=record, title='Record a103l from Physionet Challenge 2015') \n", + "wfdb.plot_wfdb(record=record, title='Record a103l from PhysioNet Challenge 2015') \n", "display(record.__dict__)\n", "\n", - "\n", - "# Can also read the same files hosted on Physiobank https://physionet.org/physiobank/database/\n", - "# in the challenge/2015/training/ database subdirectory. Full url = https://physionet.org/physiobank/database/challenge/2015/training/\n", - "record2 = wfdb.rdrecord('a103l', pb_dir='challenge/2015/training/')" + "# Can also read the same files hosted on PhysioNet https://physionet.org/content/challenge-2015/1.0.0\n", + "# in the /training/ database subdirectory.\n", + "record2 = wfdb.rdrecord('a103l', pn_dir='challenge-2015/training/')" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 10, "metadata": {}, "outputs": [ { @@ -134,7 +21425,14 @@ { "data": { "text/plain": [ - "{'comments': ['age: 81',\n", + "{'fs': 1000,\n", + " 'sig_len': 14900,\n", + " 'n_sig': 4,\n", + " 'base_date': None,\n", + " 'base_time': None,\n", + " 'units': ['mV', 'mV', 'mV', 'mV'],\n", + " 'sig_name': ['vz', 'i', 'avf', 'v5'],\n", + " 'comments': ['age: 81',\n", " 'sex: female',\n", " 'ECG date: 01/10/1990',\n", " 'Diagnose:',\n", @@ -181,12 +21479,7 @@ " 'Dosage (lytic agent): 30 mg',\n", " 'Additional medication: Heparin Isosorbit-Mononitrate ASA Diazepam',\n", " 'In hospital medication: ASA Isosorbit-Mononitrate Ca-antagonist Amiloride+Chlorothiazide Glibenclamide Insulin',\n", - " 'Medication after discharge: ASA Isosorbit-Mononitrate Amiloride+Chlorothiazide Glibenclamide'],\n", - " 'fs': 1000,\n", - " 'n_sig': 4,\n", - " 'sig_len': 14900,\n", - " 'sig_name': ['vz', 'i', 'avf', 'v5'],\n", - " 'units': ['mV', 'mV', 'mV', 'mV']}" + " 'Medication after discharge: ASA Isosorbit-Mononitrate Amiloride+Chlorothiazide Glibenclamide']}" ] }, "metadata": {}, @@ -200,49 +21493,49 @@ "display(signals)\n", "display(fields)\n", "\n", - "# Can also read the same files hosted on Physiobank \n", - "signals2, fields2 = wfdb.rdsamp('s0010_re', channels=[14, 0, 5, 10], sampfrom=100, sampto=15000, pb_dir='ptbdb/patient001/')" + "# Can also read the same files hosted on Physionet\n", + "signals2, fields2 = wfdb.rdsamp('s0010_re', channels=[14, 0, 5, 10], sampfrom=100, sampto=15000, pn_dir='ptbdb/patient001/')" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "{'adc_gain': [1000.0, 1000.0, 1.0001, 100.0, 500.0],\n", - " 'adc_res': [16, 16, 16, 16, 16],\n", - " 'adc_zero': [0, 0, 0, 0, 0],\n", + "{'record_name': 'drive02',\n", + " 'n_sig': 5,\n", + " 'fs': 15.5,\n", + " 'counter_freq': None,\n", " 'base_counter': None,\n", - " 'base_date': None,\n", + " 'sig_len': 78056,\n", " 'base_time': None,\n", - " 'baseline': [0, 0, 0, 0, 0],\n", - " 'block_size': [0, 0, 0, 0, 0],\n", - " 'byte_offset': [None, None, None, None, None],\n", - " 'checksum': [14736, 13501, -19070, -9226, -14191],\n", + " 'base_date': None,\n", " 'comments': [],\n", - " 'counter_freq': None,\n", + " 'sig_name': ['ECG', 'foot GSR', 'HR', 'marker', 'RESP'],\n", + " 'p_signal': None,\n", " 'd_signal': None,\n", - " 'e_d_signal': None,\n", " 'e_p_signal': None,\n", + " 'e_d_signal': None,\n", " 'file_name': ['drive02.dat',\n", " 'drive02.dat',\n", " 'drive02.dat',\n", " 'drive02.dat',\n", " 'drive02.dat'],\n", " 'fmt': ['16', '16', '16', '16', '16'],\n", - " 'fs': 15.5,\n", - " 'init_value': [-1236, 1802, 75, 0, 5804],\n", - " 'n_sig': 5,\n", - " 'p_signal': None,\n", - " 'record_name': 'drive02',\n", " 'samps_per_frame': [32, 2, 1, 1, 2],\n", - " 'sig_len': 78056,\n", - " 'sig_name': ['ECG', 'foot GSR', 'HR', 'marker', 'RESP'],\n", " 'skew': [None, None, None, None, None],\n", - " 'units': ['mV', 'mV', 'bpm', 'mV', 'mV']}" + " 'byte_offset': [None, None, None, None, None],\n", + " 'adc_gain': [1000.0, 1000.0, 1.0001, 100.0, 500.0],\n", + " 'baseline': [0, 0, 0, 0, 0],\n", + " 'units': ['mV', 'mV', 'bpm', 'mV', 'mV'],\n", + " 'adc_res': [16, 16, 16, 16, 16],\n", + " 'adc_zero': [0, 0, 0, 0, 0],\n", + " 'init_value': [-1236, 1802, 75, 0, 5804],\n", + " 'checksum': [14736, 13501, -19070, -9226, -14191],\n", + " 'block_size': [0, 0, 0, 0, 0]}" ] }, "metadata": {}, @@ -254,23 +21547,754 @@ "record = wfdb.rdheader('sample-data/drive02')\n", "display(record.__dict__)\n", "\n", - "# Can also read the same file hosted on Physiobank\n", - "record2 = wfdb.rdheader('drive02', pb_dir='drivedb')" + "# Can also read the same file hosted on Physionet\n", + "record2 = wfdb.rdheader('drive02', pn_dir='drivedb')" ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 8, "metadata": {}, "outputs": [ { "data": { - "image/png": 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" ] }, - "metadata": {}, + "metadata": { + "needs_background": "light" + }, "output_type": "display_data" } ], @@ -280,23 +22304,12456 @@ "annotation.fs = 360\n", "wfdb.plot_wfdb(annotation=annotation, time_units='minutes')\n", "\n", - "# Can also read the same file hosted on PhysioBank \n", - "annotation2 = wfdb.rdann('100', 'atr', sampfrom=100000, sampto=110000, pb_dir='mitdb')" + "# Can also read the same file hosted on PhysioNet \n", + "annotation2 = wfdb.rdann('100', 'atr', sampfrom=100000, sampto=110000, pn_dir='mitdb')" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 5, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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" ] }, - "metadata": {}, + "metadata": { + "needs_background": "light" + }, "output_type": "display_data" } ], @@ -310,6 +34767,25 @@ " time_units='seconds')" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Multiple sample/frame examples\n", + "\n", + "Although there can only be one base sampling frequency per record, a single WFDB record can store multiple channels with different sampling frequencies, as long as their sampling frequencies can all be expressed by an integer multiple of a base value. This is done by using the `samps_per_frame` attribute in each channel, which indicates the number of samples of each channel present in each frame.\n", + "\n", + "ie: To capture three signals with sampling frequencies of 120, 240, and 360 Hz, in a single record, they can be combined into a record with `fs=120` and `samps_per_frame = [1, 2, 3]`.\n", + "\n", + "#### Reading Options\n", + "\n", + "This package allows signals in records with multiple samples/frame to be read in two ways:\n", + "1. smoothed - An uniform mxn numpy is returned as the d_signal or p_signal field. Channels with multiple samples/frame have their values averaged within each frame. This is like the behaviour of the `rdsamp` function of the original WFDB c package. Note that `wfdb.plot_record` only works if the record object has the `p_signals` field.\n", + "2. expanded - A list of 1d numpy arrays is returned as the e_d_signal or e_p_signal field. All samples for each channel are returned in its respective numpy array. The arrays may have different lengths depending on their `samps_per_frame` values.\n", + "\n", + "Set the `smooth_frames` *(default=True)* option in `rdrecord` to return the desired signal type." + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -324,57 +34800,3587 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 5, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "(array([[ nan],\n", + " [ nan],\n", + " [ nan],\n", " ...,\n", - " [ -0.02469136, 0. , -17.6 ],\n", - " [ 0.04938272, 0.03333333, -17.6 ],\n", - " [ 0.02469136, 0. , -17.6 ]]),\n", - " 'record_name': 's25047-2704-05-04-10-44',\n", - " 'samps_per_frame': None,\n", - " 'sig_len': 543240,\n", - " 'sig_name': ['II', 'V', 'ABP'],\n", - " 'sig_segments': None,\n", - " 'skew': None,\n", - " 'units': ['mV', 'mV', 'mmHg']}" + " [0.52156863],\n", + " [0.51764706],\n", + " [0.51764706]]),\n", + " {'fs': 125,\n", + " 'sig_len': 2000,\n", + " 'n_sig': 1,\n", + " 'base_date': None,\n", + " 'base_time': datetime.time(16, 57, 39),\n", + " 'units': ['NU'],\n", + " 'sig_name': ['PLETH'],\n", + " 'comments': []})" ] }, "metadata": {}, @@ -383,67 +38389,2166 @@ ], "source": [ "# Demo 6 - Read the multi-segment record and plot waveforms from the MIMIC matched waveform database. \n", - "record = wfdb.rdrecord('sample-data/multi-segment/s25047/s25047-2704-05-04-10-44')\n", - "wfdb.plot_wfdb(record=record, title='Record s25047-2704-05-04-10-44') \n", + "record = wfdb.rdrecord('sample-data/multi-segment/p000878/3269321_0001')\n", + "wfdb.plot_wfdb(record=record, title='Record p000878/3269321_0001') \n", "display(record.__dict__)\n", "\n", - "# Can also read the same files hosted on PhysioBank (takes long to stream the many large files)\n", - "#record2 = wfdb.rdsamp('s25047-2704-05-04-10-44', pbdir = 'mimic2wdb/matched/s25047')" + "# Can also read the same files hosted on PhysioNet (takes long to stream the many large files)\n", + "signals, fields = wfdb.rdsamp('3269321_0001', pn_dir = 'mimic3wdb/matched/p00/p000878')\n", + "wfdb.plot_items(signal=signals, fs=fields['fs'], title='Record p000878/3269321_0001')\n", + "display((signals, fields))" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 54, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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ARBoxTE57gfuBi0Vknumcvthcp3GIru4BGmqMGjkAne1WxU3d2EWTH1YJjRZ/5hwIixZfJSPROIMRnQsxU3FMQCilYsCNGA/2bcCvlVJdInKziFxh7nY/cExEtgIPAZ9SSh1TSvUDX8QQMs8AN5vrNA6x/UiINQt9ybIIJzXVUeEWth3RAkKTH1ZuQ0uWJDkLa7uOZJq5eHLvUjhKqXuBe9PW3ZTyWgGfMJf0Y28HbndyfJoxeoJhXrNiQfK9x+3S5RA0BdFjfmea6jJHMFlYkUy9wQgrmuocH5cmf6bbSa2ZASQSir5QZMKMzyiopsMQNflxJDjC/FovXs/kj5dmM1lOf8dmLlpAaDg+PEosoZIzOovm+kqtQWjyZuuhYE4HNZCs06S/YzMXLSA0SRvwBA2ivkonMmnyIhpPsO1IKBnkMBn1lR6qKlxag5jBaAGhSQqBdA2ixVdJMBwjHI1Px7A0s5CdPSFGY4lJcyAsRMSchGgNYqaiBYQmqUFY9XEsrPd9OspEY5MuMyy6w+w7nYsWX6XWUmcwWkBokgKgOa25S5OuuKnJk83dA9RVeli6oNbW/ksW1LKnb0gny81QtIDQ0BMM46vyUFXhHre+pQwqbv560wFuuWerLm1eIjZ3D7CuzYfLNbHNaCY62nwcHYxoM9MMRQsIDb3BiSGuMKZRzFUNIhyN8+nfvMR//W0fd218ZbqHM+uJxRNsOxy05X+wWLXQiHba06dLusxEtIDQ0BsKTzAvAcyv8eJxyZzVIDa8eCj5+s6NrxCNJ6ZxNLOfP2/tIRJLTFrFNZ2FyWzquTkJme1oAaGhJxhJmpNScbmEpjmcC/Eff90NwOtWNnJ0cJQ/d+k+3MXw73/ZCcCZS+z39rJyIbSJaWaiBUSZo5SRRd2UQYMAM1luDs7uQuEor/QP84FzlvJf71sPwEsHT0zzqGYvoXCUnT2DvOusxSyaX2P7uLpKD7Ve95ydhMx2tIAoc4IjMUbjiQkhrhbNvrlZj6nL7Jl83somqircnNLu1x30iuCzv9sMwAUn59+XpcVXxeEBHSQwE9ECosw5PjwKwLyaiozb56oGsSVD/4st3QM63LJAth4O0uav4qI1LXkfu6qlnq2HddXgmYgWEGVOMBwFwFeVWUC0+Ko4PhwlEptb2dRdh4Is9FUleyZ3BvwEwzG+/cDOaR7Z7GMwEmPf0SHe+arFuG2Gt6bS2e7n5WPDDIxEHRidphi0gChzrB+lfxINAuZeNnX38RGWLBizlV9+SisAj+85Nl1DmrVsPRREKehst5c9nY6lxen2ozMPLSDKnKSAqM4iIJK5EHNLQBihvWN+F19VBe9/7VK26j7ceZPerjZfrLDYLdoHNOPQAqLMySUgrJIJe3rnTiKTUoqeYGRCccLOgJ+RaFwnbeVJV/cAzfWVWQMdcjG/1sv8Wi8vHxsu8cg0xaIFRJljR0DUVXrY4qD6331ihC/c3cXNd2+dkqztwUiMkWiclrTQ3g49ky2Izd0DeSXHZcIIhphbWupcwNGWo5qZz8BIFK/HNaEOk4XLJaxsqXN0Vv3rZw5wx+P7AWis9/KPF5zk2LUge/XaFU21uF3C3r4hR68/lxgejbGnb5A3dbYWdZ4mLSBmJI5qECJyqYjsEJHdIvKZDNvfLyJ9IvKCuXwoZVs8Zf0GJ8dZzgRHolm1B4sWh3tTb+ke4KTmOhbNr06Wi3aSbP0vPG4XjXXeORnW6xTbDgdJKEqgQVTRO0drfs1mHNMgRMQN3Aq8ETgIPCMiG5RSW9N2/ZVS6sYMpxhRSp3m1Pg0BgM2BESzr5In9hx1bAybuwc456RGhkdj7OgJOXYdi7Hy5hNt5i0+3cAmH3YcMTTL1a25W4xORltDFb2hCOFoPKs2q5l6nNQgzgJ2K6X2KqVGgbuAKx28nqYAbAmIeuc6y/UGw/SGInQE/LT6q6fEB5HUIDKUF9G28Pw4EgwjMlZ0r1DWtvqIJxQ7jjg/QdDYx0kBEQAOpLw/aK5L52oReUlEfiMii1LWV4nIJhF5SkSuynQBEbne3GdTX19fCYdePtgREFYpcCd6JmwzHwgdbT6afZWEwjFGRp1NyusNRqiqcFFfOVGBbvFVcejEiM6otklfKMyCWi8ed3GPEitAQJc7mVlMdxTT3cBSpdQpwAPAT1O2LVFKrQf+Dvh3EVmRfrBS6jal1Hql1PqmpvxrwGjsCYjVC40EKCfKIRwxa/AE5lUnncZO+wB6Q0b/C5GJWb8nL6xnYCTKoQFtD7dDbzBCU4Hhram0z6umoaZCJ8vNMJwUEN1AqkbQbq5LopQ6ppSy9PkfAWembOs2/+4FHgZOd3CsZcvAcBRf1eSuqFUL66hwS7LAXSmx7P1N9ZVJp7HTPoCeYHiCg9oimdWrZ7K2ODLJ/zIfRISONj+/3HiA7Ud0XaaZgpMC4hlgpYgsExEvcC0wLhpJRFJj464Atpnr54lIpfm6ETgHSHdua4okkVCEIrGcGkSlx02rv9oRE1NvKMy8mgoqPe6kKctpDaIvFMma1LXELFWtW5DmJhpPsKt3kJXNdSU539+/bhkAj+/W5U5mCo4JCKVUDLgRuB/jwf9rpVSXiNwsIleYu31URLpE5EXgo8D7zfVrgE3m+oeAr2aIftIUSSgcQynw5RAQYDhvnXAgGxnNVclrAI6XF+8NRTI6qAHm1XipcAs92lGdk929g4zGEnS2FxfiavH6k5tprq+cc9rbr555hWt++OSsLGnuaKKcUupe4N60dTelvP4s8NkMxz0BdDo5Nk3uLOpUWnxVbHNA9U99WDfUVOB1u+hxUIMYisQYjMSyahAul9BUN3e76JWSV/qN0hgrmkqjQYCRTzHXHNXffmAXR4JhHtnRx7VnLZ7u4eTFdDupNdOIVerbjoBwqvVoXzCcfFiLGC1O+xx8OI9lUWe3mzf7quZkslwwHOULd3fx//2/zSUJJ+3NknBYDB0BP3v6BhkejZXsnNPJ5oMDHDH/T1+/fwexWdb3XAuIMiYfDaJ9XjWDkVhJy34nEmqCuad9XjX7jjlX6sJ6qLVMErffPq+afUfnXrmNP3f1cMfj+7lz4yvc8fi+os/XG4rgElhQV1oBkVBGCfG5wE+e2A9AdYWb/qFRXjw4u7QjLSDKmFy9IFJxopDd8eFRYglFS8oMtCPgZ9vhoGMzrZ5kFnX2h9q6Nj8Hj49wfGjUkTFMF1u6B6jxunnN8gUlMeP0BMM01lUW1CQoG3Ot9PeW7gEuOLmJBz95PjAmMGYLWkCUMZaAyNZNLpV1bUYuRCl/uL0ZSl50BvyEowl2O1Qc8Kh5zaZJZr3Jh9Qci8nf0j3A2lYfp7Q3sLMnVHSXwKODo8mOfKWixVfJ/FovO3pmf8n1kdE4u3pDdAb8tPqr8LiEu188NKs652kBUcYMhg07b32OPAhjnwqWN9aW1IGYqWjemKbijIkhKRQnMat1BCxhODfMHADxhKLrUJCOgJ/OgJ9oXLHzSHEP4YGRKA02tM98EBFafKUt3Hd0MMLB41Pfa2LbEaOQYUfAj4hw67vPAOBvu2ZP1QctIMqYUDiKCNR67QWzrQv4HdEgUv0Byxprqa5ws82hJvYDI1HqqzyTmkUaary0z6t2bAzTwd6+QUaicTpNAQHFl7Wwk4VfCC2+0tbDuuTbj3Lu1x5KBmVMFVvSOu29aul8AP75d5undBzFoAVEGROKxKjzenDZtCF3BnwcGghzbLA0P15rlphqpnC7hFZ/FUccKnVhp7w5QFtDtWNjmA5S24Iuml+Nr8ozYwVEKXNueoNhjpm+pKkoJZ/K5oMDzK/10uY3JkDza71cfUY7wXCMoyX6DTmNFhBlTCgcs2VesugMNADw8V+/WJLr94Yi+Ko8E8o7N/sqHQsztftQa5ljoa5buoNUVbhY0VRrlLUI+NlapI9lYCRqK8kyX1p8VRwdjBAtQaBCqhC8/r83FX2+fNhimvRSa369Y307AB//1QtTOpZC0QKijBkMx6jLQ0CctWw+TWamaymqnfYGIxnDTZvrnevJYFdAWGW/50pVV8tBbVVdXbKghu4ThQvAcDTOaCzhiAZxUnMdCQW7SuCo3tIdRAROX9xAKBwrmfabi3A0zq6eEJ2mP8viVUvn01xfydZDwVnx3dICoowJRaLU24hgsnC7hBtffxLHhkZ5521PFR2K2hMKZ+3J0BMMO/IDykdADI/GGYw4k7C1cV8/b/7e37jsO3/juw/ucuQaFomEouvQQNIWDtBUX8WxoUjB9zCfHJp8KWVI9ZZDAyxrrOXTl6wG4F/vnpqKPTuOhIglFB1t48uQuF3CjReav6EfFv8bchotIMqYwXCMugw9ESbjknULafFVsnFfP7t6i5vh9QYzF81b2lhLJJbg4PHS1645NjTK/Fpvzv2WNtYCFP0Zs7HhxW529QwyFInxsyf3OzqbPDY0ytBonOXmZwJDACplhKoWgmVDX2Djf5kvyxbUUlfpKUmY8YH+YZY31nHGkga8bhdP7D46JTP3l80yJMszlCG5ZN1CWv1VbNzfz84ZHs6rBUQZk68PAmChv4pffOjVAHzz/h0FX1spZVRVzaBBlCrKJp3RWIL+odGsdZgyjcGJhK1jgxF+/tQrnLaogQ+es5Sjg6P88aXDJb+OheVLSTXnFVs514oyKkUviHRcLmFtm68k99/o/VFJpcfN5968hmNDoxyeguCDsYz9id/vFl8Vv/jQ2QB84/7tjo+lGLSAKGNCkfwFBMDyxlq8HhcPbu8tuA3pieEoo/FExof1yQvr8bik5A/nvsHcWdQWrf4qFtR6HREQD+8w4uDPPamR809uBuAPL3RPdkhRZEpILLb3hhN1mFLpaCs+o96aEFjC0IlqANnoDUXwelxZTXBLF9RSVeHioR19jrTyLRVaQJQxoXB+PggLl0v4zjtPA+B3zxX2YBvLgZj4gKmqcLOypb7kGsRks7p0RIR1AT+bHQiNtKrVfuh1y1nWWMv5q5oc7YOd6WFetAYRtC9sC6Gz3Vd0Rn1yQmB+7rWtPlwCP/pb8XWoctFrNlLK1LUQjN/Qv7/T6IH2vb/u4mdP7udnT+7nuVeO532tP3cd4U9bjhQx2uw4Wu5bM3OJxhOEo4m8fRAWZy6ZB8Btj+7h787Ov4Sx9WDKZu5Z01rPEyVuHGPZ2xfU2nuorWmt58k9R0kklO1cETv0BiPUV3qo9hrhvc31lSWprpqNg8dHcLtk3MO8sc6LSOEaxLGhUeqrPFR63Ll3LoDOlIx6q+Vtvhww/QCtDdWAMfFo9VezcX8/+48OJf1MTtAbiuTUrs5Y0kBVhYtbH9qTXLfQV8VT//yGvK71w0f34hK4tGNhQWOdDK1BlCn5lNnIRLOvihvOX8H+Y8MFRfpYD6ZsP6JWfxV9gxESidI5FEPh3GU2xo3BV0U0rjg+XNqifb2hME0pD+tmXyV9gxHiJfysqWzuHmBlc924h7nH7WJBbSV9BWoQoXCM+gInF3ZY1lhHjdfNvZsL981YpqS1rWMC5vtmuYuXHDYz9QTDk1YMBmNy9Ny/vJFnP3cRz37uIj51yckcCYZ5co/9iVE8odh6KMi6ttI0bUpHC4gyxXqoF6pBAJy1zNAiCinNnNQgspgoWnxVxBMqmQVbCqzPbFcoWjb7UudkdJ8IszDl4bHQ/KxOJeZtPxwa95C0KKbHx1AkRq2DAsLtEk5qruOv23sL7lG97XCI5vrKcZn6a1p9eN0ux7vW2dEgAGq8HhbUVbKgrpLXrFgAwLv+6yn22yw3n1pCxQm0gChTrLo0hfggLDqKiDayzCw1WepAJduPlvChGQrnJxSdGEMsnmDHkfFmk9Xmw9uJHgiW4AnMq56wraG6ouDKokOjzgoIgM+/ZR0Az76cv10ejFl8+uf2elysbi29fyuVkdE4oXBsXFCAHU5f1MBX3mY00ty4v99WJrnVX6JUbV/T0QKiTCnWxASGitziqywoKiTdzDLh3OaPq5T1kELhGF63a0Jpj2y0ODCGfUeHCEcTyYqxYJhAREof1gtGSG1CkfFh5S9CQAxG8s+hyZczFjfgr64oOOqox3QUp7OuzSg66VQ+xJh/LT8HvojwjjPbqa5w8+nfvIrweIEAACAASURBVMSaf/kTz+zvz7r/aCzB//mfF/G6XeNyXEqJowJCRC4VkR0isltEPpNh+/tFpE9EXjCXD6Vsu05EdpnLdU6OsxzJpxfEZHS0FVbhtTcYoWWSGHqrz/H2EjpvQ+FoXqVF2hqqqfG6SzqG7hNG8t+SBTXJdbWVHlY01TkSfjlZi9ViBMRwJE5tpTMOagujZpSv4LLrRg7ExO9YZ8BPMBzjQH/pEzGt60JmoZwLj9vF9999Bp+65GTiSvHYrqNZ993ZY3wvr3lVe7KESqlxbAogIm7gVuCNwEHgGRHZoJRKz3X/lVLqxrRj5wOfB9YDCnjWPLYwXXOW8dCOXr5233Yq3C6+967THYm2KFWphI6Anwe393Lf5sNc1tlq+7ieUJgzFs/Lut1fXcGSBTVsLmGLxsE88z7cLmFtq4+fPLGfD71uGe3zanIflINkeGiacOwM+PNyTtolU88NC39NcRqE0yYmML5fdzy2n9FYAq/H/kMwHI0zMBLN+LlTEzEXLyj+nqbTk0c4dSZev7qZ169u5v89383tj+/jvi2ZHfWWFeDDr1te2EBt4KQGcRawWym1Vyk1CtwFXGnz2EuAB5RS/aZQeAC41KFxzjj+8Hw3Lx8bZnP3AA/t6HXkGqUSEG89PQDA3S8dyuu440PRnCUvljfWcvBE6Rq9hAooLXL1mUb1zUd2lqbJi2V+SO/Etq7Nx5FguKQ9v43rTey5YeGvriASSxSUqDU06ryJCQwNdTSeSM6W7dI3ySx+1cI6KtzimB8i2yQgXz76hpWce1IjK5rqMi6nLmrgw69bxuL5pRdyFk7e4QBwIOX9QeDsDPtdLSLnATuBjyulDmQ5NpB+oIhcD1wPsHhx/rH4k/HLja/wzL5+VrfWc/15K0p67snoPjHC7184xEVrmnnhwABf+9N2/u7sxSWPNw+OGM2CivFBgFGz6E2dC/MyA8TiCQYjsZzCqcVXxZYSOm4HCygtcu2rFvHV+7aXzPzTG4rgr66Y4AdJLe3x+tXNJbkWjD2sGjO0WLXCfYMjUdt+GQuno5gsUmf7HXlE6kzmB6j0uDl5Yb1jGdW9oQgVbmFekd32rji1jStObSvRqApjup3UdwNLlVKnYGgJP83nYKXUbUqp9Uqp9U1NTSUbVCKhuOWebfz+hW6+ct92xyp6ZuL3zxuZyZd2tPLq5fMJRxNs2l96y9rASJT6SvvNgiajI+Dnlf5hBobtmSuCpmqcS0A011dybLDwiqMTrxulrjK/H22xdvB0sjlOV7XUA7CnxL24e0JhFtR6M5pnrP9/vmamSCxONK6mRINYsqAGr8fFPpthnxY9OWbxHW1+thxyxlFtZFFXZc2ink1MKiBE5Hsi8t2U5Tsi8i8icq6Nc3cDi1Let5vrkiiljimlLJ36R8CZdo91kj91HWEwEuPitQtRCu7a+MpUXZquQwMsnl/D289s54tXdgDORLcMjETxl6ifcHL2a7P6pl3zVrOvioSiZLkQg5EYvgI0po42PzuOhBiNFS+oerMUKGyoqcDrcZXexBSMTDBnWRQqIIYihkmq1uuskxqsHtWVefeozlVWpSPg58Rw1JGKwb2h7P/z2UYuDWIT8GzK8hwwCHxDRD6W49hngJUiskxEvMC1wIbUHUQk1at5BbDNfH0/cLGIzBORecDF5rop4QePGKnv159vOH/ueHz/VF2anT2DrF5ozCbn1XoJNFQ7ogqXsl2kVfPe7jjtCoi2BmP290p/afwQoTwbJFl0BAqzg2ciW/SWiCSbFJWS3lA4azRN4QLC0ACnwsQEhhaQ7/+lNxTB4xLm1WT2c60xc0929Za+xElvKFywg3qmMamAUEr9NMPybeBCYNLQU6VUDLgR48G+Dfi1UqpLRG4WkSvM3T4qIl0i8iLwUeD95rH9wBcxhMwzwM3mOseJxhNsPxLiva9ewhmL5/GJN66i+8QIx0uY0TsZPcEwrf6xH3RnoLAw0lyUUkBYgsyuphMcsVfyYm1r6apvKqXyjmKyKFX5cavEebb8j1L2YrYwBFJpNYjBKRYQLb78/y89puaUzYS60O9Mlrx1zmId1DOFgu6wUmrEjn1NKXUvcG/auptSXn8W+GyWY28Hbi9kfMWwu3eQ0ViC9UuNEEyrKF3XoSDnrmx09NqZMjA7Aj7+1HWEYDhadM5CKsFwLPkjKQXr2nxsO2zPTm9Xg2jxVdJYV1kS+/9INE48ofL2QYBhB6+v8hQtqAZGjBLnTRkcxmA45UvZoCiRUPQNZjZpAUlz20zXIFp8VTy8oy+voomTaU5A8h4UWmokG5GYEV5bLiamCYiIR0Q+gBFZNOewZolWxMS6Nt+49U6SKfLCGkdXictOD4yUVuC0NVTbno3ZFRAiQmfAVxINopjMcRFhXVvx4zhhOvGzmT2a6/O3tU/GsaFR4gmVtWjcWBRTfkEYY3W8nPdBAKxeWM/waJz9x+w7qo1uhdkf0l6Pi/m13pLXv7K+28VGMM0UcjmpQyISTF0wnMWXAf8wJSOcYrq6B6j1ulm2wEhOa6jxsmi+M36AdKySDqkzH6c6m5XSxATGLG8wEmN4NPfDJp8cjM6An129oaKbqgSLLC3SGfCz7UjIVn2cbOT63M2+KoLhWMkayOQq+VDhdlHrdRfupJ4iDSI5Scoj5NmOH6C5vrKkZVRgTNjarRg808nlg6hXSvnSlhal1DVKqfwyo2YJm7sHWNfmH6fKdgb8U6JBWCaaVS1jfWwX1FXS5q8q6fXD0TijsURJv8TJwnY2tIjgSBSvx15NpPb5NSRU8aYAq4dypnwAO3QE/IzGinNUJwVEltllPv9DO1jnmawtaCHlNpImpiyFFkuNlQh2eMBexFEkFuf4cDSnH2BlS31Jy6hASgmbchAQIrJ4smWqBjlVxBOKrYeDExJy8o3zL5Qth4I01nnHlYIGWFdiR3WpsqhTsezcdpyJ+WgvxXY+s5is5IQdOktg6rOjQcBYx7liGetFnf0z+woREKPFl4rPh7pKD9UVbtuCs2+S+lOpdAZ8dJ8Yob+EAShBB35b00kuH8Q9GZY/Ak8Dzvftm2KODkYIRxMsaxpf+ygZxmkzzr9QtpjZoukBAJ0BP3uPDiUb3hSL9QNqrJu81EU+LDPrRe204WTNR0CMldwublY9WekFOyxdUEtdpacoTS6XgLDMmrt6SuOoHtMgsj8o/dUVyYeaXabaSW3lQvTY/A5MVl4kFSd6VDsx+ZpOcpmYOlMX4C3A4xi5ELnyIGYd1g8qPSzQKT9AKuFonF29g0lhlOn6peoXYD0sJzM95EugoZp5NRVssVFcrxAB8cNH9xY1vp5gmEqPq6BEOTB6CK9t8zkqIBbNr8ZfXVEyc2JPKMy8mopJy7QUYmIajMTxul15Fc8rlub6KtuhrnYEI5DswlZK821ZCQgLEVkpIj8B7sNImFurlPqekwObDsa6nI1/cOYb518I2w4HiSdUxnozxTTmyYQd00O+GCUp/La0rP6h0ayRPOnMr/VSV+nhxQMninLeWhnMxZQ/6Az42XY4WHDpj/6hUaor3Fl9LyLCyuY69h0tnQaRyw5fqA/C6VLf6bTPr7ZdbmOv+f9blKP6rlUxuJQTv2NDo4iUiYAQkQ4R+SXwW+AvQIdS6kdKKWeN8dPEZH2SOwI+/vjS4ZLaK1OxvqSZOkM11Vey0FdVsi9yj80ZVr50BPzs7AkRiU3+IM9WbiITIsI333EKUFxviFz9J+zQGfATiSUKzlWw87lbfPlnDWejx8b1ChcQU2Nesuho89MXitgKA97SbZSrsVNKpqPEASh9Zu2rCof6M0w1uT7Fi8BrgL9hlO/+dmptJsdHN8UcOD5MhVsyPjhft9IoBviLp1525Nq7egepr/LQliV5rSPgK1ll095QmIYcpodC6Az4icYVOyZ5kI/GEvQPjeb1sC6FBtUTCtsWStnHYeTEFCqoe7MU6kulmD7R6fSZReMmw1ddwYgZ1WaXqegml45VGmOnDf/Mrp5BTjbL1eSiM+Dn4PERTgyXZuJnR2ubTeQSEB/EaNyzkfE1maxlTrGle4BVLfUZpf97Xr2ExfNreMkhM5NVYiObCaQj4GdP32DSQVgMpZhNZ8JOSYq+QctZbP9hHWiopqGmgj88311w9c2+EvxwlzXWUeN1Fywg+kKRnE7yZl8lg5FY0fc5Vxa1RSHlNqaiH3U6Vta/nWi29HI1kzFWR6xE1XpLMBGZSeQSEG3AS1lqMuVVmns2sO1wiLWtvqzbT1/cQJdjAmLyB1hnwI9SsNVmOYtJr5WHiScf2udV5+wh3FtAuKmIsKqlnk0vH+f5AyfyHtfwaIxQJFb0Z3a7hDWtPrYVaOrqC0WyltmwsB5sh04UV2W0bzBCNK4mhEynU4iAGIzEqZmCSq6pWN+XXNn64WicYDiWM4LJwtIKS+bfy5HBPdvIJSD2Av8kIs+LyE9E5J1mddU5RzSe4OhghLaG6qz7dLT5OTQQ5thg6Qt89eV4aCdn5yVowWnH9FAIdnon2A1BTOfLb+0E4LmX8++NUaoOX2CUFCmkHEYsniAUidGQwy6+eqHxwMonazgTXWawwOocphZLQATzCKEemgYTU22lh7pKT04Nwm4Ek0UpKyXEE4qjg5n7YM9WcoW5/kop9X6l1OnAd4DlwO9E5FERuUlEzpqSUU4BY3Hy2b9YpY4mslBKGcXFJnmANfuqaK6vLDoXQynD9OBUMbGOwOS9EwrRIABOaq5joa+qoAdnr83EKTu01FfSE4zkbeqy2yRpZXMdlR5X0Q8sKyR6XY4ubL5CTEzT4KQG47d5+EQOAZGM0LP/kO60GX2Xi2ODERKqNN+zmYJtV7tS6nml1FeUUq8H3gx0AR9ybGRTTHJmO8lDel2RTspsHB+OEo2rnF+sjhJkVI9EjW5guWayhdKZo3dCbyiCS4wSIvnSESgsD2GsiXzxM7tmXyUj0XjeXQbtxsd73C7WtBaXbwFwaMCIpsk1009qEHmZmKZegwBDeG4/MvkEYbJIxGysa/Pz8rHhvKO50uktMhlzJpIrzPVtmRbgIkAppa6fmmE6T3JmO1lZgqoKli6oKbkGYXfWY4SRDnLPS4cLvlaoyKJ1uejIkXzUG4zQWFeJu4BWpx0BP7t7B7n7xfzKgJVUg7DKYeRpZsongaoj4KPrUJBEovB2mL3ByctdW+Trg1BKMTwan/I8CDAmH/uPDU9qDitUgwD4/B+2FDW+XMURZyO5NIi3pCy3pb1/s7NDm1p68kjPL1XEQ/LaQXuRPW8/ox2Ae7cULyCcmgFavROyCYhiojyutj7/5vw+f28wjNftKonWtNQsh2En3DKVfCvYDkZivFxEJ73ekD1nqTVRsKsRRWIJ4gk1LSYmO6Xve4IRKtySV7nts5bNx+tx8eTeY0WNb+x3XCYahFLqA9YCHEh9r5T64BSNcUroC4YRgQW1k2f4dgb8Je8wl+yfm8OJunhBDZd1LCzKzGTVcyplL4hURISONn/WaK9iQmwXza/h8s7WvO3FVo/gUjSRP3lhPR6X5H0P8tMgjAfhV+/blmPP7PQE7bW9rPS4cAkMR+xlqY/1gpg+AfGle7Zm3cfy5eVzr6sq3Hz6kpPpCUa4/mebuPWh3QWNL+kgL7Bi8Ewkn3S/wvXdWUBvKMKC2ko8OTIgS9V+MpW9R4fwuIQWf+4vVkegOHtp8gfukIkJjGzwbL0TeouME18X8HGgP7/EpmKvmUpVhZuVLfV53/9+M/JtXo4JCMDJLfV43S4e2t5XUFmPUDhKTzBCe45SE2AI9FqvJ1mhNRdTXeo7lca6StrnVdN1KJg1knBv3xCBedkjEbPxhjUtdAb8PH/gBP/25x22+pqk0xMKM7/WO6U1qpxm7nySIrE747IKfH3/4cJmGZmwEvTsZDaPlZ0uTEA57YMAowvfaCzBb54d33QwFk9wbGi0qHBT6/Pf8fh+28f0lDgx0Opyl08kU28ogsclzLdRg8rjdvH1t5/CaDzBzX/cmrcv4r/NbP/OHBFMFtVeNyOj+WkQ02FiAvjG208F4PbHJxaTjsUTbDsctP25U1nWWMvd//tcvvzWThIKvv6nHbZb6FrMtRwIyO2kvltENojIBmC59Tpl3aSIyKUiskNEdovIZybZ72oRUSKy3ny/VERGROQFc/lB3p8sT+zabP01Fcyv9fLU3v6SdaPa3TvI6lZ7pQGSJYoLDMsbdNgHAYZNF+COtB/xweMjKGVkRhfKqYsaAPjF06/Y2j+eUHQfH5k0vyVfOgN+jg9H6c4jma0naJi57PZUtv6HP3vyZZ7Z35/X+H7+pCEgTjP/V7morfQwZFNAWN3kpsPEBGO1yu58+pUJAnp33yCRWKIgAWFxxuIG6qs8/OSJ/dxyT34mvgP9w0V9t2ciuTSIbwL/Zi5Xpry2lqyIiBu4FaM96VrgXSKyNsN+9cA/YfSYSGWPUuo0c7nBxmcpip6g/QSXH773TKA04a6JhKIvFMmZ8Wox36ws+4unX0l2ScsHKwKk3iEfBECrv5r/dcEK9vQN8dD2Xh7Z2ccjO/v43fPdAKxty56tngtfVQWfu3wNRwcj3Lv5MI/vPjppldc9fYOMROPJ3uKlYKyPQH4tMPOZXbY1VPP0P78BgHs2H7ZdybR/aJRDA2E+fenJtsxZADVeN8M2ndRjvSCmPooJDMH0+bes5fhwdIKZz0oitbKjC2FBXSUv3HQx71y/iJcOnuCRnX0csBEsMDIaZ1dvqKTfs5lALgHxAaXUI9mWHMeeBexWSu1VSo0Cd2EImXS+CHwNKG1z2DwwTB/21cN1bT5ESuOH6B8eJTZJY/lMnLlkHi8fG+bTv3kp7+tNlZPxrGXziScUH/jJM1x3+0auu30j331wF3WVHla12NOWsvGqpcbs+h9/8Rzv/tHT/OzJ/Vn3naxKbqGsafXhztNR3RfKPzmxxVfFkgU1/OzJl3nb9x+3ZWqyxnRauz3tAcjLBzHdJiYYu///uqFr3PquQ0FqvG6WNdZlOsw2bpfwqmXzCYZjXHf7Rt53+8acx2w7EiShyFiufzaT6y6fUsS5A8CBlPcHgbNTdxCRM4BFSql7RORTaccvE5HngSDwOaXU39IvICLXA9cDLF5ceAfUY0OjKAVNNh/SNV4PK5rq8lb9M9FbQGLPl9/Wyf5jQzxmzp7t9Ha2CIVj1HrdBeUh5MMFq5q456PnEo6Od7K2+CqLduKduqiB+z92HoORGB/95fM8vvsY15+3IuO+m7sHqKpwsbyxNuP2QqiqcLOyuY6Nedz/gZFo0n+VD//zD6/h50+/wncf3MXeo4Msml/DYDiG1+PKqAVa38l8rlXtddt2+k91N7lMdAT8nLeqiedfPs6J4VEaarxE4wme2HOUdW2+kny333p6gJNb6vntcwf5yRP7OTYYmTS50xLMc01A5Pql1ojI6SJyRqalmAuLiAv4FvDJDJsPA4vNEh+fAO4UkQm6m1LqNqXUeqXU+qampoLHksy0zSv70scTe47x6M6+gq8LY/2H84mdrqv0cM36RYzGErzqS3/Jr1RzOOZoBJOFiLCuzc+ZS+aNW+xE1tjh5IX1nLlkHqe0+3lkZx9P7skcw76le4C1rb6c0Wn5sq7Nz8Z9/Ty0vdfW/vl00Uul2VfFZR0LAUNjuvCbj3Dml/7CKV/4My+kFS48Ohjhe3/dTaCh2lYvBIvaSrdtH0RSA52GKKZU3tzZSigS47SbH+BXz7zCO3/4JDt7BukM2NecJsPtEjrb/Vy8tgWAj/3qhUn333xwgAW1XttVZGcLuX41ASb6HazlmzmO7QYWpbxvN9dZ1AMdwMMish94NbBBRNYrpSJKqWMASqlngT3AKjsfqBB6C0hw+fhFxnCeyPJgsktfARoEwNvOCHDByU2EIjF29dqvLhqKRB31P0w1H3+jcR+eypDkFE8oug4VFtWSi49dtBLAVnJVNJ5geDRecJex1QvrWdvqY2fPIN0nRrjqtDaUmviZn3/FEBgfft2yvM5f4/Xk4YMwBMl0+SAs3nJqG199WyeNdV4e2NrDc6+c4KTmOv7XBZk1yUJ59fIFBBqqczar2pyln/xsJ5eA2K2UulAp9foMy4U5jn0GWCkiy0TEC1wLJCOflFIDSqlGpdRSpdRS4CngCqXUJhFpMp3ciMhyYCVGZVlHGKswav8hvbSxlnVtPn7wyJ6iopks7SVf+3SN18NNbzZ8/pd/97GstY/SCYWnp46OU6xqqWdlcx3feXDXBKf9vqNDDI/GHVH7F82v4dRFDbaq644lyRX2fxcRrj9vefL9h163nPZ51Xz1vu289fuP89qvPMhrv/Ign/z1C7gErnnVoknONpEar5thm+1ch0ZjVHpcJdfI8qXa6+basxZz+uJ5PGhqcZ+9bHXJi1C6XMLfn7uMvlCEt3zvsYx5KVY/eScmItONY3dZKRUDbgTuB7YBv1ZKdYnIzSJyRY7DzwNeEpEXgN8ANyilijf4Z6HHzKJuzDMD8h1nGqUfnthztOBr94YiNNRU5OVHsFjWWMsHzlkKwMM77Jk6QuGYozkQ08FbzwgA8PTe8V8Rp+3CHW0+thzKnQ+RFBBFlPq4cE0z73vNEv7xghWsbfXx2cvWAIbWEFeKc05q5JJ1C/nc5WupydP8Y2gQdsNcZ9YE44bzV/COM9v5wDlLOeekRkeu8eZTW1li1mDb0zcxmmysn/zcimCC3E7qr2TbICKLlVKTBqMrpe4F7k1bd1OWfS9Ief1bjD7YU4KRRZ1/H9n3vHoJX7lvOzf/cStXnNpW0Kwq3/DHVESEz79lHX/u6uHL925nVUs9F5zcPOkxg5EYbQ1zy0769+cu41t/3skX7u7iso6FuFxCPKG4+Y9b8XpcrGwuLqolG50BP794+hU+9NNN/OC9Z2b9/gTzKLORDV9VBTdf2ZF8f/kprfxt1yLueuYAb1zbwpeu6iz43LVeN6PxBNF4IudvYLpKfWfD8m05SXN9FT9633re+O1H+fRvX5rwe7UsCHPNQQ25NYhkcpuIPJi27felH8700BcK01RApq3H7eKsZfM5MRzNaaPMxp6+IRbPL85x+97XLAHgx49NzC5N5/iQEfUxl6j0uDl9cQO9oQi7+4wietuPBOkfGmX9knmOmUPOP7mJWq+bB7f3Ttqnot+s2zWvxP/3K05r49RFDbzllLaizlNjPvCHbTiqByPxGSUgporlTXVcvLaF0ViCg8dHxi2xhOLyU1rnXJIc5NYgUj0u8yfZNqvpKSJF/ktXdXD+Nx7mPx/ew63vzi+waygSY0/fIG8+pbWga1vccP4K9vUN8cC2HpRSWR1lozGr1MXcKgcAcMtbO7n4248my5b858N7AOP+OEWrv5r7P34e537tIbZ0D2TNXLaqfJa609hrVzTyh48Ub1ax2ocOj8ZyajmGiWl6HdTTgdsl3Pa+9dM9jCkn19RKZXmd6f2spTdkrw5TJqzZ/z2bD+dd4Gvb4SBKjfVQKIaOgC+ZRZsNy4k7l1oiWixvrKWqwsXm7gHC0Th/NHtmWOW5nSLQUE1DTY4+3GYoc74+rqnCEhBDNvwQQ6Mzy8SkcZZcAqJZRD4hIp9MeW29LzzxYAYRN0tdFFpATkS4zSy98eeunryO3VzCLF/L/vmHF7qz7lPKxjkzDY/bxdpWH0/t7eeXGw3X2A/ec6bt2keFIiJ0Bvz8/oVuIrHMD9jeUGRGV/m0KrPaKdg3OMN8EBpnyfWN/S+MfIW6lNfW+x85O7Sp4diQ0Ue2UA0CxoqiffW+7Xkdt7l7gKb6ypLM6Ne0GhEU335gZ9aSDN3HjeJyc1GDAFi/dD7bDgf5wt1bcbvEdrG6Yjl9UQPhaIK7Nh7IuL0vFJnRPQJqTJORnXIbQ5HYtCfJaaaOSe+0UuoL2baJyMdKP5ypZ16Nl3s+em5R8dPNvir+7uzF3Pn0K+w/OsSSBTW2Emae3ttPR4mKe1VVuPn4Rav49l92srtvkFUt9SQSalxuwKaX+/G4hJMciuqZbj558SreckobCkVDtZeFU5TVeuOFK/nuX3fzwoETXJdh+8Bw1LEe4KXACou1YyIdisSTAkUz9ylG5/1EyUYxjVS4Xaxr8xfVowBIlkO44JsP8+0Hdubc/+dPvUz3iRFOyaOoWi4u6TDKAtx453MA3LRhC2d9+cHkcsfj+1ndWl9QzsVsoNLjprPdzyntDSxeUJqSHnbwelxctKY5a/HGQstsTBW1Nn0QSimGRmdWHoTGWYq503MmiqkUnLOikX9/52l876+7bJVfsPb54Dn5lUWYjJNb6jml3c92s5vbk3uOcUq7n3emZNY6HTNerqxr8/Pg9t6MeQIzXUBYYa65fBDDo3GUmt5CfZqppRgNYs5EMZUCl0u46vQA557UyDP7j/O/f/l81n1vvnsr97x0mEvXLSwquzYdEaMswGgswau//CB7+oa4cHUz7z57SXJZvXDuZXvOBDoDfpSCz6eVoIaZLyCSGkQOE9NMqOSqmVomvdMiEsIQBJa2YAkFAeZeVkgJeO9rlvLb57q5+8VDfO3qzgllD5RS/O55oxVnqQuLgdFb94PnLGMkGqfCLbxjfX51eTSFce7KRircwsZ948t9jMYSjEQLL9Q3FVQn8yAm1yCsiq/lmAdRrkyqQSil6pVSPvOv9dp6r6cRGTipuY5vXWP0zf3OX3aN2xaLJ/jwz57lxHCUL13VkWyfWUrqKj3c9Ja1fOVtndx8ZceczO6ciVRVuPn4G1fxSv8wA8PR5PpS1GFyGq/bhcclOZ3USQ1CRzGVDbl6UleJyMdE5D9E5HoR0d8MG5y9fAEAf+o6Mm799iMh/rKth1qvm9evnrxmkmb2YSU8pvYLd6rMRikREWq87pxO6qnqRqiZOeS60z8FosDfgDcB6zD6R2smwV9dwacuOZlv3L+D4kkz5gAAEj9JREFUb9y/HZcZ8mqV5L7no6/TM/s5iFXueXP3QLKyqJVFPdNzT2orPfY1CC0gyoZcd3qtUqoTQER+DORuzqoB4HUrG/mPv+5O1gSyWNVSV3RxPs3MZF6tl0BD9biyGz0FNoSaaqq97pw+iJnQj1ozteS600ljqlIqNte6JTnJKe0NbPvipdM9DM0U0xnwjxMQvcmWsjNbQNR6Pbmd1BHLSa0FRLmQK8z1VBEJmksIOMV6LSLZ6xtrNGVKZ7uf/ceGCYaNuVX38RF8VZ68m/hMNdVed9KElI0xE5OOYioXckUxudMjl1Je64B6jSaNdWbplGf3Hweg61AwWSdrJlPjdTOSo+2oZWKa6cJOUzpmZnlJjWaWYjmqb7zzOWLxBNsOB2dFr+IarztnJvVQJEZ1hRu3wxVyNTMHLSA0mhKyoK6SyzoWMjQa56m9/URiiVnRirK6woYPQveCKDscFRAicqmI7BCR3SLymUn2u1pElIisT1n3WfO4HSJyiZPj1GhKyftesxSA9/z4aWB29Cqu9rpsmJjiOou6zHBMQIiIG7gVuAxYC7xLRNZm2K8eI7fi6ZR1a4FrMfIuLgW+b55Po5nxrF86D1+VMdOu9bpZ3uhsV7tSUOP12DIxaQ2ivHBSgzgL2K2U2quUGgXuAq7MsN8Xga8Bqb0yrwTuUkpFlFL7gN3m+TSaGU+F28X/ueRkANoaqh3valcKqisMJ3W2ZlOgBUQ54qSACACpLbYOmuuSiMgZwCKl1D35Hmsef72IbBKRTX19faUZtUZTAt6wpoXXrljAjReeNN1DsYVVsC+cpW0qoHtBlCHTdrdFxAV8C3h/oedQSt0G3Aawfv16XX5cM2MINFRz54dfPd3DsE2NKSBGRuNZw1iHInFqG7WAKCecvNvdQGqt6XZznUU90AE8bGZoLwQ2iMgVNo7VaDQlpLpirOT3giz7DEZi2kldZjhpYnoGWCkiy0TEi+F03mBtVEoNKKUalVJLlVJLgaeAK5RSm8z9rhWRShFZBqxE14HSaBzDMjFNFsk0FInpUt9lhmN326zddCNwP+AGbldKdYnIzcAmpdSGSY7tEpFfA1uBGPARpdTkIRYajaZgUk1MmUgkFMOjce2kLjMcvdtKqXuBe9PW3ZRl3wvS3t8C3OLY4DQaTZLqCuNRkC1ZzmpHqp3U5YXOpNZoNCkmpswF+6xKrjXaB1FWaAGh0WiSJqZsGoTuJleeaAGh0WiSUUzZfBC6H3V5ogWERqPJGcWk242WJ1pAaDQabWLSZEQLCI1GQ5VnchOTJTh0N7nyQgsIjUaDyyXJgn2Z0BpEeaIFhEajAQw/xPBotjBX7YMoR7SA0Gg0gFnyezSRcdtQJIbImK9CUx5oAaHRaACzL3WWRLnBSJxarwezsKamTNACQqPRAJaJKXuYq3ZQlx9aQGg0GsAyMWVxUo/qbnLliBYQGo0GsExMk2gQOou67NACQqPRANrEpJmIFhAajQYwSn5nNTFF4joHogzRAkKj0QA2TExaQJQdWkBoNBpg8kS5Ye2kLku0gNBoNIARxRSOJkgk1IRtg5GYNjGVIVpAaDQaYCxLOhwbb2aKxROEowkdxVSGOCogRORSEdkhIrtF5DMZtt8gIptF5AUReUxE1prrl4rIiLn+BRH5gZPj1Gg0Yz0h0iOZhnQl17LFsSmBiLiBW4E3AgeBZ0Rkg1Jqa8pudyqlfmDufwXwLeBSc9sepdRpTo1Po9GMJ1tXuSFdybVscVKDOAvYrZTaq5QaBe4CrkzdQSkVTHlbC0w0fmo0mimhxjQhpUcy6Uqu5YuTAiIAHEh5f9BcNw4R+YiI7AG+Dnw0ZdMyEXleRB4RkddluoCIXC8im0RkU19fXynHrtGUHdVe43GQbmLSvSDKl2l3UiulblVKrQD+L/A5c/VhYLFS6nTgE8CdIuLLcOxtSqn1Sqn1TU1NUzdojWYOUl1hCID0UNehiCEwdKnv8sNJAdENLEp5326uy8ZdwFUASqmIUuqY+fpZYA+wyqFxajQaUqKYopk1CG1iKj+cFBDPACtFZJmIeIFrgQ2pO4jIypS3lwO7zPVNppMbEVkOrAT2OjhWjabsqckWxaRNTGWLY3dcKRUTkRuB+wE3cLtSqktEbgY2KaU2ADeKyEVAFDgOXGcefh5ws4hEgQRwg1Kq36mxajQaqKrIFuaqNYhyxdE7rpS6F7g3bd1NKa//KctxvwV+6+TYNBrNeHKZmLQGUX5Mu5Nao9HMDKww13QNYjgSxyVQVaEfF+WGvuMajQYwBIBLxnwOFoNmJVfdj7r80AJCo9EAICL4qisYGImOWz+kC/WVLVpAaDSaJP5MAkKX+i5btIDQaDRJMgmIwUhcC4gyRQsIjUaTxFeVzcSks6jLES0gNBpNkowmpkhM94IoU7SA0Gg0SXzVFQQnmJi0D6Jc0QJCo9Ek8VV5CIXTi/XFdLOgMkULCI1Gk6S+ykMklmA0lkiuG9JO6rJFCwiNRpPEynewymuMxhKMxhPUaR9EWaIFhEajSVJfVQFAKGz4IYZ1ob6yRgsIjUaTpK7KEASWH0IX6itvtIDQaDRJ6tMEhNVNTmsQ5YkWEBqNJkl9pWFisjSHsW5yOoqpHNECQqPRJBnTIAwfhO4mV95oAaHRaJJYPghLcxjS/ajLGi0gNBpNknQfhHZSlzdaQGg0miSVHjdetyvFSa01iHLGUQEhIpeKyA4R2S0in8mw/QYR2SwiL4jIYyKyNmXbZ83jdojIJU6OU6PRjFFf5RnzQZjtR61+1ZrywjEBISJu4FbgMmAt8K5UAWByp1KqUyl1GvB14FvmsWuBa4F1wKXA983zaTQah6mr8oyLYvK4hEqPNjaUI07e9bOA3UqpvUqpUeAu4MrUHZRSwZS3tYAyX18J3KWUiiil9gG7zfNpNBqHqU8p2De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- " 'skew': None,\n", - " 'units': ['mV', 'mV', 'mV', 'mmHg']}" + " 'e_d_signal': None,\n", + " 'file_name': ['3269321_0001.dat'],\n", + " 'fmt': ['80'],\n", + " 'samps_per_frame': [1],\n", + " 'skew': [None],\n", + " 'byte_offset': [None],\n", + " 'adc_gain': [255.0],\n", + " 'baseline': [-128],\n", + " 'units': ['NU'],\n", + " 'adc_res': [8],\n", + " 'adc_zero': [0],\n", + " 'init_value': [-18],\n", + " 'checksum': [62211],\n", + " 'block_size': [0]}" ] }, "metadata": {}, @@ -453,60 +40558,5789 @@ "source": [ "# Demo 7 - Read the multi-segment record and plot waveforms from the MIMIC matched waveform database.