{
"cells": [
{
"cell_type": "markdown",
"id": "6eac13f8",
"metadata": {
"papermill": {
"duration": 0.009778,
"end_time": "2023-11-30T06:46:38.066259",
"exception": false,
"start_time": "2023-11-30T06:46:38.056481",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"# Accessing Visual Behavior Neuropixels Data"
]
},
{
"cell_type": "markdown",
"id": "bf750919",
"metadata": {
"papermill": {
"duration": 0.00846,
"end_time": "2023-11-30T06:46:38.083418",
"exception": false,
"start_time": "2023-11-30T06:46:38.074958",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"## Tutorial overview\n",
"\n",
"This Jupyter notebook covers the various methods for accessing the Allen Institute Visual Behavior Neuropixels dataset. We will go over how to request data, where it's stored, and what the various files contain. If you're having trouble downloading the data, or you just want to know more about what's going on under the hood, this is a good place to start.\n",
"\n",
"This data release will not have a web interface for browsing through the released data, as with the [two-photon imaging Visual Coding dataset](http://observatory.brain-map.org/visualcoding). Instead, the data must be retrieved through the AllenSDK (Python 3.6+) or via requests sent to the **Amazon Web Services (AWS)** **Simple Storage Service (S3)** bucket (name: [visual-behavior-neuropixels-data](https://s3.console.aws.amazon.com/s3/buckets/visual-behavior-neuropixels-data)) for this project.\n",
"\n",
"Functions related to data analysis as well as descriptions of metadata table columns will be covered in other tutorials. For a full list of available tutorials for this project, see the [SDK documentation](https://allensdk.readthedocs.io/en/latest/visual_behavior_neuropixels.html)."
]
},
{
"cell_type": "markdown",
"id": "01a7f135",
"metadata": {
"papermill": {
"duration": 0.008413,
"end_time": "2023-11-30T06:46:38.100294",
"exception": false,
"start_time": "2023-11-30T06:46:38.091881",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"## Options for data access\n",
"\n",
"The `VisualBehaviorNeuropixelsProjectCache` object in the AllenSDK is the easiest way to interact with the released data. This object abstracts away the details of on-disk file storage, and delivers the data to you as ready-to-analyze Python objects. The cache will automatically keep track of which files are stored locally, and will download additional files on an as-needed basis. Usually you won't need to worry about the organization of these files, but this tutorial will cover those details in case you want to analyze them without using the AllenSDK (e.g., in Matlab). This tutorial begins with an introduction to this approach.\n",
"\n",
"Another option is to directly download the data using an S3 URL. This should be used if the other options are broken or are not available to you. Instructions for this can be found at the end of this tutorial ."
]
},
{
"cell_type": "markdown",
"id": "04404969",
"metadata": {
"papermill": {
"duration": 0.008476,
"end_time": "2023-11-30T06:46:38.117761",
"exception": false,
"start_time": "2023-11-30T06:46:38.109285",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"## Using the AllenSDK to retrieve data\n",
"\n",
"Most users will want to access data via the AllenSDK. This requires nothing more than a Python interpreter and some free disk space to store the data locally.\n",
"\n",
"How much data is there? If you want to download the complete dataset (153 NWB files plus 5 metadata csv files), you'll need 524 GB of space.\n",
"\n",
"Before downloading the data, you must decide on a cache directory where you would like downloaded data to be stored. This directory is where the `VisualBehaviorNeuropixelsProjectCache` object will look first when you request a metadata table or a data file.\n",
"\n",
"When you initialize a local cache for the first time, it will create the manifest file at the path that you specify. This file lives one directory up from the rest of the data, so make sure you put it somewhere that has enough space available.\n",
"\n",
"When you need to access the data in subsequent analysis sessions, you should point the `VisualBehaviorNeuropixelsProjectCache` object to an existing cache directory; otherwise, it will try to re-download the data in a new location.\n",
"\n",
"To get started with this approach, first take care of the necessary imports:\n",
"\n",
"We will first install allensdk into your environment by running the appropriate commands below. "
]
},
{
"cell_type": "markdown",
"id": "c9962815",
"metadata": {
"papermill": {
"duration": 0.0084,
"end_time": "2023-11-30T06:46:38.134632",
"exception": false,
"start_time": "2023-11-30T06:46:38.126232",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"## Install AllenSDK into your local environment"
]
},
{
"cell_type": "markdown",
"id": "82546c42",
"metadata": {
"papermill": {
"duration": 0.008415,
"end_time": "2023-11-30T06:46:38.151516",
"exception": false,
"start_time": "2023-11-30T06:46:38.143101",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"You can install AllenSDK with:"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "7a03b5d1",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:46:38.169676Z",
"iopub.status.busy": "2023-11-30T06:46:38.169435Z",
"iopub.status.idle": "2023-11-30T06:46:40.193961Z",
"shell.execute_reply": "2023-11-30T06:46:40.193126Z"
},
"papermill": {
"duration": 2.035756,
"end_time": "2023-11-30T06:46:40.195790",
"exception": false,
"start_time": "2023-11-30T06:46:38.160034",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
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]
}
],
"source": [
"!pip install allensdk"
]
},
{
"cell_type": "markdown",
"id": "ee59e9f7",
"metadata": {
"papermill": {
"duration": 0.009167,
"end_time": "2023-11-30T06:46:40.214803",
"exception": false,
"start_time": "2023-11-30T06:46:40.205636",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"## Install AllenSDK into your notebook environment (good for Google Colab)"
]
},
{
"cell_type": "markdown",
"id": "5ec0e747",
"metadata": {
"papermill": {
"duration": 0.00913,
"end_time": "2023-11-30T06:46:40.233173",
"exception": false,
"start_time": "2023-11-30T06:46:40.224043",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"You can install AllenSDK into your notebook environment by executing the cell below.\n",
"\n",
"If using Google Colab, click on the RESTART RUNTIME button that appears at the end of the output when this cell is complete,. Note that running this cell will produce a long list of outputs and some error messages. Clicking RESTART RUNTIME at the end will resolve these issues.\n",
"You can minimize the cell after you are done to hide the output."
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "5a360236",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:46:40.253075Z",
"iopub.status.busy": "2023-11-30T06:46:40.252489Z",
"iopub.status.idle": "2023-11-30T06:46:43.993005Z",
"shell.execute_reply": "2023-11-30T06:46:43.992255Z"
},
"papermill": {
"duration": 3.752568,
"end_time": "2023-11-30T06:46:43.994959",
"exception": false,
"start_time": "2023-11-30T06:46:40.242391",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Requirement already satisfied: pip in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (23.3.1)\r\n",
"Requirement already satisfied: allensdk in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (2.16.2)\r\n",
"Requirement already satisfied: psycopg2-binary in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (2.9.9)\r\n",
"Requirement already satisfied: hdmf!=3.5.*,!=3.6.*,!=3.7.*,!=3.8.* in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (3.11.0)\r\n",
"Requirement already satisfied: h5py in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (3.10.0)\r\n",
"Requirement already satisfied: matplotlib in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (3.7.4)\r\n",
"Requirement already satisfied: numpy<1.24 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (1.23.5)\r\n",
"Requirement already satisfied: pandas==1.5.3 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (1.5.3)\r\n",
"Requirement already satisfied: jinja2 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (3.1.2)\r\n",
"Requirement already satisfied: scipy<1.11 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (1.10.1)\r\n",
"Requirement already satisfied: six in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (1.16.0)\r\n",
"Requirement already satisfied: pynrrd in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (1.0.0)\r\n",
"Requirement already satisfied: future in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (0.18.3)\r\n",
"Requirement already satisfied: requests in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (2.31.0)\r\n",
"Requirement already satisfied: requests-toolbelt in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (1.0.0)\r\n",
"Requirement already satisfied: simplejson in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (3.19.2)\r\n",
"Requirement already satisfied: scikit-image in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (0.21.0)\r\n",
"Requirement already satisfied: scikit-build in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (0.17.6)\r\n",
"Requirement already satisfied: statsmodels in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (0.14.0)\r\n",
"Requirement already satisfied: simpleitk in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (2.3.1)\r\n",
"Requirement already satisfied: argschema in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (3.0.4)\r\n",
"Requirement already satisfied: glymur in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (0.12.9.post1)\r\n",
"Requirement already satisfied: xarray<2023.2.0 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (2023.1.0)\r\n",
"Requirement already satisfied: pynwb in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (2.5.0)\r\n",
"Requirement already satisfied: tables in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (3.8.0)\r\n",
"Requirement already satisfied: seaborn in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (0.13.0)\r\n",
"Requirement already satisfied: aiohttp in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (3.9.1)\r\n",
"Requirement already satisfied: nest-asyncio in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (1.5.8)\r\n",
"Requirement already satisfied: tqdm in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (4.66.1)\r\n",
"Requirement already satisfied: ndx-events in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (0.2.0)\r\n",
"Requirement already satisfied: boto3 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (1.33.4)\r\n",
"Requirement already satisfied: semver in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (3.0.2)\r\n",
"Requirement already satisfied: cachetools in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (5.3.2)\r\n",
"Requirement already satisfied: sqlalchemy in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (2.0.23)\r\n",
"Requirement already satisfied: python-dateutil in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from allensdk) (2.8.2)\r\n",
"Requirement already satisfied: pytz>=2020.1 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from pandas==1.5.3->allensdk) (2023.3.post1)\r\n",
"Requirement already satisfied: importlib-resources in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from hdmf!=3.5.*,!=3.6.*,!=3.7.*,!=3.8.*->allensdk) (6.1.1)\r\n",
"Requirement already satisfied: jsonschema>=2.6.0 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from hdmf!=3.5.*,!=3.6.*,!=3.7.*,!=3.8.*->allensdk) (4.20.0)\r\n",