\n", "# Notice that some channels have no valid values to plot\n", - "record = wfdb.rdrecord('sample-data/multi-segment/s00001/s00001-2896-10-10-00-31',\n", - " sampfrom=3000000, sampto=4000000)\n", - "wfdb.plot_wfdb(record, title='Record s00001/s00001-2896-10-10-00-31') \n", + "record = wfdb.rdrecord('sample-data/multi-segment/p000878/3269321_0001',\n", + " sampfrom=300, sampto=1000)\n", + "wfdb.plot_wfdb(record, title='Record p000878/3269321_0001') \n", "display(record.__dict__)\n", "\n", - "# Can also read the same files hosted on PhysioBank\n", - "record2 = wfdb.rdrecord('s00001-2896-10-10-00-31', sampfrom=3000000, sampto=4000000,\n", - " pb_dir = 'mimic2wdb/matched/s00001')" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Multiple sample/frame examples\n", - "\n", - "Although there can only be one base sampling frequency per record, a single wfdb record can store multiple channels with different sampling frequencies, as long as their sampling frequencies can all be expressed by an integer multiple of a base value. This is done by using the `samps_per_frame` attribute in each channel, which indicates the number of samples of each channel present in each frame.\n", - "\n", - "ie: To capture three signals with sampling frequencies of 120, 240, and 360 Hz, in a single record, they can be combined into a record with `fs=120` and `samps_per_frame = [1, 2, 3]`.\n", - "\n", - "#### Reading Options\n", - "\n", - "This package allows signals in records with multiple samples/frame to be read in two ways:\n", - "1. smoothed - An uniform mxn numpy is returned as the d_signal or p_signal field. Channels with multiple samples/frame have their values averaged within each frame. This is like the behaviour of the `rdsamp` function of the original WFDB c package. Note that `wfdb.plot_record` only works if the record object has the `p_signals` field.\n", - "2. expanded - A list of 1d numpy arrays is returned as the e_d_signal or e_p_signal field. All samples for each channel are returned in its respective numpy array. The arrays may have different lengths depending on their `samps_per_frame` values.\n", - "\n", - "Set the `smooth_frames` *(default=True)* option in `rdrecord` to return the desired signal type." + "# Can also read the same files hosted on Physionet\n", + "record2 = wfdb.rdrecord('3269321_0001', sampfrom=300, sampto=1000,\n", + " pn_dir = 'mimic3wdb/matched/p00/p000878')" ] }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 42, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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" ] }, - "metadata": {}, + "metadata": { + "needs_background": "light" + }, "output_type": "display_data" } ], "source": [ - "# Demo 8 - Read a wfdb record in which one channel has multiple samples/frame. Return a smoothed uniform array.\n", + "# Demo 8 - Read a WFDB record in which one channel has multiple samples/frame. Return a smoothed uniform array.\n", "record = wfdb.rdrecord('sample-data/test01_00s_frame')\n", "wfdb.plot_wfdb(record)" ] }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 44, "metadata": {}, "outputs": [], "source": [ @@ -516,13 +46350,14 @@ "import numpy as np\n", "import os\n", "import shutil\n", + "import posixpath\n", "\n", "import wfdb" ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 55, "metadata": {}, "outputs": [ { @@ -545,7 +46380,7 @@ } ], "source": [ - "# Demo 9 - Read a wfdb record in which one channel has multiple samples/frame. Return a list of all the expanded samples.\n", + "# Demo 9 - Read a WFDB record in which one channel has multiple samples/frame. Return a list of all the expanded samples.\n", "record = wfdb.rdrecord('sample-data/test01_00s_frame', smooth_frames=False)\n", "\n", "display(record.e_p_signal)\n", @@ -571,12 +46406,11 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ - "# Demo 10 - Read a WFDB record's digital samples and create a copy via the wrsamp() instance method \n", - "# of the Record object.\n", + "# Demo 10 - Read a WFDB record's digital samples and create a copy via the wrsamp() instance method of the Record object.\n", "\n", "# Read a record as a Record object.\n", "record = wfdb.rdrecord('sample-data/100', physical=False)\n", @@ -595,15 +46429,15 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "# Demo 11 - Write a WFDB record without using a Record object via the gateway wrsamp function.\n", "# This is the basic way to write physical signals to a WFDB file. \n", "\n", - "# Read part of a record from Physiobank\n", - "sig, fields = wfdb.rdsamp('a103l', sampfrom=50000, channels=[0,1], pb_dir='challenge/2015/training')\n", + "# Read part of a record from Physionet\n", + "sig, fields = wfdb.rdsamp('a103l', sampfrom=50000, channels=[0,1], pn_dir='challenge-2015/training')\n", "\n", "# Call the gateway wrsamp function, manually inserting fields as function input parameters\n", "wfdb.wrsamp('ecg-record', fs=250, units=['mV', 'mV'], sig_name=['I', 'II'], p_signal=sig, fmt=['16', '16'])\n", @@ -618,17 +46452,10967 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 9, "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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" ] }, - "metadata": {}, + "metadata": { + "needs_background": "light" + }, "output_type": "display_data" } ], @@ -638,7 +57422,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 7, "metadata": {}, "outputs": [], "source": [ @@ -648,6 +57432,7 @@ "import numpy as np\n", "import os\n", "import shutil\n", + "import posixpath\n", "\n", "\n", "import wfdb" @@ -655,7 +57440,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 10, "metadata": {}, "outputs": [], "source": [ @@ -678,14 +57463,14 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "# Demo 13 - Read a WFDB annotation file and create a copy via the wrann() instance method\n", "# of the Annotation object\n", "\n", - "# Read an annotation from Physiobank\n", + "# Read an annotation from Physionet\n", "annotation = wfdb.rdann('sample-data/100', 'atr')\n", "annotation.extension = 'cpy'\n", "\n", @@ -701,7 +57486,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 12, "metadata": {}, "outputs": [], "source": [ @@ -709,7 +57494,7 @@ "# object via the gateway wrann function.\n", "\n", "# Read an annotation as an Annotation object\n", - "annotation = wfdb.rdann('b001', 'atr', pb_dir='cebsdb')\n", + "annotation = wfdb.rdann('b001', 'atr', pn_dir='cebsdb')\n", "\n", "# Call the gateway wrann function, manually inserting fields as function input parameters\n", "wfdb.wrann('b001', 'cpy', annotation.sample, annotation.symbol)\n", @@ -723,14 +57508,14 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - " label_store symbol description\n", + "label_store symbol description\n", "0 0 Not an actual annotation\n", "1 1 N Normal beat\n", "2 2 L Left bundle branch block beat\n", @@ -783,151 +57568,175 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Downloading Content from Physiobank\n", + "## Downloading Content from Physionet\n", "\n", "- The downloads are made via http\n", - "- See the above demos for examples on streaming WFDB files stored in Physiobank without downloading them to local disk\n", - "- Physionet has rsync modules for downloading entire databases for users who have access to rsync. " + "- See the above demos for examples on streaming WFDB files stored in PhysioNet without downloading them to local disk\n", + "- PhysioNet has rsync modules for downloading entire databases for users who have access to rsync. " ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "[['adfecgdb', 'Abdominal and Direct Fetal ECG Database'],\n", + "[['aami-ec13', 'ANSI/AAMI EC13 Test Waveforms'],\n", + " ['adfecgdb', 'Abdominal and Direct Fetal ECG Database'],\n", + " ['afdb', 'MIT-BIH Atrial Fibrillation Database'],\n", + " ['afpdb', 'PAF Prediction Challenge Database'],\n", " ['aftdb', 'AF Termination Challenge Database'],\n", - " ['ahadb', 'AHA Database [sample excluded record]'],\n", - " ['aami-ec13', 'ANSI/AAMI EC13 Test Waveforms'],\n", + " ['ahadb', 'AHA Database Sample Excluded Record'],\n", " ['apnea-ecg', 'Apnea-ECG Database'],\n", - " ['chfdb', 'BIDMC Congestive Heart Failure Database'],\n", + " ['bidmc', 'BIDMC PPG and Respiration Dataset'],\n", " ['bpssrat', 'Blood Pressure in Salt-Sensitive Dahl Rats'],\n", " ['capslpdb', 'CAP Sleep Database'],\n", - " ['crisdb', 'CAST RR Interval Sub-Study Database'],\n", - " ['challenge/2009/test-set-a', 'Challenge 2009 Test Set A'],\n", - " ['challenge/2009/test-set-b', 'Challenge 2009 Test Set B'],\n", - " ['challenge/2010/set-a', 'Challenge 2010 Training Set A'],\n", - " ['challenge/2010/set-b', 'Challenge 2010 Test Set B'],\n", - " ['challenge/2010/set-c', 'Challenge 2010 Test Set C'],\n", - " ['challenge/2011/set-a', 'Challenge 2011 Training Set A'],\n", - " ['challenge/2011/set-b', 'Challenge 2011 Test Set B'],\n", - " ['challenge/2011/sim', 'Challenge 2011 Pilot Set'],\n", - " ['challenge/2013/set-a', 'Challenge 2013 Training Set A'],\n", - " ['challenge/2013/set-b', 'Challenge 2013 Test Set B'],\n", - " ['challenge/2014/set-p', 'Challenge 2014 Training Set'],\n", - " ['challenge/2014/set-p2', 'Challenge 2014 Extended Training Set'],\n", - " ['challenge/2015/training', 'Challenge 2015 Training Set'],\n", - " ['challenge/2016/training-a', 'Challenge 2016 Training Set A'],\n", - " ['challenge/2016/training-b', 'Challenge 2016 Training Set B'],\n", - " ['challenge/2016/training-c', 'Challenge 2016 Training Set C'],\n", - " ['challenge/2016/training-d', 'Challenge 2016 Training Set D'],\n", - " ['challenge/2016/training-e', 'Challenge 2016 Training Set E'],\n", - " ['challenge/2016/training-f', 'Challenge 2016 Training Set F'],\n", - " ['challenge/2017/training', 'Challenge 2017 Training Set'],\n", - " ['challenge/2018/training', 'Challenge 2018 Training Set'],\n", - " ['challenge/2018/test', 'Challenge 2018 Test Set'],\n", + " ['cdb', 'MIT-BIH ECG Compression Test Database'],\n", + " ['cebsdb', 'Combined measurement of ECG, Breathing and Seismocardiograms'],\n", + " ['cerebral-vasoreg-diabetes', 'Cerebral Vasoregulation in Diabetes'],\n", " ['charisdb', 'CHARIS database'],\n", " ['chbmit', 'CHB-MIT Scalp EEG Database'],\n", - " ['cebsdb', 'Combined measurement of ECG, Breathing and Seismocardiograms'],\n", " ['chf2db', 'Congestive Heart Failure RR Interval Database'],\n", + " ['chfdb', 'BIDMC Congestive Heart Failure Database'],\n", + " ['crisdb', 'CAST RR Interval Sub-Study Database'],\n", + " ['ct-ich',\n", + " 'Computed Tomography Images for Intracranial Hemorrhage Detection and Segmentation'],\n", + " ['ct-ich',\n", + " 'Computed Tomography Images for Intracranial Hemorrhage Detection and Segmentation'],\n", + " ['ct-ich',\n", + " 'Computed Tomography Images for Intracranial Hemorrhage Detection and Segmentation'],\n", + " ['ct-ich',\n", + " 'Computed Tomography Images for Intracranial Hemorrhage Detection and Segmentation'],\n", " ['ctu-uhb-ctgdb', 'CTU-CHB Intrapartum Cardiotocography Database'],\n", " ['cudb', 'CU Ventricular Tachyarrhythmia Database'],\n", + " ['cuiless16', 'CUILESS2016'],\n", + " ['culm', 'Complex Upper-Limb Movements'],\n", + " ['cves', 'Cerebral Vasoregulation in Elderly with Stroke'],\n", + " ['deidentifiedmedicaltext', 'Deidentified Medical Text'],\n", + " ['drivedb', 'Stress Recognition in Automobile Drivers'],\n", + " ['earh', 'Evoked Auditory Responses in Heading Impaired'],\n", + " ['earndb', 'Evoked Auditory Responses in Normals'],\n", + " ['ecgcipa', 'CiPA ECG Validation Study'],\n", " ['ecgdmmld',\n", " 'ECG Effects of Dofetilide, Moxifloxacin, Dofetilide+Mexiletine, Dofetilide+Lidocaine and Moxifloxacin+Diltiazem'],\n", + " ['ecgiddb', 'ECG-ID Database'],\n", " ['ecgrdvq',\n", " 'ECG Effects of Ranolazine, Dofetilide, Verapamil, and Quinidine'],\n", - " ['ecgiddb', 'ECG-ID Database'],\n", - " ['eegmmidb', 'EEG Motor Movement/Imagery Dataset'],\n", - " ['ltrsvp', 'EEG Signals from an RSVP Task'],\n", - " ['erpbci', 'ERP-based Brain-Computer Interface recordings'],\n", " ['edb', 'European ST-T Database'],\n", - " ['earh', 'Evoked Auditory Responses in Heading Impaired'],\n", - " ['earndb', 'Evoked Auditory Responses in Normals'],\n", + " ['eegmat', 'EEG During Mental Arithmetic Tasks'],\n", + " ['eegmmidb', 'EEG Motor Movement/Imagery Dataset'],\n", + " ['ehgdb', 'Icelandic 16-electrode Electrohysterogram Database'],\n", + " ['eicu-crd', 'eICU Collaborative Research Database'],\n", + " ['eicu-crd-demo', 'eICU Collaborative Research Database Demo'],\n", " ['emgdb', 'Examples of Electromyograms'],\n", + " ['erpbci', 'ERP-based Brain-Computer Interface recordings'],\n", + " ['excluded', 'Recordings excluded from the NSR DB'],\n", " ['fantasia', 'Fantasia Database'],\n", " ['fecgsyndb', 'Fetal ECG Synthetic Database'],\n", " ['fpcgdb', 'Fetal PCG Database'],\n", - " ['gait-maturation-db/data', 'Gait Maturation Database'],\n", + " ['gait-maturation-db', 'Gait Maturation Database'],\n", " ['gaitdb', 'Gait in Aging and Disease Database'],\n", " ['gaitndd', 'Gait in Neurodegenerative Disease Database'],\n", - " ['meditation/data', 'Heart Rate Oscillations during Meditation'],\n", + " ['gaitpdb', \"Gait in Parkinson's Disease\"],\n", " ['hbedb', 'Human Balance Evaluation Database'],\n", - " ['ehgdb', 'Icelandic 16-electrode Electrohysterogram Database'],\n", " ['iafdb', 'Intracardiac Atrial Fibrillation Database'],\n", + " ['images', 'Samples of MR Images'],\n", + " ['incartdb', 'St Petersburg INCART 12-lead Arrhythmia Database'],\n", + " ['inipdmsa',\n", + " 'Safety and Preliminary Efficacy of Intranasal Insulin for Cognitive Impairment in Parkinson Disease and Multiple System Atrophy'],\n", + " ['kinematic-actors-emotions',\n", + " 'Kinematic dataset of actors expressing emotions'],\n", " ['ltafdb', 'Long Term AF Database'],\n", + " ['ltdb', 'MIT-BIH Long-Term ECG Database'],\n", + " ['ltmm', 'Long Term Movement Monitoring Database'],\n", + " ['ltrsvp', 'EEG Signals from an RSVP Task'],\n", " ['ltstdb', 'Long Term ST Database'],\n", - " ['mssvepdb', 'MAMEM SSVEP Database'],\n", + " ['macecgdb', 'Motion Artifact Contaminated ECG Database'],\n", + " ['maternal-visceral-adipose',\n", + " 'Visceral adipose tissue measurements during pregnancy'],\n", + " ['meditation', 'Heart Rate Oscillations during Meditation'],\n", + " ['mednli',\n", + " 'MedNLI - A Natural Language Inference Dataset For The Clinical Domain'],\n", + " ['mednli-bionlp19', 'MedNLI for Shared Task at ACL BioNLP 2019'],\n", + " ['mednli-bionlp19', 'MedNLI for Shared Task at ACL BioNLP 2019'],\n", " ['mghdb', 'MGH/MF Waveform Database'],\n", - " ['mimic2cdb', 'MIMIC II Clinical Database Public Subset'],\n", - " ['mimic2wdb/30', 'MIMIC II/III Waveform Database, part 0'],\n", - " ['mimic2wdb/31', 'MIMIC II/III Waveform Database, part 1'],\n", - " ['mimic2wdb/32', 'MIMIC II/III Waveform Database, part 2'],\n", - " ['mimic2wdb/33', 'MIMIC II/III Waveform Database, part 3'],\n", - " ['mimic2wdb/34', 'MIMIC II/III Waveform Database, part 4'],\n", - " ['mimic2wdb/35', 'MIMIC II/III Waveform Database, part 5'],\n", - " ['mimic2wdb/36', 'MIMIC II/III Waveform Database, part 6'],\n", - " ['mimic2wdb/37', 'MIMIC II/III Waveform Database, part 7'],\n", - " ['mimic2wdb/38', 'MIMIC II/III Waveform Database, part 8'],\n", - " ['mimic2wdb/39', 'MIMIC II/III Waveform Database, part 9'],\n", - " ['mimic2wdb/matched', 'MIMIC II Waveform Database Matched Subset'],\n", - " ['mimic3wdb/matched', 'MIMIC III Waveform Database Matched Subset'],\n", + " ['mimic-cxr', 'MIMIC-CXR Database'],\n", + " ['mimic-cxr', 'MIMIC-CXR Database'],\n", + " ['mimic-cxr-jpg', 'MIMIC-CXR-JPG - chest radiographs with structured labels'],\n", + " ['mimic3wdb', 'MIMIC-III Waveform Database'],\n", + " ['mimic3wdb-matched', 'MIMIC-III Waveform Database Matched Subset'],\n", " ['mimicdb', 'MIMIC Database'],\n", - " ['mimicdb/numerics', 'MIMIC Database Numerics'],\n", + " ['mimiciii', 'MIMIC-III Clinical Database'],\n", + " ['mimiciii-demo', 'MIMIC-III Clinical Database Demo'],\n", " ['mitdb', 'MIT-BIH Arrhythmia Database'],\n", - " ['pwave', 'MIT-BIH Arrhythmia Database P-Wave Annotations'],\n", - " ['afdb', 'MIT-BIH Atrial Fibrillation Database'],\n", - " ['cdb', 'MIT-BIH ECG Compression Test Database'],\n", - " ['ltdb', 'MIT-BIH Long-Term ECG Database'],\n", - " ['vfdb', 'MIT-BIH Malignant Ventricular Ectopy Database'],\n", - " ['nstdb', 'MIT-BIH Noise Stress Test Database'],\n", - " ['nsrdb', 'MIT-BIH Normal Sinus Rhythm Database'],\n", - " ['excluded', '... [Recordings excluded from the NSR DB]'],\n", - " ['slpdb', 'MIT-BIH Polysomnographic Database'],\n", - " ['stdb', 'MIT-BIH ST Change Database'],\n", - " ['svdb', 'MIT-BIH Supraventricular Arrhythmia Database'],\n", " ['mmgdb', 'MMG Database'],\n", - " ['macecgdb', 'Motion Artifact Contaminated ECG Database'],\n", " ['motion-artifact', 'Motion Artifact Contaminated fNIRS and EEG Data'],\n", - " ['noneeg', 'Non-EEG Dataset for Assessment of Neurological Status'],\n", + " ['mssvepdb', 'MAMEM SSVEP Database'],\n", + " ['mvtdb', 'Spontaneous Ventricular Tachyarrhythmia Database'],\n", + " ['nesfdb', 'Noise Enhancement of Sensorimotor Function'],\n", + " ['nifeadb', 'Non-Invasive Fetal ECG Arrhythmia Database'],\n", " ['nifecgdb', 'Non-Invasive Fetal ECG Database'],\n", + " ['noneeg', 'Non-EEG Dataset for Assessment of Neurological Status'],\n", + " ['nqmitcsxpd', 'neuroQWERTY MIT-CSXPD Dataset'],\n", " ['nsr2db', 'Normal Sinus Rhythm RR Interval Database'],\n", - " ['ob1db', 'OB-1 Fetal ECG Database [sample record]'],\n", - " ['afpdb', 'PAF Prediction Challenge Database'],\n", + " ['nsrdb', 'MIT-BIH Normal Sinus Rhythm Database'],\n", + " ['nstdb', 'MIT-BIH Noise Stress Test Database'],\n", + " ['ob1db', 'OB-1 Fetal ECG Database'],\n", " ['osv', 'Pattern Analysis of Oxygen Saturation Variability'],\n", - " ['prcp', 'Physiologic Response to Changes in Posture'],\n", - " ['szdb', 'Post-Ictal Heart Rate Oscillations in Partial Epilepsy'],\n", + " ['phdsm', 'Permittivity of Healthy and Diseased Skeletal Muscle'],\n", + " ['phdsm', 'Permittivity of Healthy and Diseased Skeletal Muscle'],\n", + " ['phenotype-annotations-mimic',\n", + " 'Phenotype Annotations for Patient Notes in the MIMIC-III Database'],\n", + " ['physiozoo', 'PhysioZoo - mammalian NSR databases'],\n", + " ['picdb', 'Paediatric Intensive Care database'],\n", " ['picsdb', 'Preterm Infant Cardio-Respiratory Signals Database'],\n", + " ['plantar', 'Modulation of Plantar Pressure and Muscle During Gait'],\n", + " ['pmd', 'A Pressure Map Dataset for In-bed Posture Classification'],\n", + " ['prcp', 'Physiologic Response to Changes in Posture'],\n", + " ['ptb-xl', 'PTB-XL, a large publicly available electrocardiography dataset'],\n", + " ['ptb-xl', 'PTB-XL, a large publicly available electrocardiography dataset'],\n", " ['ptbdb', 'PTB Diagnostic ECG Database'],\n", + " ['pwave', 'MIT-BIH Arrhythmia Database P-Wave Annotations'],\n", + " ['qde', 'Quantitative Dehydration Estimation'],\n", " ['qtdb', 'QT Database'],\n", - " ['sufhsdb', 'Shiraz University Fetal Heart Sounds Database'],\n", - " ['simfpcgdb', 'Simulated Fetal Phonocardiograms'],\n", - " ['shhpsgdb', 'Sleep Heart Health Study PSG Database [sample record]'],\n", - " ['sleepbrl', 'Sleep Bioradiolocation Database'],\n", - " ['sleep-edfx', 'Sleep-EDF Database [Expanded]'],\n", - " ['sleep-edfxx', 'New Sleep-EDF'],\n", + " ['rvmh1', 'Response to Valsalva Maneuver in Humans'],\n", + " ['santa-fe', 'Santa Fe Time Series Competition Data Set B'],\n", + " ['sddb', 'Sudden Cardiac Death Holter Database'],\n", + " ['sgamp', 'Squid Giant Axon Membrane Potential'],\n", " ['shareedb',\n", " 'Smart Health for Assessing the Risk of Events via ECG Database'],\n", - " ['mvtdb/data', 'Spontaneous Ventricular Tachyarrhythmia Database'],\n", - " ['sgamp', 'Squid Giant Axon Membrane Potential'],\n", - " ['incartdb', 'St Petersburg INCART 12-lead Arrhythmia Database'],\n", + " ['shhpsgdb', 'Sleep Heart Health Study PSG Database'],\n", + " ['simfpcgdb', 'Simulated Fetal Phonocardiograms'],\n", + " ['sleep-accel',\n", + " 'Motion and heart rate from a wrist-worn wearable and labeled sleep from polysomnography'],\n", + " ['sleep-edf', 'Sleep-EDF Database'],\n", + " ['sleep-edfx', 'Sleep-EDF Database Expanded'],\n", + " ['sleepbrl', 'Sleep Bioradiolocation Database'],\n", + " ['slpdb', 'MIT-BIH Polysomnographic Database'],\n", " ['staffiii', 'STAFF III Database'],\n", - " ['drivedb', 'Stress Recognition in Automobile Drivers'],\n", - " ['sddb', 'Sudden Cardiac Death Holter Database'],\n", - " ['twadb', 'T-Wave Alternans Challenge Database'],\n", + " ['stdb', 'MIT-BIH ST Change Database'],\n", + " ['sufhsdb', 'Shiraz University Fetal Heart Sounds Database'],\n", + " ['svdb', 'MIT-BIH Supraventricular Arrhythmia Database'],\n", + " ['szdb', 'Post-Ictal Heart Rate Oscillations in Partial Epilepsy'],\n", " ['taichidb', 'Tai Chi, Physiological Complexity, and Healthy Aging - Gait'],\n", + " ['tappy', 'Tappy Keystroke Data'],\n", + " ['tns', 'Surrogate Data with Correlations, Trends, and Nonstationarities'],\n", " ['tpehgdb', 'Term-Preterm EHG Database'],\n", - " ['ucddb', 'UCD Sleep Apnea Database'],\n", + " ['tpehgt', 'Term-Preterm EHG DataSet with Tocogram'],\n", + " ['tremordb', 'Effect of Deep Brain Stimulation on Parkinsonian Tremor'],\n", + " ['twadb', 'T-Wave Alternans Challenge Database'],\n", + " ['ucddb',\n", + " \"St. Vincent's University Hospital / University College Dublin Sleep Apnea Database\"],\n", + " ['umwdb', 'Long-term Recordings of Gait Dynamics'],\n", " ['unicaprop', 'UniCA ElectroTastegram Database (PROP)'],\n", + " ['vfdb', 'MIT-BIH Malignant Ventricular Ectopy Database'],\n", " ['videopulse', 'Video Pulse Signals in Stationary and Motion Conditions'],\n", - " ['wrist', 'Wrist PPG During Exercise'],\n", - " ['mimic2db', 'MIMIC II Waveform DB, v2 [deprecated, use v3]'],\n", - " ['mimic2db/numerics',\n", - " 'MIMIC II Waveform DB, v2 Numerics [deprecated, use v3]'],\n", - " ['sleep-edf', 'Sleep-EDF Database, v1 [deprecated, use sleep-edfx]'],\n", - " ['voiced', 'VOice ICar fEDerico II Database']]" + " ['voiced', 'VOice ICar fEDerico II Database'],\n", + " ['wctecgdb', 'Wilson Central Terminal ECG Database'],\n", + " ['wctecgdb', 'Wilson Central Terminal ECG Database'],\n", + " ['wrist', 'Wrist PPG During Exercise']]" ] }, "metadata": {}, @@ -935,7 +57744,7 @@ } ], "source": [ - "# Demo 16 - List the Physiobank Databases\n", + "# Demo 16 - List the PhysioNet Databases\n", "\n", "dbs = wfdb.get_dbs()\n", "display(dbs)" @@ -943,14 +57752,18 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Created local base download directory: /home/cx1111/Projects/wfdb-python/tmp_dl_dir\n", + "Generating record list for: 0001\n", + "Generating record list for: 0201\n", + "Generating list of all files for: 0001\n", + "Generating list of all files for: 0201\n", + "Created local base download directory: /Users/lucasmc/Documents/wfdb-python/tmp_dl_dir\n", "Downloading files...\n", "Finished downloading files\n" ] @@ -958,7 +57771,7 @@ { "data": { "text/plain": [ - "['0201.dat', '0201.hea', '0001.hea', '0201.atr', '0001.dat', '0001.atr']" + "['0001.dat', '0201.dat', '0001.hea', '0201.hea', '0201.atr', '0001.atr']" ] }, "metadata": {}, @@ -966,7 +57779,7 @@ } ], "source": [ - "# Demo 17 - Download all the WFDB records and annotations from a small Physiobank Database\n", + "# Demo 17 - Download all the WFDB records and annotations from a small PhysioNet Database\n", "\n", "# Make a temporary download directory in your current working directory\n", "cwd = os.getcwd()\n", @@ -984,7 +57797,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -999,13 +57812,13 @@ "data": { "text/plain": [ "['STAFF-Studies-bibliography-2016.pdf',\n", + " '0001.dat',\n", " '0201.dat',\n", - " '0201.hea',\n", " '0001.hea',\n", + " '0201.hea',\n", " '0201.atr',\n", - " '0001.dat',\n", - " 'data',\n", - " '0001.atr']" + " '0001.atr',\n", + " 'data']" ] }, "metadata": {}, @@ -1014,7 +57827,7 @@ { "data": { "text/plain": [ - "['001b.hea', '001a.dat', '001b.dat', '001a.hea']" + "['001b.dat', '001a.dat', '001b.hea', '001a.hea']" ] }, "metadata": {}, @@ -1022,10 +57835,14 @@ } ], "source": [ - "# Demo 18 - Download specified files from a Physiobank database\n", + "# Demo 18 - Download specified files from a PhysioNet database\n", "\n", "# The files to download\n", - "file_list = ['STAFF-Studies-bibliography-2016.pdf', 'data/001a.hea', 'data/001a.dat', 'data/001b.hea', 'data/001b.dat']\n", + "file_list = ['STAFF-Studies-bibliography-2016.pdf',\n", + " 'data/001a.hea',\n", + " 'data/001a.dat',\n", + " 'data/001b.hea',\n", + " 'data/001b.dat']\n", "\n", "# Make a temporary download directory in your current working directory\n", "cwd = os.getcwd()\n", @@ -1044,16 +57861,14 @@ }, { "cell_type": "markdown", - "metadata": { - "collapsed": true - }, + "metadata": {}, "source": [ "## ECG Processing" ] }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 20, "metadata": {}, "outputs": [], "source": [ @@ -1063,56 +57878,13310 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 21, "metadata": {}, "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "6\n", - "6\n", - "6\n", - "6\n", - "6\n", - "6\n" - ] - }, { "data": { - "image/png": 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" ] }, - "metadata": {}, + "metadata": { + "needs_background": "light" + }, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ - "Corrected gqrs detected peak indices: [370, 663, 947, 1231, 1515, 1809, 2045, 2403, 2706, 2998, 3283, 3560, 3863, 4171, 4466, 4765, 5061, 5347, 5634, 5919, 6215, 6527, 6824, 7106, 7393, 7670, 7953, 8246, 8539, 8837, 9142, 9432, 9710]\n" + "Corrected GQRS detected peak indices: [370, 663, 947, 1231, 1515, 1809, 2045, 2403, 2706, 2998, 3283, 3560, 3863, 4171, 4466, 4765, 5061, 5347, 5634, 5919, 6215, 6527, 6824, 7106, 7393, 7670, 7953, 8246, 8539, 8837, 9142, 9432, 9710]\n" ] }, { "data": { - "image/png": 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" ] }, - "metadata": {}, + "metadata": { + "needs_background": "light" + }, "output_type": "display_data" } ], "source": [ - "# Demo 19 - Use the gqrs detection algorithm and correct the peaks\n", + "# Demo 19 - Use the GQRS detection algorithm and correct the peaks\n", "\n", "def peaks_hr(sig, peak_inds, fs, title, figsize=(20, 10), saveto=None):\n", " \"Plot a signal with its peaks and heart rate\"\n", " # Calculate heart rate\n", - " hrs = processing.compute_hr(sig_len=sig.shape[0], qrs_inds=peak_inds, fs=fs)\n", + " hrs = processing.hr.compute_hr(sig_len=sig.shape[0], qrs_inds=peak_inds, fs=fs)\n", " \n", " N = sig.shape[0]\n", " \n", @@ -1120,7 +71189,8 @@ " ax_right = ax_left.twinx()\n", " \n", " ax_left.plot(sig, color='#3979f0', label='Signal')\n", - " ax_left.plot(peak_inds, sig[peak_inds], 'rx', marker='x', color='#8b0000', label='Peak', markersize=12)\n", + " ax_left.plot(peak_inds, sig[peak_inds], 'rx', marker='x', \n", + " color='#8b0000', label='Peak', markersize=12)\n", " ax_right.plot(np.arange(N), hrs, label='Heart rate', color='m', linewidth=2)\n", "\n", " ax_left.set_title(title)\n", @@ -1135,15 +71205,15 @@ " plt.savefig(saveto, dpi=600)\n", " plt.show()\n", "\n", - "# Load the wfdb record and the physical samples\n", + "# Load the WFDB record and the physical samples\n", "record = wfdb.rdrecord('sample-data/100', sampfrom=0, sampto=10000, channels=[0])\n", "\n", - "# Use the gqrs algorithm to detect qrs locations in the first channel\n", - "qrs_inds = processing.gqrs_detect(sig=record.p_signal[:,0], fs=record.fs)\n", + "# Use the GQRS algorithm to detect QRS locations in the first channel\n", + "qrs_inds = processing.qrs.gqrs_detect(sig=record.p_signal[:,0], fs=record.fs)\n", "\n", "# Plot results\n", "peaks_hr(sig=record.p_signal, peak_inds=qrs_inds, fs=record.fs,\n", - " title=\"GQRS peak detection on record 100\")\n", + " title=\"GQRS peak detection on record 100\")\n", " \n", "# Correct the peaks shifting them to local maxima\n", "min_bpm = 20\n", @@ -1151,11 +71221,13 @@ "#min_gap = record.fs * 60 / min_bpm\n", "# Use the maximum possible bpm as the search radius\n", "search_radius = int(record.fs * 60 / max_bpm)\n", - "corrected_peak_inds = processing.correct_peaks(record.p_signal[:,0], peak_inds=qrs_inds,\n", - " search_radius=search_radius, smooth_window_size=150)\n", + "corrected_peak_inds = processing.peaks.correct_peaks(record.p_signal[:,0], \n", + " peak_inds=qrs_inds,\n", + " search_radius=search_radius, \n", + " smooth_window_size=150)\n", "\n", "# Display results\n", - "print('Corrected gqrs detected peak indices:', sorted(corrected_peak_inds))\n", + "print('Corrected GQRS detected peak indices:', sorted(corrected_peak_inds))\n", "peaks_hr(sig=record.p_signal, peak_inds=sorted(corrected_peak_inds), fs=record.fs,\n", " title=\"Corrected GQRS peak detection on sampledata/100\")\n", " " @@ -1163,7 +71235,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -1171,55 +71243,7127 @@ "output_type": "stream", "text": [ "Learning initial signal parameters...\n", - "Failed to find 8 beats during learning.\n", - "Initializing using default parameters\n", + "Found 8 beats during learning. Initializing using learned parameters\n", "Running QRS detection...\n", "QRS detection complete.