"Requirement already satisfied: ruamel-yaml>=0.16 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from hdmf!=3.5.*,!=3.6.*,!=3.7.*,!=3.8.*->allensdk) (0.18.5)\r\n",
"Requirement already satisfied: packaging>=21.3 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from xarray<2023.2.0->allensdk) (23.2)\r\n",
"Requirement already satisfied: attrs>=17.3.0 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from aiohttp->allensdk) (23.1.0)\r\n",
"Requirement already satisfied: multidict<7.0,>=4.5 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from aiohttp->allensdk) (6.0.4)\r\n",
"Requirement already satisfied: yarl<2.0,>=1.0 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from aiohttp->allensdk) (1.9.3)\r\n",
"Requirement already satisfied: frozenlist>=1.1.1 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from aiohttp->allensdk) (1.4.0)\r\n",
"Requirement already satisfied: aiosignal>=1.1.2 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from aiohttp->allensdk) (1.3.1)\r\n",
"Requirement already satisfied: async-timeout<5.0,>=4.0 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from aiohttp->allensdk) (4.0.3)\r\n",
"Requirement already satisfied: marshmallow<4.0,>=3.0.0 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from argschema->allensdk) (3.20.1)\r\n",
"Requirement already satisfied: pyyaml in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from argschema->allensdk) (6.0.1)\r\n",
"Requirement already satisfied: botocore<1.34.0,>=1.33.4 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from boto3->allensdk) (1.33.4)\r\n",
"Requirement already satisfied: jmespath<2.0.0,>=0.7.1 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from boto3->allensdk) (1.0.1)\r\n",
"Requirement already satisfied: s3transfer<0.9.0,>=0.8.2 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from boto3->allensdk) (0.8.2)\r\n",
"Requirement already satisfied: lxml in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from glymur->allensdk) (4.9.3)\r\n",
"Requirement already satisfied: MarkupSafe>=2.0 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from jinja2->allensdk) (2.1.3)\r\n",
"Requirement already satisfied: contourpy>=1.0.1 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from matplotlib->allensdk) (1.1.1)\r\n",
"Requirement already satisfied: cycler>=0.10 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from matplotlib->allensdk) (0.12.1)\r\n",
"Requirement already satisfied: fonttools>=4.22.0 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from matplotlib->allensdk) (4.45.1)\r\n",
"Requirement already satisfied: kiwisolver>=1.0.1 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from matplotlib->allensdk) (1.4.5)\r\n",
"Requirement already satisfied: pillow>=6.2.0 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from matplotlib->allensdk) (10.1.0)\r\n",
"Requirement already satisfied: pyparsing>=2.3.1 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from matplotlib->allensdk) (3.1.1)\r\n",
"Requirement already satisfied: setuptools in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from pynwb->allensdk) (56.0.0)\r\n",
"Requirement already satisfied: nptyping in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from pynrrd->allensdk) (2.5.0)\r\n",
"Requirement already satisfied: typing-extensions in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from pynrrd->allensdk) (4.8.0)\r\n",
"Requirement already satisfied: charset-normalizer<4,>=2 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from requests->allensdk) (3.3.2)\r\n",
"Requirement already satisfied: idna<4,>=2.5 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from requests->allensdk) (3.6)\r\n",
"Requirement already satisfied: urllib3<3,>=1.21.1 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from requests->allensdk) (1.26.18)\r\n",
"Requirement already satisfied: certifi>=2017.4.17 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from requests->allensdk) (2023.11.17)\r\n",
"Requirement already satisfied: distro in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from scikit-build->allensdk) (1.8.0)\r\n",
"Requirement already satisfied: tomli in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from scikit-build->allensdk) (2.0.1)\r\n",
"Requirement already satisfied: wheel>=0.32.0 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from scikit-build->allensdk) (0.42.0)\r\n",
"Requirement already satisfied: networkx>=2.8 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from scikit-image->allensdk) (3.1)\r\n",
"Requirement already satisfied: imageio>=2.27 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from scikit-image->allensdk) (2.33.0)\r\n",
"Requirement already satisfied: tifffile>=2022.8.12 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from scikit-image->allensdk) (2023.7.10)\r\n",
"Requirement already satisfied: PyWavelets>=1.1.1 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from scikit-image->allensdk) (1.4.1)\r\n",
"Requirement already satisfied: lazy_loader>=0.2 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from scikit-image->allensdk) (0.3)\r\n",
"Requirement already satisfied: greenlet!=0.4.17 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from sqlalchemy->allensdk) (3.0.1)\r\n",
"Requirement already satisfied: patsy>=0.5.2 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from statsmodels->allensdk) (0.5.3)\r\n",
"Requirement already satisfied: cython>=0.29.21 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from tables->allensdk) (3.0.6)\r\n",
"Requirement already satisfied: numexpr>=2.6.2 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from tables->allensdk) (2.8.6)\r\n",
"Requirement already satisfied: blosc2~=2.0.0 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from tables->allensdk) (2.0.0)\r\n",
"Requirement already satisfied: py-cpuinfo in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from tables->allensdk) (9.0.0)\r\n",
"Requirement already satisfied: msgpack in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from blosc2~=2.0.0->tables->allensdk) (1.0.7)\r\n",
"Requirement already satisfied: zipp>=3.1.0 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from importlib-resources->hdmf!=3.5.*,!=3.6.*,!=3.7.*,!=3.8.*->allensdk) (3.17.0)\r\n",
"Requirement already satisfied: jsonschema-specifications>=2023.03.6 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from jsonschema>=2.6.0->hdmf!=3.5.*,!=3.6.*,!=3.7.*,!=3.8.*->allensdk) (2023.11.1)\r\n",
"Requirement already satisfied: pkgutil-resolve-name>=1.3.10 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from jsonschema>=2.6.0->hdmf!=3.5.*,!=3.6.*,!=3.7.*,!=3.8.*->allensdk) (1.3.10)\r\n",
"Requirement already satisfied: referencing>=0.28.4 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from jsonschema>=2.6.0->hdmf!=3.5.*,!=3.6.*,!=3.7.*,!=3.8.*->allensdk) (0.31.1)\r\n",
"Requirement already satisfied: rpds-py>=0.7.1 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from jsonschema>=2.6.0->hdmf!=3.5.*,!=3.6.*,!=3.7.*,!=3.8.*->allensdk) (0.13.2)\r\n",
"Requirement already satisfied: ruamel.yaml.clib>=0.2.7 in /opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages (from ruamel-yaml>=0.16->hdmf!=3.5.*,!=3.6.*,!=3.7.*,!=3.8.*->allensdk) (0.2.8)\r\n"
]
}
],
"source": [
"!pip install --upgrade pip\n",
"!pip install allensdk"
]
},
{
"cell_type": "markdown",
"id": "a504e881",
"metadata": {
"papermill": {
"duration": 0.009739,
"end_time": "2023-11-30T06:46:44.015321",
"exception": false,
"start_time": "2023-11-30T06:46:44.005582",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"## Import required packages"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "6b741021",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:46:44.036209Z",
"iopub.status.busy": "2023-11-30T06:46:44.035729Z",
"iopub.status.idle": "2023-11-30T06:46:48.859228Z",
"shell.execute_reply": "2023-11-30T06:46:48.858482Z"
},
"papermill": {
"duration": 4.835672,
"end_time": "2023-11-30T06:46:48.860588",
"exception": false,
"start_time": "2023-11-30T06:46:44.024916",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n",
" from .autonotebook import tqdm as notebook_tqdm\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Your allensdk version is: 2.16.2\n"
]
}
],
"source": [
"from pathlib import Path\n",
"import matplotlib.pyplot as plt\n",
"\n",
"import allensdk\n",
"from allensdk.brain_observatory.behavior.behavior_project_cache import VisualBehaviorNeuropixelsProjectCache\n",
"\n",
"# Confirming your allensdk version\n",
"print(f\"Your allensdk version is: {allensdk.__version__}\")"
]
},
{
"cell_type": "markdown",
"id": "4201d911",
"metadata": {
"papermill": {
"duration": 0.00989,
"end_time": "2023-11-30T06:46:48.881065",
"exception": false,
"start_time": "2023-11-30T06:46:48.871175",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"Next, we'll specify the directory where you'd like downloaded data to be stored (cache_dir). Remember to choose a location that has plenty of free space available."
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "6df5a6a9",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:46:48.902427Z",
"iopub.status.busy": "2023-11-30T06:46:48.901805Z",
"iopub.status.idle": "2023-11-30T06:46:48.905296Z",
"shell.execute_reply": "2023-11-30T06:46:48.904711Z"
},
"papermill": {
"duration": 0.015657,
"end_time": "2023-11-30T06:46:48.906611",
"exception": false,
"start_time": "2023-11-30T06:46:48.890954",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": [
"parameters"
]
},
"outputs": [],
"source": [
"# Update this to a valid directory in your filesystem. This is where the data will be stored.\n",
"output_dir = \"/tmp/vbn_s3_cache\"\n",
"DOWNLOAD_COMPLETE_DATASET = False"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "76e86ff5",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:46:48.952782Z",
"iopub.status.busy": "2023-11-30T06:46:48.952370Z",
"iopub.status.idle": "2023-11-30T06:46:59.858463Z",
"shell.execute_reply": "2023-11-30T06:46:59.857751Z"
},
"papermill": {