\n", "51 reference annotations, 51 test annotations\n", "\n", "True Positives (matched samples): 51\n", - "False Positives (unmatched test samples: 0\n", + "False Positives (unmatched test samples): 0\n", "False Negatives (unmatched reference samples): 0\n", "\n", - "Specificity: 1.0000 (51/51)\n", - "Positive Predictivity: 1.0000 (51/51)\n", - "False Positive Rate: 0.0000 (0/51)\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/cx1111/Software/pythonenvs/p35/lib/python3.5/site-packages/matplotlib/figure.py:459: UserWarning: matplotlib is currently using a non-GUI backend, so cannot show the figure\n", - " \"matplotlib is currently using a non-GUI backend, \"\n" + "Sensitivity: 1.0000 (51/51)\n", + "Positive Predictivity: 1.0000 (51/51)\n" ] }, { "data": { - "image/png": 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\n", 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" ] }, - "metadata": {}, + "metadata": { + "needs_background": "light" + }, "output_type": "display_data" } ], "source": [ - "# Demo 20 - Use the xqrs detection algorithm and compare results to reference annotations\n", + "# Demo 20 - Use the XQRS detection algorithm and compare results to reference annotations\n", "import wfdb\n", "from wfdb import processing\n", "sig, fields = wfdb.rdsamp('sample-data/100', channels=[0], sampto=15000)\n", "ann_ref = wfdb.rdann('sample-data/100','atr', sampto=15000)\n", "\n", - "# Run qrs detection on signal\n", + "# Run QRS detection on signal\n", "xqrs = processing.XQRS(sig=sig[:,0], fs=fields['fs'])\n", "xqrs.detect()\n", - "# Alternatively, use the gateway function to get the qrs indices directly\n", + "# Alternatively, use the gateway function to get the QRS indices directly\n", "# qrs_inds = processing.xqrs_detect(sig=sig[:,0], fs=fields['fs'])\n", "\n", - "# Compare detected qrs complexes to reference annotation.\n", - "# Note, first sample in 100.atr is not a qrs.\n", + "# Compare detected QRS complexes to reference annotation.\n", + "# Note, first sample in 100.atr is not a QRS.\n", "comparitor = processing.compare_annotations(ref_sample=ann_ref.sample[1:],\n", " test_sample=xqrs.qrs_inds,\n", " window_width=int(0.1 * fields['fs']),\n", @@ -1227,20 +78371,43 @@ "\n", "# Print and plot the results\n", "comparitor.print_summary()\n", - "comparitor.plot(title='xqrs detected qrs vs reference annotations')" + "comparitor.plot(title='xqrs detected QRS vs reference annotations')" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": {}, - "outputs": [], - "source": [] + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "# Demo 21 - Convert records to dataframes\n", + "import wfdb\n", + "record = wfdb.rdrecord('sample-data/100', sampto=2000)\n", + "df = record.to_dataframe()\n", + "df.plot();" + ] }, { "cell_type": "code", - "execution_count": 13, - "metadata": {}, + "execution_count": 7, + "metadata": { + "pycharm": { + "name": "#%%\n" + } + }, "outputs": [], "source": [ "# Cleanup for all demos\n", @@ -1260,20 +78427,20 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "import wfdb\n", "record_no_skew = wfdb.rdrecord('sample-data/test01_00s_skewframe',\n", - " physical=False,\n", - " smooth_frames=False, ignore_skew=True)\n", + " physical=False,\n", + " smooth_frames=False, ignore_skew=True)\n", "record_no_skew.wrsamp(expanded=True)" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -1282,7 +78449,7 @@ "10" ] }, - "execution_count": 3, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } @@ -1293,20 +78460,13 @@ "\n", "int_types[0]('10')" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "Python (wfdb)", "language": "python", - "name": "python3" + "name": "wfdb" }, "language_info": { "codemirror_mode": { @@ -1318,9 +78478,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.5.2" + "version": "3.8.10" } }, "nbformat": 4, - "nbformat_minor": 1 -} + "nbformat_minor": 4 +} \ No newline at end of file diff --git a/docs/changes.rst b/docs/changes.rst new file mode 100644 index 00000000..6f0e13cf --- /dev/null +++ b/docs/changes.rst @@ -0,0 +1,93 @@ +Recent Changes +============== + +This page lists recent changes in the `wfdb` package (since version 4.0.0) that may be relevant if you are upgrading from an older version of the package. For the complete history of changes in the package, please refer to the `development repository`_ on GitHub. + +.. _development repository: https://github.com/MIT-LCP/wfdb-python + +Version 4.3.0 (Apr 2025) +----------------------------- + +**Bump Sphinx to 7.0.0** + Bump Sphinx to 7.0.0 + +**Integrate `fsspec` for reading WFDB files from the cloud** + Enables reading WFDB files from cloud URLs + + +Version 4.2.0 (Jan 2025) +----------------------------- + +**Add support for Numpy 2.0** + Fixes were added to address [changes to type promotion](https://numpy.org/devdocs/numpy_2_0_migration_guide.html#changes-to-numpy-data-type-promotion) that led to overflow errors (e.g. https://github.com/MIT-LCP/wfdb-python/issues/493). + +**Fix UnboundLocalError in GQRS algorithm** + Fixes the GQRS algorithm to address an `UnboundLocalError`. + +**Support write directory in `csv_to_wfdb`** + `write_dir` can now be specified when calling `csv_to_wfdb`. + +**Use uv for for package management** + Moves package management from poetry to uv. + +**Fix misordered arguments in `util.lines_to_file`** + Fixes misordered arguments in `util.lines_to_file`. + +**Allow signals to be written with unique samples per frame** + Adds capability to write signal with unique samps_per_frame to `wfdb.io.wrsamp`. + +**Allow expanded physical signal in `calc_adc_params`** + Updates `calc_adc_params` to allow an expanded physical signal to be passed. Previously only a non-expanded signal was allowed. + +**Allow selection of channels when converting to EDF** + Fixes the `wfdb-to_edf()` function to support an optional channels argument. + +**Migrates Ricker wavelet from SciPy to WFDB after deprecation** + The Ricker wavelet (`scipy.signal.ricker`) was removed in SciPy v1.15, so the original implementation was migrated to the WFDB package. + +**Miscellaneous style and typing fixes** + Various fixes were made to code style and handling of data types. + + +Version 4.1.2 (June 2023) +----------------------------- + +**Handle more than 8 compressed signals in wrsamp** + Previously, the package did not support writing of compressed records with more than 8 channels. + +**Use int64 instead of int for ann2rr** + Fixes 'np has no attribute np.int' error raised when running ann2rr. + +Version 4.1.1 (April 2023) +----------------------------- + +**Remove upper bound on dependencies** + Previously, the package provided restrictive caps on version number of dependencies. These caps have been removed. + +**Miscellaneous style and typing fixes** + Various fixes were made to code style and handling of data types. + + +Version 4.1.0 (December 2022) +----------------------------- + +**Converting a record into a DataFrame** + The new method :meth:`wfdb.Record.to_dataframe` can be used to convert signal data from a Record object into a Pandas DataFrame, which can then be manipulated using Pandas methods. + +**Locating signals in a multi-segment record** + The new method :meth:`wfdb.MultiRecord.contained_ranges` can be used to search for time intervals within a record that contain a specific channel. The method :meth:`wfdb.MultiRecord.contained_combined_ranges` searches for time intervals that contain several specific channels at once. + +**Writing custom annotation symbols** + The :func:`wfdb.wrann` function can now be used to write annotations with custom annotation types (``symbol`` strings.) Custom annotation types must be defined using the ``custom_labels`` argument. + +**Correct rounding when converting floating-point signal data** + When calling :func:`wfdb.wrsamp` with a ``p_signal`` argument, input values will be *rounded* to the nearest sample value rather than being *truncated* towards zero. The same applies to the :meth:`wfdb.Record.adc` method. + +**Writing signals in compressed format** + The :func:`wfdb.wrsamp` function, and the :meth:`wfdb.Record.wrsamp` method, now support writing compressed signal files. To write a compressed file, set the ``fmt`` value to ``"508"`` (for an 8-bit channel), ``"516"`` (for a 16-bit channel), or ``"524"`` (for a 24-bit channel). + +**Decoding non-ASCII text in EDF files** + The :func:`wfdb.io.convert.edf.read_edf` and :func:`wfdb.io.convert.edf.rdedfann` functions now take an optional argument ``encoding``, which specifies the character encoding for text fields. ISO-8859-1 encoding is used by default, in contrast to older versions of the package which used UTF-8. + +**Bug fixes when writing signal metadata** + When calling :meth:`wfdb.Record.wrsamp`, the checksum and samples-per-frame fields in the header file will correctly match the signal data, rather than relying on attributes of the Record object. diff --git a/docs/conf.py b/docs/conf.py index efee4f91..86ca68f0 100644 --- a/docs/conf.py +++ b/docs/conf.py @@ -1,7 +1,7 @@ #!/usr/bin/env python3 # -*- coding: utf-8 -*- # -# wfdb documentation build configuration file, created by +# WFDB documentation build configuration file, created by # sphinx-quickstart on Tue Jan 2 13:19:02 2018. # # This file is execfile()d with the current directory set to its @@ -20,17 +20,19 @@ import os import sys -sys.path.insert(0, os.path.abspath('..')) +sys.path.insert(0, os.path.abspath("..")) # For dependencies from unittest.mock import MagicMock + + class Mock(MagicMock): @classmethod def __getattr__(cls, name): - return MagicMock() + return MagicMock() + -MOCK_MODULES = ['numpy', 'matplotlib', 'matplotlib.pyplot', 'pandas', 'scipy', - 'sklearn', 'sklearn.preprocessing'] +MOCK_MODULES = ["numpy", "matplotlib", "matplotlib.pyplot", "pandas", "scipy"] sys.modules.update((mod_name, Mock()) for mod_name in MOCK_MODULES) # -- General configuration ------------------------------------------------ @@ -42,26 +44,29 @@ def __getattr__(cls, name): # 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'] +extensions = [ + "sphinx.ext.autodoc", + "numpydoc", +] # Add any paths that contain templates here, relative to this directory. -templates_path = ['_templates'] +templates_path = ["_templates"] # The suffix(es) of source filenames. # You can specify multiple suffix as a list of string: # # source_suffix = ['.rst', '.md'] -source_suffix = '.rst' +source_suffix = ".rst" # The master toctree document. -master_doc = 'index' +master_doc = "index" # General information about the project. -project = 'wfdb' -copyright = '2018, MIT Lab for Computational Physiology' -author = 'Chen Xie, Julien Dubiel' +project = "wfdb" +copyright = "2018, MIT Lab for Computational Physiology" +author = "MIT Lab for Computational Physiology" -with open('../wfdb/version.py') as f: +with open("../wfdb/version.py") as f: __version__ = f.read().split()[-1].strip("'") # The version info for the project you're documenting, acts as replacement for # |version| and |release|, also used in various other places throughout the @@ -77,15 +82,15 @@ def __getattr__(cls, name): # # This is also used if you do content translation via gettext catalogs. # Usually you set "language" from the command line for these cases. -language = None +language = "en" # List of patterns, relative to source directory, that match files and # directories to ignore when looking for source files. # This patterns also effect to html_static_path and html_extra_path -exclude_patterns = ['_build', 'Thumbs.db', '.DS_Store'] +exclude_patterns = ["_build", "Thumbs.db", ".DS_Store"] # The name of the Pygments (syntax highlighting) style to use. -pygments_style = 'sphinx' +pygments_style = "sphinx" # If true, `todo` and `todoList` produce output, else they produce nothing. todo_include_todos = False @@ -96,7 +101,7 @@ def __getattr__(cls, name): # The theme to use for HTML and HTML Help pages. See the documentation for # a list of builtin themes. # -html_theme = 'classic' +html_theme = "classic" # 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 @@ -107,7 +112,7 @@ def __getattr__(cls, name): # 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'] +html_static_path = ["_static"] # Custom sidebar templates, must be a dictionary that maps document names # to template names. @@ -115,9 +120,9 @@ def __getattr__(cls, name): # This is required for the alabaster theme # refs: http://alabaster.readthedocs.io/en/latest/installation.html#sidebars html_sidebars = { - '**': [ - 'relations.html', # needs 'show_related': True theme option to display - 'searchbox.html', + "**": [ + "relations.html", # needs 'show_related': True theme option to display + "searchbox.html", ] } @@ -125,7 +130,7 @@ def __getattr__(cls, name): # -- Options for HTMLHelp output ------------------------------------------ # Output file base name for HTML help builder. -htmlhelp_basename = 'wfdbdoc' +htmlhelp_basename = "wfdbdoc" # -- Options for LaTeX output --------------------------------------------- @@ -134,15 +139,12 @@ def __getattr__(cls, name): # The paper size ('letterpaper' or 'a4paper'). # # 'papersize': 'letterpaper', - # The font size ('10pt', '11pt' or '12pt'). # # 'pointsize': '10pt', - # Additional stuff for the LaTeX preamble. # # 'preamble': '', - # Latex figure (float) alignment # # 'figure_align': 'htbp', @@ -152,8 +154,7 @@ def __getattr__(cls, name): # (source start file, target name, title, # author, documentclass [howto, manual, or own class]). latex_documents = [ - (master_doc, 'wfdb.tex', 'wfdb Documentation', - 'Chen Xie, Julien Dubiel', 'manual'), + (master_doc, "wfdb.tex", "wfdb Documentation", author, "manual"), ] @@ -161,10 +162,7 @@ def __getattr__(cls, name): # One entry per manual page. List of tuples # (source start file, name, description, authors, manual section). -man_pages = [ - (master_doc, 'wfdb', 'wfdb Documentation', - [author], 1) -] +man_pages = [(master_doc, "wfdb", "wfdb Documentation", [author], 1)] # -- Options for Texinfo output ------------------------------------------- @@ -173,10 +171,13 @@ def __getattr__(cls, name): # (source start file, target name, title, author, # dir menu entry, description, category) texinfo_documents = [ - (master_doc, 'wfdb', 'wfdb Documentation', - author, 'wfdb', 'One line description of project.', - 'Miscellaneous'), + ( + master_doc, + "wfdb", + "wfdb Documentation", + author, + "wfdb", + "One line description of project.", + "Miscellaneous", + ), ] - - - diff --git a/docs/convert.rst b/docs/convert.rst new file mode 100644 index 00000000..1fa8f570 --- /dev/null +++ b/docs/convert.rst @@ -0,0 +1,35 @@ +Format Conversions +================== + +The wfdb.io.convert subpackage contains functions to read and write +non-WFDB files commonly used for waveforms. + +CSV +--- + +.. automodule:: wfdb.io.convert.csv + :members: csv_to_wfdb + +EDF +--- + +.. automodule:: wfdb.io.convert.edf + :members: + +Matlab +------ + +.. automodule:: wfdb.io.convert.matlab + :members: + +TFF +--- + +.. automodule:: wfdb.io.convert.tff + :members: + +WAV +--- + +.. automodule:: wfdb.io.convert.wav + :members: diff --git a/docs/index.rst b/docs/index.rst index 8b9027f0..8794c347 100644 --- a/docs/index.rst +++ b/docs/index.rst @@ -7,19 +7,7 @@ Introduction The