"duration": 10.918447,
"end_time": "2023-11-30T06:46:59.860132",
"exception": false,
"start_time": "2023-11-30T06:46:48.941685",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/home/runner/work/AllenSDK/AllenSDK/allensdk/api/cloud_cache/cloud_cache.py:439: MissingLocalManifestWarning: This cache directory appears to contain data files, but it has no record of what those files are. You might want to consider running\n",
"\n",
"VisualBehaviorNeuropixelsProjectCache.construct_local_manifest()\n",
"\n",
"to avoid needlessly downloading duplicates of data files that did not change between data releases. NOTE: running this method will require hashing every data file you have currently downloaded and could be very time consuming.\n",
"\n",
"To avoid this warning in the future, make sure that\n",
"\n",
"/tmp/tmpxvo2vu1e/_downloaded_data.json\n",
"\n",
"is not deleted between instantiations of this cache\n",
" warnings.warn(msg, MissingLocalManifestWarning)\n",
"ecephys_sessions.csv: 100%|██████████| 64.7k/64.7k [00:00<00:00, 534kMB/s] \n",
"behavior_sessions.csv: 100%|██████████| 562k/562k [00:00<00:00, 2.89MMB/s] \n",
"units.csv: 100%|██████████| 132M/132M [00:05<00:00, 22.4MMB/s]\n",
"probes.csv: 100%|██████████| 130k/130k [00:00<00:00, 727kMB/s] \n",
"channels.csv: 100%|██████████| 27.9M/27.9M [00:01<00:00, 19.5MMB/s]\n"
]
}
],
"source": [
"output_dir = Path(output_dir)\n",
"cache = VisualBehaviorNeuropixelsProjectCache.from_s3_cache(cache_dir=output_dir)"
]
},
{
"cell_type": "markdown",
"id": "8827f014",
"metadata": {
"papermill": {
"duration": 0.012869,
"end_time": "2023-11-30T06:46:59.886721",
"exception": false,
"start_time": "2023-11-30T06:46:59.873852",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"Instantiating the cache will have it to download 5 project metadata files:\n",
"\n",
"1. `ecephys_sessions.csv` (64 kB)\n",
"2. `behavior_sessions.csv` (531 kB)\n",
"3. `units.csv` (130 MB)\n",
"4. `probes.csv` (127 kB)\n",
"5. `channels.csv` (28 MB)\n",
"\n",
"Each one contains a table of information related to its file name. If you're using the AllenSDK, you won't have to worry about how these files are formatted. Instead, you'll load the relevant data using specific accessor method: `get_ecephys_session_table()`, `get_behavior_session_table()`, `get_probe_table()`, `get_unit_table()` and `get_channel_table()`. These functions return a pandas DataFrame containing a row for each item and a column for each metric.\n",
"\n",
"If you are analyzing data without using the AllenSDK, you can load the data using your CSV file reader of choice. However, please be aware the columns in the original file do not necessarily match what's returned by the AllenSDK, which may combine information from multiple files to produce the final DataFrame."
]
},
{
"cell_type": "markdown",
"id": "ae48a02c",
"metadata": {
"papermill": {
"duration": 0.012755,
"end_time": "2023-11-30T06:46:59.912382",
"exception": false,
"start_time": "2023-11-30T06:46:59.899627",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"### Managing versions of the dataset\n",
"\n",
"Over time, updates may be made to the released dataset. These updates will result in new versions of the dataset being available in the S3 bucket. The versions of the dataset are managed through distinct data manifests stored on S3.\n",
"\n",
"**Note:** Some of the cells below may seem a little pointless at first, since there is only one version of the data release as of this writing (June 7, 2022). We are leaving them here for reference so that future users know how to navigate different versions of the data release as they are issued."
]
},
{
"cell_type": "markdown",
"id": "1a9df3a1",
"metadata": {
"papermill": {
"duration": 0.012694,
"end_time": "2023-11-30T06:46:59.937927",
"exception": false,
"start_time": "2023-11-30T06:46:59.925233",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"#### Discovering manifests\n",
"\n",
"To see all of the manifest files available for this dataset online, run"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "e9043603",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:46:59.964445Z",
"iopub.status.busy": "2023-11-30T06:46:59.964221Z",
"iopub.status.idle": "2023-11-30T06:46:59.970734Z",
"shell.execute_reply": "2023-11-30T06:46:59.970088Z"
},
"papermill": {
"duration": 0.021347,
"end_time": "2023-11-30T06:46:59.972049",
"exception": false,
"start_time": "2023-11-30T06:46:59.950702",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"data": {
"text/plain": [
"['visual-behavior-neuropixels_project_manifest_v0.1.0.json',\n",
" 'visual-behavior-neuropixels_project_manifest_v0.2.0.json',\n",
" 'visual-behavior-neuropixels_project_manifest_v0.3.0.json',\n",
" 'visual-behavior-neuropixels_project_manifest_v0.4.0.json']"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cache.list_manifest_file_names()"
]
},
{
"cell_type": "markdown",
"id": "2ba3f1b8",
"metadata": {
"papermill": {
"duration": 0.012919,
"end_time": "2023-11-30T06:46:59.998162",
"exception": false,
"start_time": "2023-11-30T06:46:59.985243",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"To see the most up-to-date available manifest, run"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "5613bef1",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:47:00.025968Z",
"iopub.status.busy": "2023-11-30T06:47:00.025434Z",
"iopub.status.idle": "2023-11-30T06:47:00.030240Z",
"shell.execute_reply": "2023-11-30T06:47:00.029600Z"
},
"papermill": {
"duration": 0.020403,
"end_time": "2023-11-30T06:47:00.031582",
"exception": false,
"start_time": "2023-11-30T06:47:00.011179",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"data": {
"text/plain": [
"'visual-behavior-neuropixels_project_manifest_v0.4.0.json'"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cache.latest_manifest_file()"
]
},
{
"cell_type": "markdown",
"id": "3a0d6d99",
"metadata": {
"papermill": {
"duration": 0.013006,
"end_time": "2023-11-30T06:47:00.058065",
"exception": false,
"start_time": "2023-11-30T06:47:00.045059",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"To see the name of the most up-to-date manifest that you have already downloaded to your system run (note: this just means that the manifest file has been downloaded; it does not necessarily mean that any data has been downloaded)"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "7283cb73",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:47:00.085169Z",
"iopub.status.busy": "2023-11-30T06:47:00.084743Z",
"iopub.status.idle": "2023-11-30T06:47:00.089399Z",
"shell.execute_reply": "2023-11-30T06:47:00.088727Z"
},
"papermill": {
"duration": 0.019719,
"end_time": "2023-11-30T06:47:00.090715",
"exception": false,
"start_time": "2023-11-30T06:47:00.070996",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"data": {
"text/plain": [
"'visual-behavior-neuropixels_project_manifest_v0.4.0.json'"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cache.latest_downloaded_manifest_file()"
]
},
{
"cell_type": "markdown",
"id": "ef88f02d",
"metadata": {
"papermill": {
"duration": 0.01306,
"end_time": "2023-11-30T06:47:00.117123",
"exception": false,
"start_time": "2023-11-30T06:47:00.104063",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"You can list all of the manifest files currently downloaded to your system with"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "04b4fb64",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:47:00.144498Z",
"iopub.status.busy": "2023-11-30T06:47:00.143924Z",
"iopub.status.idle": "2023-11-30T06:47:00.148599Z",
"shell.execute_reply": "2023-11-30T06:47:00.148059Z"
},
"papermill": {
"duration": 0.019922,
"end_time": "2023-11-30T06:47:00.150039",
"exception": false,
"start_time": "2023-11-30T06:47:00.130117",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"data": {
"text/plain": [
"['visual-behavior-neuropixels_project_manifest_v0.4.0.json']"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cache.list_all_downloaded_manifests()"
]
},
{
"cell_type": "markdown",
"id": "a7c54c94",
"metadata": {
"papermill": {
"duration": 0.013108,
"end_time": "2023-11-30T06:47:00.176430",
"exception": false,
"start_time": "2023-11-30T06:47:00.163322",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"#### Loading manifests/dataset versions\n",
"\n",
"The `VisualBehaviorNeuropixelsProjectCache` determines which version of the dataset to use by loading one of these manifests. By default, the `VisualBehaviorNeuropixelsProjectCache` loads either\n",
"\n",
"- the most up-to-date available data manifest, if you are instaniating it on an empty `cache_dir`\n",
"\n",
"- the data manifest you were last using, if you are instantiating it on a pre-existing `cache_dir` (in this case, the `VisualBehaviorNeuropixelsProjectCache` will emit a warning if a more up-to-data data manifest exists online letting you know that you can, if you choose, move to the more up-to-date data manifest)\n",
"\n",
"To see the manifest that you currently have loaded, run"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "fb97e162",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:47:00.203786Z",
"iopub.status.busy": "2023-11-30T06:47:00.203267Z",
"iopub.status.idle": "2023-11-30T06:47:00.207458Z",
"shell.execute_reply": "2023-11-30T06:47:00.206919Z"
},
"papermill": {
"duration": 0.019275,
"end_time": "2023-11-30T06:47:00.208800",
"exception": false,
"start_time": "2023-11-30T06:47:00.189525",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"data": {
"text/plain": [
"'visual-behavior-neuropixels_project_manifest_v0.4.0.json'"
]
},
"execution_count": 11,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cache.current_manifest()"
]
},
{
"cell_type": "markdown",
"id": "e622264b",
"metadata": {
"papermill": {
"duration": 0.013357,
"end_time": "2023-11-30T06:47:00.236020",
"exception": false,