native Python waveform-database (WFDB) package. A library of tools for reading, writing, and processing WFDB signals and annotations. -Core components of this package are based on the original WFDB -specifications. This package does not contain the exact same -functionality as the original WFDB package. It aims to implement as many -of its core features as possible, with user-friendly APIs. Additional -useful physiological signal-processing tools are added over time. - - -Development ------------ - -The development repository is hosted at: https://github.com/MIT-LCP/wfdb-python - -The package is to be expanded with physiological signal-processing tools, and general improvements. Development is made for Python 2.7 and 3.5+ only. +See the project home page and description at: https://github.com/MIT-LCP/wfdb-python API Reference @@ -52,7 +40,9 @@ Other Content :maxdepth: 2 installation + changes wfdb-specifications + convert Indices and tables @@ -61,19 +51,3 @@ Indices and tables * :ref:`genindex` * :ref:`modindex` * :ref:`search` - - -Authors -------- - -`Chen Xie`_ - -`Julien Dubiel`_ - - -.. _PEP8: https://www.python.org/dev/peps/pep-0008/ -.. _docstrings: https://github.com/numpy/numpy/blob/master/doc/HOWTO_DOCUMENT.rst.txt -.. _existing tests: https://github.com/MIT-LCP/wfdb-python/tree/master/tests - -.. _Chen Xie: https://github.com/cx1111/ -.. _Julien Dubiel: https://github.com/Dubrzr/ diff --git a/docs/io.rst b/docs/io.rst index d1808b96..80831a4b 100644 --- a/docs/io.rst +++ b/docs/io.rst @@ -9,16 +9,18 @@ WFDB Records --------------- .. automodule:: wfdb.io - :members: rdrecord, rdsamp, wrsamp + :members: rdrecord, rdheader, rdsamp, wrsamp .. autoclass:: wfdb.io.Record - :members: wrsamp, adc, dac + :members: get_frame_number, get_elapsed_time, get_absolute_time, + wrsamp, adc, dac, to_dataframe .. autoclass:: wfdb.io.MultiRecord - :members: multi_to_single + :members: get_frame_number, get_elapsed_time, get_absolute_time, + multi_to_single, contained_ranges, contained_combined_ranges -WFDB Anotations +WFDB Annotations --------------- .. automodule:: wfdb.io @@ -32,4 +34,4 @@ Downloading ----------- .. automodule:: wfdb.io - :members: get_dbs, get_record_list, dl_database, dl_files, set_db_index_url + :members: dl_files, dl_database, get_dbs, get_record_list, set_db_index_url diff --git a/docs/processing.rst b/docs/processing.rst index 6abbbb6a..96c1a19a 100644 --- a/docs/processing.rst +++ b/docs/processing.rst @@ -17,7 +17,7 @@ Heart Rate ---------- .. automodule:: wfdb.processing - :members: compute_hr + :members: compute_hr, calc_rr, calc_mean_hr, ann2rr, rr2ann Peaks @@ -26,6 +26,11 @@ Peaks .. automodule:: wfdb.processing :members: find_peaks, find_local_peaks, correct_peaks +Filters +------- + +.. automodule:: wfdb.processing + :members: sigavg QRS Detectors ------------- diff --git a/docs/requirements.txt b/docs/requirements.txt new file mode 100644 index 00000000..96e61db3 --- /dev/null +++ b/docs/requirements.txt @@ -0,0 +1,5 @@ +numpydoc==1.7.0 +sphinx==7.0.0 +sphinx_rtd_theme==3.0.0 +readthedocs-sphinx-search==0.3.2 +fsspec>=2023.10.0 diff --git a/docs/wfdb.rst b/docs/wfdb.rst index 20405d06..62d3b7b2 100644 --- a/docs/wfdb.rst +++ b/docs/wfdb.rst @@ -9,16 +9,18 @@ WFDB Records --------------- .. automodule:: wfdb - :members: rdrecord, rdsamp, wrsamp + :members: rdrecord, rdheader, rdsamp, wrsamp .. autoclass:: wfdb.Record - :members: wrsamp, adc, dac + :members: get_frame_number, get_elapsed_time, get_absolute_time, + wrsamp, adc, dac, to_dataframe .. autoclass:: wfdb.MultiRecord - :members: multi_to_single + :members: get_frame_number, get_elapsed_time, get_absolute_time, + multi_to_single, contained_ranges, contained_combined_ranges -WFDB Anotations +WFDB Annotations --------------- .. automodule:: wfdb @@ -32,7 +34,7 @@ Downloading ----------- .. automodule:: wfdb - :members: get_dbs, get_record_list, dl_database, dl_files, set_db_index_url + :members: dl_files, dl_database, get_dbs, get_record_list, set_db_index_url Plotting diff --git a/pylintrc b/pylintrc new file mode 100644 index 00000000..3253109f --- /dev/null +++ b/pylintrc @@ -0,0 +1,564 @@ +[MASTER] + +# Specify a configuration file. +#rcfile= + +# Python code to execute, usually for sys.path manipulation such as +# pygtk.require(). +#init-hook= + +# Files or directories to be skipped. They should be base names, not +# paths. +ignore=CVS + +# Add files or directories matching the regex patterns to the ignore-list. The +# regex matches against paths and can be in Posix or Windows format. +ignore-paths= + +# Files or directories matching the regex patterns are skipped. The regex +# matches against base names, not paths. +ignore-patterns=^\.# + +# Pickle collected data for later comparisons. +persistent=yes + +# List of plugins (as comma separated values of python modules names) to load, +# usually to register additional checkers. +load-plugins= + pylint.extensions.check_elif, + pylint.extensions.bad_builtin, + pylint.extensions.docparams, + pylint.extensions.for_any_all, + pylint.extensions.set_membership, + pylint.extensions.code_style, + pylint.extensions.overlapping_exceptions, + pylint.extensions.typing, + pylint.extensions.redefined_variable_type, + pylint.extensions.comparison_placement, + +# Use multiple processes to speed up Pylint. Specifying 0 will auto-detect the +# number of processors available to use. +jobs=1 + +# When enabled, pylint would attempt to guess common misconfiguration and emit +# user-friendly hints instead of false-positive error messages. +suggestion-mode=yes + +# Allow loading of arbitrary C extensions. Extensions are imported into the +# active Python interpreter and may run arbitrary code. +unsafe-load-any-extension=no + +# A comma-separated list of package or module names from where C extensions may +# be loaded. Extensions are loading into the active Python interpreter and may +# run arbitrary code +extension-pkg-allow-list= + +# Minimum supported python version +py-version = 3.7.2 + +# Control the amount of potential inferred values when inferring a single +# object. This can help the performance when dealing with large functions or +# complex, nested conditions. +limit-inference-results=100 + +# Specify a score threshold to be exceeded before program exits with error. +fail-under=10.0 + +# Return non-zero exit code if any of these messages/categories are detected, +# even if score is above --fail-under value. Syntax same as enable. Messages +# specified are enabled, while categories only check already-enabled messages. +fail-on= + + +[MESSAGES CONTROL] + +# Only show warnings with the listed confidence levels. Leave empty to show +# all. Valid levels: HIGH, INFERENCE, INFERENCE_FAILURE, UNDEFINED +# confidence= + +# Enable the message, report, category or checker with the given id(s). You can +# either give multiple identifier separated by comma (,) or put this option +# multiple time (only on the command line, not in the configuration file where +# it should appear only once). See also the "--disable" option for examples. +enable= + use-symbolic-message-instead, + useless-suppression, + fixme + +# Disable the message, report, category or checker with the given id(s). You +# can either give multiple identifiers separated by comma (,) or put this +# option multiple times (only on the command line, not in the configuration +# file where it should appear only once).You can also use "--disable=all" to +# disable everything first and then re-enable specific checks. For example, if +# you want to run only the similarities checker, you can use "--disable=all +# --enable=similarities". If you want to run only the classes checker, but have +# no Warning level messages displayed, use"--disable=all --enable=classes +# --disable=W" + +disable= + attribute-defined-outside-init, + duplicate-code, + invalid-name, + missing-docstring, + protected-access, + too-few-public-methods, + # handled by black + format, + + +[REPORTS] + +# Set the output format. Available formats are text, parseable, colorized, msvs +# (visual studio) and html. You can also give a reporter class, eg +# mypackage.mymodule.MyReporterClass. +output-format=text + +# Tells whether to display a full report or only the messages +reports=no + +# Python expression which should return a note less than 10 (10 is the highest +# note). You have access to the variables 'fatal', 'error', 'warning', 'refactor', 'convention' +# and 'info', which contain the number of messages in each category, as +# well as 'statement', which is the total number of statements analyzed. This +# score is used by the global evaluation report (RP0004). +evaluation=max(0, 0 if fatal else 10.0 - ((float(5 * error + warning + refactor + convention) / statement) * 10)) + +# Template used to display messages. This is a python new-style format string +# used to format the message information. See doc for all details +#msg-template= + +# Activate the evaluation score. +score=yes + + +[LOGGING] + +# Logging modules to check that the string format arguments are in logging +# function parameter format +logging-modules=logging + +# The type of string formatting that logging methods do. `old` means using % +# formatting, `new` is for `{}` formatting. +logging-format-style=old + + +[MISCELLANEOUS] + +# List of note tags to take in consideration, separated by a comma. +notes=FIXME,XXX,TODO + +# Regular expression of note tags to take in consideration. +#notes-rgx= + + +[SIMILARITIES] + +# Minimum lines number of a similarity. +min-similarity-lines=4 + +# Ignore comments when computing similarities. +ignore-comments=yes + +# Ignore docstrings when computing similarities. +ignore-docstrings=yes + +# Ignore imports when computing similarities. +ignore-imports=no + +# Signatures are removed from the similarity computation +ignore-signatures=no + + +[VARIABLES] + +# Tells whether we should check for unused import in __init__ files. +init-import=no + +# A regular expression matching the name of dummy variables (i.e. expectedly +# not used). +dummy-variables-rgx=_$|dummy + +# List of additional names supposed to be defined in builtins. Remember that +# you should avoid defining new builtins when possible. +additional-builtins= + +# List of strings which can identify a callback function by name. A callback +# name must start or end with one of those strings. +callbacks=cb_,_cb + +# Tells whether unused global variables should be treated as a violation. +allow-global-unused-variables=yes + +# List of names allowed to shadow builtins +allowed-redefined-builtins= + +# Argument names that match this expression will be ignored. Default to name +# with leading underscore. +ignored-argument-names=_.* + +# List of qualified module names which can have objects that can redefine +# builtins. +redefining-builtins-modules=six.moves,past.builtins,future.builtins,builtins,io + + +[FORMAT] + +# Maximum number of characters on a single line. +max-line-length=100 + +# Regexp for a line that is allowed to be longer than the limit. +ignore-long-lines=^\s*(# )??$ + +# Allow the body of an if to be on the same line as the test if there is no +# else. +single-line-if-stmt=no + +# Allow the body of a class to be on the same line as the declaration if body +# contains single statement. +single-line-class-stmt=no + +# Maximum number of lines in a module +max-module-lines=2000 + +# String used as indentation unit. This is usually " " (4 spaces) or "\t" (1 +# tab). +indent-string=' ' + +# Number of spaces of indent required inside a hanging or continued line. +indent-after-paren=4 + +# Expected format of line ending, e.g. empty (any line ending), LF or CRLF. +expected-line-ending-format= + + +[BASIC] + +# Good variable names which should always be accepted, separated by a comma +good-names=i,j,k,ex,Run,_ + +# Good variable names regexes, separated by a comma. If names match any regex, +# they will always be accepted +good-names-rgxs= + +# Bad variable names which should always be refused, separated by a comma +bad-names=foo,bar,baz,toto,tutu,tata + +# Bad variable names regexes, separated by a comma. If names match any regex, +# they will always be refused +bad-names-rgxs= + +# Colon-delimited sets of names that determine each other's naming style when +# the name regexes allow several styles. +name-group= + +# Include a hint for the correct naming format with invalid-name +include-naming-hint=no + +# Naming style matching correct function names. +function-naming-style=snake_case + +# Regular expression matching correct function names +function-rgx=[a-z_][a-z0-9_]{2,30}$ + +# Naming style matching correct variable names. +variable-naming-style=snake_case + +# Regular expression matching correct variable names +variable-rgx=[a-z_][a-z0-9_]{2,30}$ + +# Naming style matching correct constant names. +const-naming-style=UPPER_CASE + +# Regular expression matching correct constant names +const-rgx=(([A-Z_][A-Z0-9_]*)|(__.*__))$ + +# Naming style matching correct attribute names. +attr-naming-style=snake_case + +# Regular expression matching correct attribute names +attr-rgx=[a-z_][a-z0-9_]{2,}$ + +# Naming style matching correct argument names. +argument-naming-style=snake_case + +# Regular expression matching correct argument names +argument-rgx=[a-z_][a-z0-9_]{2,30}$ + +# Naming style matching correct class attribute names. +class-attribute-naming-style=any + +# Regular expression matching correct class attribute names +class-attribute-rgx=([A-Za-z_][A-Za-z0-9_]{2,30}|(__.*__))$ + +# Naming style matching correct class constant names. +class-const-naming-style=UPPER_CASE + +# Regular expression matching correct class constant names. Overrides class- +# const-naming-style. +#class-const-rgx= + +# Naming style matching correct inline iteration names. +inlinevar-naming-style=any + +# Regular expression matching correct inline iteration names +inlinevar-rgx=[A-Za-z_][A-Za-z0-9_]*$ + +# Naming style matching correct class names. +class-naming-style=PascalCase + +# Regular expression matching correct class names +class-rgx=[A-Z_][a-zA-Z0-9]+$ + + +# Naming style matching correct module names. +module-naming-style=snake_case + +# Regular expression matching correct module names +module-rgx=(([a-z_][a-z0-9_]*)|([A-Z][a-zA-Z0-9]+))$ + + +# Naming style matching correct method names. +method-naming-style=snake_case + +# Regular expression matching correct method names +method-rgx=[a-z_][a-z0-9_]{2,}$ + +# Regular expression which can overwrite the naming style set by typevar-naming-style. +#typevar-rgx= + +# Regular expression which should only match function or class names that do +# not require a docstring. Use ^(?!__init__$)_ to also check __init__. +no-docstring-rgx=__.