"start_time": "2023-11-30T06:47:00.222663",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"To load a particular data manifest by hand, run (note: because we are intentionally loading an out-of-date manifest, this will emit a warning alerting us to the existence of the most up-to-date manifest)"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "ac47867c",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:47:00.263781Z",
"iopub.status.busy": "2023-11-30T06:47:00.263330Z",
"iopub.status.idle": "2023-11-30T06:47:08.677486Z",
"shell.execute_reply": "2023-11-30T06:47:08.676765Z"
},
"papermill": {
"duration": 8.430285,
"end_time": "2023-11-30T06:47:08.679563",
"exception": false,
"start_time": "2023-11-30T06:47:00.249278",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/home/runner/work/AllenSDK/AllenSDK/allensdk/api/cloud_cache/cloud_cache.py:492: OutdatedManifestWarning: \n",
"\n",
"The manifest file you are loading is not the most up to date manifest file available for this dataset. The most up to data manifest file available for this dataset is \n",
"\n",
"visual-behavior-neuropixels_project_manifest_v0.4.0.json\n",
"\n",
"To see the differences between these manifests,run\n",
"\n",
"VisualBehaviorNeuropixelsProjectCache.compare_manifests('visual-behavior-neuropixels_project_manifest_v0.2.0.json', 'visual-behavior-neuropixels_project_manifest_v0.4.0.json')\n",
"\n",
"To see all of the manifest files currently downloaded onto your local system, run\n",
"\n",
"self.list_all_downloaded_manifests()\n",
"\n",
"If you just want to load the latest manifest, run\n",
"\n",
"self.load_latest_manifest()\n",
"\n",
"\n",
" warnings.warn(msg, OutdatedManifestWarning)\n",
"ecephys_sessions.csv: 100%|██████████| 63.5k/63.5k [00:00<00:00, 510kMB/s] \n",
"behavior_sessions.csv: 100%|██████████| 531k/531k [00:00<00:00, 2.70MMB/s] \n",
"units.csv: 100%|██████████| 132M/132M [00:06<00:00, 21.2MMB/s]\n",
"probes.csv: 100%|██████████| 127k/127k [00:00<00:00, 692kMB/s] \n"
]
}
],
"source": [
"cache.load_manifest('visual-behavior-neuropixels_project_manifest_v0.2.0.json')"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "28d01735",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:47:08.713134Z",
"iopub.status.busy": "2023-11-30T06:47:08.712758Z",
"iopub.status.idle": "2023-11-30T06:47:08.717133Z",
"shell.execute_reply": "2023-11-30T06:47:08.716485Z"
},
"papermill": {
"duration": 0.022184,
"end_time": "2023-11-30T06:47:08.718570",
"exception": false,
"start_time": "2023-11-30T06:47:08.696386",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"data": {
"text/plain": [
"'visual-behavior-neuropixels_project_manifest_v0.2.0.json'"
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cache.current_manifest()"
]
},
{
"cell_type": "markdown",
"id": "b77392c7",
"metadata": {
"papermill": {
"duration": 0.015725,
"end_time": "2023-11-30T06:47:08.750180",
"exception": false,
"start_time": "2023-11-30T06:47:08.734455",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"As the earlier warning informed us, we can see the difference between an two versions of the dataset by running"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "75ff8702",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:47:08.782714Z",
"iopub.status.busy": "2023-11-30T06:47:08.782177Z",
"iopub.status.idle": "2023-11-30T06:47:08.914881Z",
"shell.execute_reply": "2023-11-30T06:47:08.914209Z"
},
"papermill": {
"duration": 0.150511,
"end_time": "2023-11-30T06:47:08.916299",
"exception": false,
"start_time": "2023-11-30T06:47:08.765788",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Changes going from\n",
"visual-behavior-neuropixels_project_manifest_v0.1.0.json\n",
"to\n",
"visual-behavior-neuropixels_project_manifest_v0.2.0.json\n",
"\n",
"project_metadata/units.csv changed\n",
"\n"
]
}
],
"source": [
"# This cell will not be useful until an updated version of the data release is issued\n",
"\n",
"msg = cache.compare_manifests('visual-behavior-neuropixels_project_manifest_v0.1.0.json',\n",
" 'visual-behavior-neuropixels_project_manifest_v0.2.0.json')\n",
"print(msg)"
]
},
{
"cell_type": "markdown",
"id": "4e77a447",
"metadata": {
"papermill": {
"duration": 0.015717,
"end_time": "2023-11-30T06:47:08.948345",
"exception": false,
"start_time": "2023-11-30T06:47:08.932628",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"The `VisualBehaviorNeuropixelsProjectCache` is smart enough to know that, if a file has not changed between version `A` and version `B` of the dataset, and you have already downloaded the file while version `A` of the manifest was loaded, when you move to version `B`, it does not need to download the data again. It will simply construct a symlink where version `B` of the data should exist on your system, pointing to version `A` of the file."
]
},
{
"cell_type": "markdown",
"id": "76730971",
"metadata": {
"papermill": {
"duration": 0.01565,
"end_time": "2023-11-30T06:47:08.979654",
"exception": false,
"start_time": "2023-11-30T06:47:08.964004",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"### Using the AllenSDK to access Visual Behavior Neuropixels metadata"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "2b11b6f5",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:47:09.012198Z",