*__ + +# Minimum line length for functions/classes that require docstrings, shorter +# ones are exempt. +docstring-min-length=-1 + +# List of decorators that define properties, such as abc.abstractproperty. +property-classes=abc.abstractproperty + + +[TYPECHECK] + +# Regex pattern to define which classes are considered mixins if ignore-mixin- +# members is set to 'yes' +mixin-class-rgx=.*MixIn + +# List of module names for which member attributes should not be checked +# (useful for modules/projects where namespaces are manipulated during runtime +# and thus existing member attributes cannot be deduced by static analysis). It +# supports qualified module names, as well as Unix pattern matching. +ignored-modules= + +# List of class names for which member attributes should not be checked (useful +# for classes with dynamically set attributes). This supports the use of +# qualified names. +ignored-classes=SQLObject, optparse.Values, thread._local, _thread._local + +# List of members which are set dynamically and missed by pylint inference +# system, and so shouldn't trigger E1101 when accessed. Python regular +# expressions are accepted. +generated-members=REQUEST,acl_users,aq_parent,argparse.Namespace + +# List of decorators that create context managers from functions, such as +# contextlib.contextmanager. +contextmanager-decorators=contextlib.contextmanager + +# Tells whether to warn about missing members when the owner of the attribute +# is inferred to be None. +ignore-none=yes + +# This flag controls whether pylint should warn about no-member and similar +# checks whenever an opaque object is returned when inferring. The inference +# can return multiple potential results while evaluating a Python object, but +# some branches might not be evaluated, which results in partial inference. In +# that case, it might be useful to still emit no-member and other checks for +# the rest of the inferred objects. +ignore-on-opaque-inference=yes + +# Show a hint with possible names when a member name was not found. The aspect +# of finding the hint is based on edit distance. +missing-member-hint=yes + +# The minimum edit distance a name should have in order to be considered a +# similar match for a missing member name. +missing-member-hint-distance=1 + +# The total number of similar names that should be taken in consideration when +# showing a hint for a missing member. +missing-member-max-choices=1 + +[SPELLING] + +# Spelling dictionary name. Available dictionaries: none. To make it working +# install python-enchant package. +spelling-dict= + +# List of comma separated words that should not be checked. +spelling-ignore-words= + +# List of comma separated words that should be considered directives if they +# appear and the beginning of a comment and should not be checked. +spelling-ignore-comment-directives=fmt: on,fmt: off,noqa:,noqa,nosec,isort:skip,mypy: + +# A path to a file that contains private dictionary; one word per line. +spelling-private-dict-file= + +# Tells whether to store unknown words to indicated private dictionary in +# --spelling-private-dict-file option instead of raising a message. +spelling-store-unknown-words=no + +# Limits count of emitted suggestions for spelling mistakes. +max-spelling-suggestions=4 + + +[DESIGN] + +# Maximum number of arguments for function / method +max-args=10 + +# Maximum number of locals for function / method body +max-locals=25 + +# Maximum number of return / yield for function / method body +max-returns=11 + +# Maximum number of branch for function / method body +max-branches=27 + +# Maximum number of statements in function / method body +max-statements=100 + +# Maximum number of parents for a class (see R0901). +max-parents=7 + +# List of qualified class names to ignore when counting class parents (see R0901). +ignored-parents= + +# Maximum number of attributes for a class (see R0902). +max-attributes=11 + +# Minimum number of public methods for a class (see R0903). +min-public-methods=2 + +# Maximum number of public methods for a class (see R0904). +max-public-methods=25 + +# Maximum number of boolean expressions in an if statement (see R0916). +max-bool-expr=5 + +# List of regular expressions of class ancestor names to +# ignore when counting public methods (see R0903). +exclude-too-few-public-methods= + +[CLASSES] + +# List of method names used to declare (i.e. assign) instance attributes. +defining-attr-methods=__init__,__new__,setUp,__post_init__ + +# List of valid names for the first argument in a class method. +valid-classmethod-first-arg=cls + +# List of valid names for the first argument in a metaclass class method. +valid-metaclass-classmethod-first-arg=mcs + +# List of member names, which should be excluded from the protected access +# warning. +exclude-protected=_asdict,_fields,_replace,_source,_make + +# Warn about protected attribute access inside special methods +check-protected-access-in-special-methods=no + +[IMPORTS] + +# List of modules that can be imported at any level, not just the top level +# one. +allow-any-import-level= + +# Allow wildcard imports from modules that define __all__. +allow-wildcard-with-all=no + +# Analyse import fallback blocks. This can be used to support both Python 2 and +# 3 compatible code, which means that the block might have code that exists +# only in one or another interpreter, leading to false positives when analysed. +analyse-fallback-blocks=no + +# Deprecated modules which should not be used, separated by a comma +deprecated-modules=regsub,TERMIOS,Bastion,rexec + +# Create a graph of every (i.e. internal and external) dependencies in the +# given file (report RP0402 must not be disabled) +import-graph= + +# Create a graph of external dependencies in the given file (report RP0402 must +# not be disabled) +ext-import-graph= + +# Create a graph of internal dependencies in the given file (report RP0402 must +# not be disabled) +int-import-graph= + +# Force import order to recognize a module as part of the standard +# compatibility libraries. +known-standard-library= + +# Force import order to recognize a module as part of a third party library. +known-third-party=enchant + +# Couples of modules and preferred modules, separated by a comma. +preferred-modules= + + +[EXCEPTIONS] + +# Exceptions that will emit a warning when being caught. Defaults to +# "Exception" +overgeneral-exceptions=Exception + + +[TYPING] + +# Set to ``no`` if the app / library does **NOT** need to support runtime +# introspection of type annotations. If you use type annotations +# **exclusively** for type checking of an application, you're probably fine. +# For libraries, evaluate if some users what to access the type hints at +# runtime first, e.g., through ``typing.get_type_hints``. Applies to Python +# versions 3.7 - 3.9 +runtime-typing = no + + +[DEPRECATED_BUILTINS] + +# List of builtins function names that should not be used, separated by a comma +bad-functions=map,input + + +[REFACTORING] + +# Maximum number of nested blocks for function / method body +max-nested-blocks=5 + +# Complete name of functions that never returns. When checking for +# inconsistent-return-statements if a never returning function is called then +# it will be considered as an explicit return statement and no message will be +# printed. +never-returning-functions=sys.exit,argparse.parse_error + + +[STRING] + +# This flag controls whether inconsistent-quotes generates a warning when the +# character used as a quote delimiter is used inconsistently within a module. +check-quote-consistency=no + +# This flag controls whether the implicit-str-concat should generate a warning +# on implicit string concatenation in sequences defined over several lines. +check-str-concat-over-line-jumps=no + + +[CODE_STYLE] + +# Max line length for which to sill emit suggestions. Used to prevent optional +# suggestions which would get split by a code formatter (e.g., black). Will +# default to the setting for ``max-line-length``. +#max-line-length-suggestions= diff --git a/pyproject.toml b/pyproject.toml new file mode 100644 index 00000000..bd5f10c7 --- /dev/null +++ b/pyproject.toml @@ -0,0 +1,51 @@ +[build-system] +requires = ["hatchling"] +build-backend = "hatchling.build" + +[project] +name = "wfdb" +description = "The WFDB Python package: tools for reading, writing, and processing physiologic signals and annotations." +authors = [{name = "The Laboratory for Computational Physiology", email = "contact@physionet.org"}] +license = {text = "MIT License"} +readme = "README.md" +requires-python = ">= 3.9" +dependencies = [ + "numpy >= 1.26.4", + "scipy >= 1.13.0", + "pandas >= 2.2.3", + "soundfile >= 0.10.0", + "matplotlib >= 3.2.2", + "requests >= 2.8.1", + "fsspec >= 2023.10.0", + "aiohttp >= 3.10.11", +] +dynamic = ["version"] + +[project.optional-dependencies] +dev = [ + "pytest >= 7.1.1", + "pytest-xdist >= 2.5.0", + "pylint >= 2.13.7", + "black >= 22.3.0", + "sphinx >= 7.0.0", +] + +[project.urls] +homepage = "https://github.com/MIT-LCP/wfdb-python/" +repository = "https://github.com/MIT-LCP/wfdb-python/" +documentation = "https://wfdb.readthedocs.io/" + +[tool.black] +line-length = 80 +target-version = ["py39"] + +[tool.hatch.build.targets.sdist] +exclude = [ + "/tests", + "/sample-data", + "/demo-img.png", + "/demo.ipynb", +] + +[tool.hatch.version] +path = "wfdb/version.py" diff --git a/sample-data/03700181.gqrsh b/sample-data/03700181.gqrsh new file mode 100644 index 00000000..6390b193 Binary files /dev/null and b/sample-data/03700181.gqrsh differ diff --git a/sample-data/03700181.gqrsl b/sample-data/03700181.gqrsl new file mode 100644 index 00000000..edac09d7 Binary files /dev/null and b/sample-data/03700181.gqrsl differ diff --git a/sample-data/03700181.sqrs b/sample-data/03700181.sqrs new file mode 100644 index 00000000..9d52879f Binary files /dev/null and b/sample-data/03700181.sqrs differ diff --git 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a/sample-data/flacformats.d2 b/sample-data/flacformats.d2 new file mode 100644 index 00000000..34b10fb9 Binary files /dev/null and b/sample-data/flacformats.d2 differ diff --git a/sample-data/flacformats.hea b/sample-data/flacformats.hea new file mode 100644 index 00000000..d8df787b --- /dev/null +++ b/sample-data/flacformats.hea @@ -0,0 +1,4 @@ +flacformats 3 200 499 +flacformats.d0 508 200/mV 8 0 -127 -484 0 sig 0, fmt 508 +flacformats.d1 516 200/mV 16 0 -32766 -750 0 sig 1, fmt 516 +flacformats.d2 524 200/mV 24 0 -8388605 8721 0 sig 2, fmt 524 diff --git a/sample-data/huge.qrs b/sample-data/huge.qrs new file mode 100644 index 00000000..f48e8e03 Binary files /dev/null and b/sample-data/huge.qrs differ diff --git a/sample-data/mixedsignals.hea b/sample-data/mixedsignals.hea new file mode 100644 index 00000000..baab78fc --- /dev/null +++ b/sample-data/mixedsignals.hea @@ -0,0 +1,7 @@ +mixedsignals 6 62.4725/999.56 14400 +mixedsignals_e.dat 516x4 200/mV 14 8192 0 24460 0 II +mixedsignals_e.dat 516x4 200/mV 14 8192 0 19772 0 III +mixedsignals_e.dat 516x4 200/mV 14 8192 0 22261 0 V +mixedsignals_p.dat 516x2 16(800)/mmHg 12 2048 0 49347 0 ABP +mixedsignals_p.dat 516x2 4096(0)/NU 12 2048 0 36026 0 Pleth +mixedsignals_r.dat 516 4093(2)/Ohm 12 2048 0 35395 0 Resp diff --git a/sample-data/mixedsignals_e.dat b/sample-data/mixedsignals_e.dat new file mode 100644 index 00000000..08bfcde1 Binary files /dev/null and b/sample-data/mixedsignals_e.dat differ diff --git a/sample-data/mixedsignals_p.dat b/sample-data/mixedsignals_p.dat new file mode 100644 index 00000000..d3c4072a Binary files /dev/null and b/sample-data/mixedsignals_p.dat differ diff --git a/sample-data/mixedsignals_r.dat b/sample-data/mixedsignals_r.dat new file mode 100644 index 00000000..db46b7ee Binary files /dev/null and b/sample-data/mixedsignals_r.dat differ diff --git a/sample-data/multi-segment/041s/041s.hea b/sample-data/multi-segment/041s/041s.hea new file mode 100644 index 00000000..74844c25 --- /dev/null +++ b/sample-data/multi-segment/041s/041s.hea @@ -0,0 +1,3 @@ +041s/2 7 125 2000 8:26:04 26/10/1994 +041s01 1000 +041s02 1000 diff --git a/sample-data/multi-segment/041s/041s01.dat b/sample-data/multi-segment/041s/041s01.dat new file mode 100644 index 00000000..221d4014 Binary files /dev/null and b/sample-data/multi-segment/041s/041s01.dat differ diff --git a/sample-data/multi-segment/041s/041s01.hea b/sample-data/multi-segment/041s/041s01.hea new file mode 100644 index 00000000..d5d52779 --- /dev/null +++ b/sample-data/multi-segment/041s/041s01.hea @@ -0,0 +1,9 @@ +041s01 7 125 1000 8:26:04 26/10/1994 +041s01.dat 212x4 2000 12 0 168 -2716 0 III +041s01.dat 212x4 2000 12 0 2 -25019 0 I +041s01.dat 212x4 2000 12 0 155 -12467 0 V +041s01.dat 212 20(-1600)/mmHg 12 0 -242 -18875 0 ABP +041s01.dat 212 80(-1600)/mmHg 12 0 706 -5338 0 PAP +041s01.dat 212 2000 12 0 -841 30145 0 PLETH +041s01.dat 212 2000 12 0 401 3712 0 RESP +#Produced by xform from record mimicdb/041/04100001, beginning at s74000 diff --git a/sample-data/multi-segment/041s/041s02.dat b/sample-data/multi-segment/041s/041s02.dat new file mode 100644 index 00000000..0df680db Binary files /dev/null and b/sample-data/multi-segment/041s/041s02.dat differ diff --git a/sample-data/multi-segment/041s/041s02.hea b/sample-data/multi-segment/041s/041s02.hea new file mode 100644 index 00000000..46d856bb --- /dev/null +++ b/sample-data/multi-segment/041s/041s02.hea @@ -0,0 +1,9 @@ +041s02 7 125 1000 8:26:12 26/10/1994 +041s02.dat 212x4 2000 12 0 -103 -862 0 III +041s02.dat 212x4 2000 12 0 -64 14967 0 I +041s02.dat 212x4 2000 12 0 89 13162 0 V +041s02.dat 212 20(-1600)/mmHg 12 0 -715 -21117 0 ABP +041s02.dat 212 80(-1600)/mmHg 12 0 -583 -31770 0 PAP +041s02.dat 212 2000 12 0 -840 -31041 0 PLETH +041s02.dat 212 2000 12 0 -861 -31272 0 RESP +#Produced by xform from record mimicdb/041/04100002, beginning at 0:0 diff --git a/sample-data/n16.dat b/sample-data/n16.dat new file mode 100644 index 00000000..d0d6ced3 Binary files /dev/null and b/sample-data/n16.dat differ diff --git a/sample-data/n16.edf b/sample-data/n16.edf new file mode 100644 index 00000000..f0669a9b Binary files /dev/null and b/sample-data/n16.edf differ diff --git a/sample-data/n16.hea b/sample-data/n16.hea new file mode 100644 index 00000000..81474c8f --- /dev/null +++ b/sample-data/n16.hea @@ -0,0 +1,6 @@ +n16 5 100 3080000 22:34:47 01/01/2006 +n16.dat 16 44.9629231183/uV 15 0 -161 -9172 0 Fp2-F4 +n16.dat 16 44.9629231183/uV 15 0 1926 29657 0 F4-C4 +n16.dat 16 44.9629231183/uV 15 0 -4623 23837 0 C4-P4 +n16.dat 16 44.9629231183/uV 15 0 2472 25301 0 P4-O2 +n16.dat 16 44.9629231183/uV 15 0 -2354 -17711 0 C4-A1 diff --git a/sample-data/n8_evoked_raw_95_F1_R9.dat b/sample-data/n8_evoked_raw_95_F1_R9.dat new file mode 100644 index 00000000..ec9f2870 Binary files /dev/null and b/sample-data/n8_evoked_raw_95_F1_R9.dat differ diff --git a/sample-data/n8_evoked_raw_95_F1_R9.hea b/sample-data/n8_evoked_raw_95_F1_R9.hea new file mode 100644 index 00000000..01c39bfa --- /dev/null +++ b/sample-data/n8_evoked_raw_95_F1_R9.hea @@ -0,0 +1,4 @@ +n8_evoked_raw_95_F1_R9 2 48000 2022144 +n8_evoked_raw_95_F1_R9.dat 24 2.4011e-11/nV +n8_evoked_raw_95_F1_R9.dat 24 6.8094e-14/V +##: 95 : 1 : r : 2002 : Normal \ No newline at end of file diff --git a/sample-data/test_edfann.edf b/sample-data/test_edfann.edf new file mode 100644 index 00000000..745958ce Binary files /dev/null and b/sample-data/test_edfann.edf differ diff --git a/sample-data/test_generator_2.dat b/sample-data/test_generator_2.dat new file mode 100644 index 00000000..17c2622f Binary files /dev/null and b/sample-data/test_generator_2.dat differ diff --git a/sample-data/test_generator_2.edf b/sample-data/test_generator_2.edf new file mode 100644 index 00000000..9a243be1 Binary files /dev/null and b/sample-data/test_generator_2.edf differ diff --git a/sample-data/test_generator_2.hea b/sample-data/test_generator_2.hea new file mode 100644 index 00000000..1879c76c --- /dev/null +++ b/sample-data/test_generator_2.hea @@ -0,0 +1,13 @@ +test_generator_2 12 1 600 12:44:02 10/12/2009 +test_generator_2.dat 16x200 32.7675/uV 15 0 3276 0 0 squarewave +test_generator_2.dat 16x200 32.7675/uV 15 0 -3276 480 0 ramp +test_generator_2.dat 16x200 32.7675/uV 15 0 3276 -1920 0 pulse +test_generator_2.dat 16x200 32.7675/uV 15 0 0 21000 0 ECG +test_generator_2.dat 16x200 32.7675/uV 15 0 2752 -12878 0 noise +test_generator_2.dat 16x200 32.7675/uV 15 0 102 0 0 sine 1 Hz +test_generator_2.dat 16x200 32.7675/uV 15 0 814 0 0 sine 8 Hz +test_generator_2.dat 16x200 32.7675/uV 15 0 864 0 0 sine 8.5 Hz +test_generator_2.dat 16x200 32.7675/° 15 0 1487 0 0 sine 15 Hz +test_generator_2.dat 16x200 32.7675/° 15 0 1668 0 0 sine 17 Hz +test_generator_2.dat 16x200 32.7675/uV 15 0 3276 0 0 sine 50 Hz +test_generator_2.dat 16x51 32767.5 15 0 12331 29678 0 EDF Annotations diff --git a/sample-data/wave_4.dat b/sample-data/wave_4.dat new file mode 100644 index 00000000..71b39ffe Binary files /dev/null and b/sample-data/wave_4.dat differ diff --git a/sample-data/wave_4.edf b/sample-data/wave_4.edf new file mode 100644 index 00000000..ec568f3f Binary files /dev/null and b/sample-data/wave_4.edf differ diff --git a/sample-data/wave_4.hea b/sample-data/wave_4.hea new file mode 100644 index 00000000..906663d2 --- /dev/null +++ b/sample-data/wave_4.hea @@ -0,0 +1,8 @@ +wave_4 7 1 3659 0:00 01/01/2001 +wave_4.dat 16x1000 1(1)/uV 15 0 5393 -12624 0 ECG +wave_4.dat 16x100 2(1)/mg 13 0 1371 18209 0 Accelerometer_X +wave_4.dat 16x100 2(1)/mg 13 0 1273 29556 0 Accelerometer_Y +wave_4.dat 16x100 2(1)/mg 13 0 -473 -31584 0 Accelerometer_Z +wave_4.dat 16 1(1) 15 0 32766 -29151 0 Marker +wave_4.dat 16x5 1(-32767)/ms 15 0 -32768 13833 0 HRV +wave_4.dat 16 -19.3447902992(3064)/degC 11 2048 2461 27731 0 DEV_Temperature diff --git a/setup.py b/setup.py deleted file mode 100644 index f0988f61..00000000 --- a/setup.py +++ /dev/null @@ -1,98 +0,0 @@ -"""The WFDB Python Toolbox. -See: https://www.physionet.org/physiotools/wfdb.shtml -""" - -# Always prefer setuptools over distutils -from setuptools import setup, find_packages -# To use a consistent encoding -from codecs import open -from os import path - -here = path.abspath(path.dirname(__file__)) - -# Get the long description from the README file -with open(path.join(here, 'README.rst'), encoding='utf-8') as f: - long_description = f.read() - -# Get the version number from the version.py file -with open('wfdb/version.py') as f: - __version__ = f.read().split()[-1].strip("'") - -setup( - name='wfdb', - - # Versions should comply with PEP440. For a discussion on single-sourcing - # the version across setup.py and the project code, see - # https://packaging.python.org/en/latest/single_source_version.html - version=__version__, - - description='The WFDB Python Toolbox', - long_description=long_description, - - # The project's main homepage. - url='https://github.com/MIT-LCP/wfdb-python', - - # Author details - author='The Laboratory for Computational Physiology', - author_email='support@physionet.org', - - # Choose your license - license='MIT', - - # What does your project relate to? - keywords='WFDB clinical waveform', - - # You can just specify the packages manually here if your project is - # simple. Or you can use find_packages(). - # packages=find_packages(exclude=['contrib', 'docs', 'tests']), - packages=find_packages(), - - # Alternatively, if you want to distribute just a my_module.py, uncomment - # this: - # py_modules=["my_module"], - - # List run-time dependencies here. These will be installed by pip when - # your project is installed. For an analysis of "install_requires" vs pip's - # requirements files see: - # https://packaging.python.org/en/latest/requirements.html - install_requires=[ - 'nose>=1.3.7', - 'numpy>=1.11.0', - 'matplotlib>=1.5.1', - 'requests>=2.10.0', - 'pandas>=0.19.1', - 'scipy>=0.19.0', - 'sklearn>=0.0', - ], - - # List additional groups of dependencies here (e.g. development - # dependencies). You can install these using the following syntax, - # for example: - # $ pip install -e .[dev,test] - # extras_require={ - # 'dev': ['check-manifest'], - # 'test': ['coverage'], - # }, - - # If there are data files included in your packages that need to be - # installed, specify them here. If using Python 2.6 or less, then these - # have to be included in MANIFEST.in as well. - # package_data={'wfdb': ['wfdb.config'], - # }, - - # Although 'package_data' is the preferred approach, in some case you may - # need to place data files outside of your packages. See: - # http://docs.python.org/3.4/distutils/setupscript.html#installing-additional-files # noqa - # In this case, 'data_file' will be installed into '/my_data' - # data_files=[('my_data', ['data/data_file'])], - # data_files=[('config', ['wfdb.config'])], - - # To provide executable scripts, use entry points in preference to the - # "scripts" keyword. Entry points provide cross-platform support and allow - # pip to create the appropriate form of executable for the target platform. - # entry_points={ - # 'console_scripts': [ - # 'sample=sample:main', - # ], - # }, -) diff --git a/tests/__init__.py b/tests/__init__.py new file mode 100644 index 00000000..b280897f --- /dev/null +++ b/tests/__init__.py @@ -0,0 +1,16 @@ +import numpy as np + + +_np_error_state = {} + + +def setup_module(): + # Raise exceptions for arithmetic errors, except underflow + global _np_error_state + _np_error_state = np.seterr() + np.seterr("raise", under="ignore") + + +def teardown_module(): + # Restore original error handling state + np.seterr(**_np_error_state) diff --git a/tests/io/test_convert.py b/tests/io/test_convert.py new file mode 100644 index 00000000..cf97f700 --- /dev/null +++ b/tests/io/test_convert.py @@ -0,0 +1,179 @@ +import os +import shutil +import unittest + +import numpy as np + +from wfdb.io.record import rdrecord +from wfdb.io.convert.edf import read_edf +from wfdb.io.convert.csv import csv_to_wfdb + + +class TestEdfToWfdb: + """ + Tests for the io.convert.edf module. + """ + + def test_edf_uniform(self): + """ + EDF format conversion to MIT for uniform sample rates. + """ + # Uniform sample rates + record_MIT = rdrecord("sample-data/n16").__dict__ + record_EDF = read_edf("sample-data/n16.edf").__dict__ + + fields = list(record_MIT.keys()) + # Original MIT format method of checksum is outdated, sometimes + # the same value though + fields.remove("checksum") + # Original MIT format units are less comprehensive since they + # default to mV if unknown.. therefore added more default labels + fields.remove("units") + + test_results = [] + for field in fields: + # Signal value will be slightly off due to C to Python type conversion + if field == "p_signal": + true_array = np.array(record_MIT[field]).flatten() + pred_array = np.array(record_EDF[field]).flatten() + # Prevent divide by zero warning + for i, v in enumerate(true_array): + if v == 0: + true_array[i] = 1 + pred_array[i] = 1 + sig_diff = np.abs((pred_array - true_array) / true_array) + sig_diff[sig_diff == -np.inf] = 0 + sig_diff[sig_diff == np.inf] = 0 + sig_diff = np.nanmean(sig_diff, 0) + # 5% tolerance + if np.max(sig_diff) <= 5: + test_results.append(True) + else: + test_results.append(False) + elif field == "init_value": + signal_diff = [ + abs(record_MIT[field][i] - record_EDF[field][i]) + for i in range(len(record_MIT[field])) + ] + if abs(max(min(signal_diff), max(signal_diff), key=abs)) <= 2: + test_results.append(True) + else: + test_results.append(False) + else: + test_results.append(record_MIT[field] == record_MIT[field]) + + target_results = len(fields) * [True] + assert np.array_equal(test_results, target_results) + + def test_edf_non_uniform(self): + """ + EDF format conversion to MIT for non-uniform sample rates. + """ + # Non-uniform sample rates + record_MIT = rdrecord("sample-data/wave_4").__dict__ + record_EDF = read_edf("sample-data/wave_4.edf").__dict__ + + fields = list(record_MIT.keys()) + # Original MIT format method of checksum is outdated, sometimes + # the same value though + fields.remove("checksum") + # Original MIT format units are less comprehensive since they + # default to mV if unknown.. therefore added more default labels + fields.remove("units") + + test_results = [] + for field in fields: + # Signal value will be slightly off due to C to Python type conversion + if field == "p_signal": + true_array = np.array(record_MIT[field]).flatten() + pred_array = np.array(record_EDF[field]).flatten() + # Prevent divide by zero warning + for i, v in enumerate(true_array): + if v == 0: + true_array[i] = 1 + pred_array[i] = 1 + sig_diff = np.abs((pred_array - true_array) / true_array) + sig_diff[sig_diff == -np.inf] = 0 + sig_diff[sig_diff == np.inf] = 0 + sig_diff = np.nanmean(sig_diff, 0) + # 5% tolerance + if np.max(sig_diff) <= 5: + test_results.append(True) + else: + test_results.append(False) + elif field == "init_value": + signal_diff = [ + abs(record_MIT[field][i] - record_EDF[field][i]) + for i in range(len(record_MIT[field])) + ] + if abs(max(min(signal_diff), max(signal_diff), key=abs)) <= 2: + test_results.append(True) + else: + test_results.append(False) + else: + test_results.append(record_MIT[field] == record_MIT[field]) + + target_results = len(fields) * [True] + assert np.array_equal(test_results, target_results) + + +class TestCsvToWfdb(unittest.TestCase): + """ + Tests for the io.convert.csv module. + """ + + def setUp(self): + """ + Create a temporary directory containing data for testing. + + Load 100.dat file for comparison to 100.csv file. + """ + self.test_dir = "test_output" + os.makedirs(self.test_dir, exist_ok=True) + + self.record_100_csv = "sample-data/100.csv" + self.record_100_dat = rdrecord("sample-data/100", physical=True) + + def tearDown(self): + """ + Remove the temporary directory after the test. + """ + if os.path.exists(self.test_dir): + shutil.rmtree(self.test_dir) + + def test_write_dir(self): + """ + Call the function with the write_dir argument. + """ + csv_to_wfdb( + file_name=self.record_100_csv, + fs=360, + units="mV", + write_dir=self.test_dir, + ) + + # Check if the output files are created in the specified directory + base_name = os.path.splitext(os.path.basename(self.record_100_csv))[0] + expected_dat_file = os.path.join(self.test_dir, f"{base_name}.dat") + expected_hea_file = os.path.join(self.test_dir, f"{base_name}.hea") + + self.assertTrue(os.path.exists(expected_dat_file)) + self.assertTrue(os.path.exists(expected_hea_file)) + + # Check that newly written file matches the 100.dat file + record_write = rdrecord(os.path.join(self.test_dir, base_name)) + + self.assertEqual(record_write.fs, 360) + self.assertEqual(record_write.fs, self.record_100_dat.fs) + self.assertEqual(record_write.units, ["mV", "mV"]) + self.assertEqual(record_write.units, self.record_100_dat.units) + self.assertEqual(record_write.sig_name, ["MLII", "V5"]) + self.assertEqual(record_write.sig_name, self.record_100_dat.sig_name) + self.assertEqual(record_write.p_signal.size, 1300000) + self.assertEqual( + record_write.p_signal.size, self.record_100_dat.p_signal.size + ) + + +if __name__ == "__main__": + unittest.main() diff --git a/tests/target-output/record-1e.gz b/tests/target-output/record-1e.gz new file mode 100644 index 00000000..13684843 Binary files /dev/null and b/tests/target-output/record-1e.gz differ diff --git a/tests/target-output/record-1f.gz b/tests/target-output/record-1f.gz new file mode 100644 index 00000000..674baad3 Binary files /dev/null and b/tests/target-output/record-1f.gz differ diff --git a/tests/target-output/record-flac.gz b/tests/target-output/record-flac.gz new file mode 100644 index 00000000..9fdb143a Binary files /dev/null and b/tests/target-output/record-flac.gz differ diff --git a/tests/target-output/record-multi-fixed-d.gz b/tests/target-output/record-multi-fixed-d.gz new file mode 100644 index 00000000..5b71223c Binary files /dev/null and b/tests/target-output/record-multi-fixed-d.gz differ diff --git a/tests/test_annotation.py b/tests/test_annotation.py index bc79adea..db3e71d0 100644 --- a/tests/test_annotation.py +++ b/tests/test_annotation.py @@ -1,12 +1,17 @@ +import os import re +import tempfile +import unittest import numpy as np +import pandas as pd import wfdb -class test_annotation(): + +class TestAnnotation(unittest.TestCase): """ - Testing read and write of wfdb annotations, including Physionet + Testing read and write of WFDB annotations, including Physionet streaming. Target files created using the original WFDB Software Package @@ -18,62 +23,81 @@ def test_1(self): Target file created with: rdann -r sample-data/100 -a atr > ann-1 """ - annotation = wfdb.rdann('sample-data/100', 'atr') - + annotation = wfdb.rdann("sample-data/100", "atr") # This is not the fault of the script. The annotation file specifies a # length 3 - annotation.aux_note[0] = '(N' + annotation.aux_note[0] = "(N" # aux_note field with a null written after '(N' which the script correctly picks up. I am just # getting rid of the null in this unit test to compare with the regexp output below which has # no null to detect in the output text file of rdann. # Target data from WFDB software package - lines = tuple(open('tests/target-output/ann-1', 'r')) + with open("tests/target-output/ann-1", "r") as f: + lines = tuple(f) nannot = len(lines) target_time = [None] * nannot - target_sample = np.empty(nannot, dtype='object') + target_sample = np.empty(nannot, dtype="object") target_symbol = [None] * nannot - target_subtype = np.empty(nannot, dtype='object') - target_chan = np.empty(nannot, dtype='object') - target_num = np.empty(nannot, dtype='object') + target_subtype = np.empty(nannot, dtype="object") + target_chan = np.empty(nannot, dtype="object") + target_num = np.empty(nannot, dtype="object") target_aux_note = [None] * nannot RXannot = re.compile( - '[ \t]*(?P