"iopub.status.busy": "2023-11-30T06:47:09.011823Z",
"iopub.status.idle": "2023-11-30T06:47:10.185393Z",
"shell.execute_reply": "2023-11-30T06:47:10.184689Z"
},
"papermill": {
"duration": 1.191789,
"end_time": "2023-11-30T06:47:10.187231",
"exception": false,
"start_time": "2023-11-30T06:47:08.995442",
"status": "completed"
},
"tags": []
},
"outputs": [],
"source": [
"# Load latest manifest\n",
"cache.load_latest_manifest()"
]
},
{
"cell_type": "markdown",
"id": "35d495f1",
"metadata": {
"papermill": {
"duration": 0.015714,
"end_time": "2023-11-30T06:47:10.219363",
"exception": false,
"start_time": "2023-11-30T06:47:10.203649",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"#### Ecephys sessions table\n",
"\n",
"Let's look at the contents of `ecephys_sessions.csv`:"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "c7fc8312",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:47:10.252387Z",
"iopub.status.busy": "2023-11-30T06:47:10.251785Z",
"iopub.status.idle": "2023-11-30T06:47:10.271494Z",
"shell.execute_reply": "2023-11-30T06:47:10.270926Z"
},
"papermill": {
"duration": 0.037641,
"end_time": "2023-11-30T06:47:10.272821",
"exception": false,
"start_time": "2023-11-30T06:47:10.235180",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Total number of ecephys sessions: 103\n"
]
},
{
"data": {
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"
\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" behavior_session_id \n",
" date_of_acquisition \n",
" equipment_name \n",
" session_type \n",
" mouse_id \n",
" genotype \n",
" sex \n",
" project_code \n",
" age_in_days \n",
" unit_count \n",
" ... \n",
" channel_count \n",
" structure_acronyms \n",
" image_set \n",
" prior_exposures_to_image_set \n",
" session_number \n",
" experience_level \n",
" prior_exposures_to_omissions \n",
" file_id \n",
" abnormal_histology \n",
" abnormal_activity \n",
" \n",
" \n",
" ecephys_session_id \n",
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" \n",
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" \n",
" 1044385384 \n",
" 1044408432 \n",
" 2020-08-19 14:47:08.574000+00:00 \n",
" NP.1 \n",
" EPHYS_1_images_G_5uL_reward \n",
" 524761 \n",
" wt/wt \n",
" F \n",
" NeuropixelVisualBehavior \n",
" 151 \n",
" 2179 \n",
" ... \n",
" 1920 \n",
" ['CA1', 'CA3', 'DG-mo', 'DG-po', 'DG-sg', 'LGv... \n",
" G \n",
" 30 \n",
" 1 \n",
" Familiar \n",
" 0 \n",
" 870 \n",
" NaN \n",
" NaN \n",
" \n",
" \n",
" 1044594870 \n",
" 1044624428 \n",
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" NP.1 \n",
" EPHYS_1_images_H_5uL_reward \n",
" 524761 \n",
" wt/wt \n",
" F \n",
" NeuropixelVisualBehavior \n",
" 152 \n",
" 2103 \n",
" ... \n",
" 1920 \n",
" ['CA1', 'CA3', 'DG-mo', 'DG-po', 'DG-sg', 'HPF... \n",
" H \n",
" 0 \n",
" 2 \n",
" Novel \n",
" 1 \n",
" 872 \n",
" NaN \n",
" NaN \n",
" \n",
" \n",
" 1047969464 \n",
" 1048005547 \n",
" 2020-09-02 14:53:14.347000+00:00 \n",
" NP.1 \n",
" EPHYS_1_images_G_3uL_reward \n",
" 509808 \n",
" Sst-IRES-Cre/wt;Ai32(RCL-ChR2(H134R)_EYFP)/wt \n",
" M \n",
" NeuropixelVisualBehavior \n",
" 263 \n",
" 2438 \n",
" ... \n",
" 2304 \n",
" ['APN', 'CA1', 'CA3', 'DG-mo', 'DG-po', 'DG-sg... \n",
" G \n",
" 62 \n",
" 1 \n",
" Familiar \n",
" 0 \n",
" 877 \n",
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" \n",
" \n",
" 1047977240 \n",
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" 2020-09-02 15:15:03.733000+00:00 \n",
" NP.0 \n",
" EPHYS_1_images_G_3uL_reward \n",
" 524925 \n",
" Sst-IRES-Cre/wt;Ai32(RCL-ChR2(H134R)_EYFP)/wt \n",
" F \n",
" NeuropixelVisualBehavior \n",
" 165 \n",
" 1856 \n",
" ... \n",
" 2304 \n",
" ['APN', 'CA1', 'CA3', 'DG-mo', 'DG-po', 'DG-sg... \n",
" G \n",
" 51 \n",
" 1 \n",
" Familiar \n",
" 0 \n",
" 878 \n",
" NaN \n",
" NaN \n",
" \n",
" \n",
" 1048189115 \n",
" 1048221709 \n",
" 2020-09-03 14:16:57.913000+00:00 \n",
" NP.1 \n",
" EPHYS_1_images_H_3uL_reward \n",
" 509808 \n",
" Sst-IRES-Cre/wt;Ai32(RCL-ChR2(H134R)_EYFP)/wt \n",
" M \n",
" NeuropixelVisualBehavior \n",
" 264 \n",
" 1925 \n",
" ... \n",
" 2304 \n",
" ['APN', 'CA1', 'CA3', 'DG-mo', 'DG-po', 'DG-sg... \n",
" H \n",
" 0 \n",
" 2 \n",
" Novel \n",
" 1 \n",
" 879 \n",
" NaN \n",
" NaN \n",
" \n",
" \n",
"
\n",
"
5 rows × 21 columns
\n",
"
"
],
"text/plain": [
" behavior_session_id date_of_acquisition \\\n",
"ecephys_session_id \n",
"1044385384 1044408432 2020-08-19 14:47:08.574000+00:00 \n",
"1044594870 1044624428 2020-08-20 15:03:56.422000+00:00 \n",
"1047969464 1048005547 2020-09-02 14:53:14.347000+00:00 \n",
"1047977240 1048009327 2020-09-02 15:15:03.733000+00:00 \n",
"1048189115 1048221709 2020-09-03 14:16:57.913000+00:00 \n",
"\n",
" equipment_name session_type mouse_id \\\n",
"ecephys_session_id \n",
"1044385384 NP.1 EPHYS_1_images_G_5uL_reward 524761 \n",
"1044594870 NP.1 EPHYS_1_images_H_5uL_reward 524761 \n",
"1047969464 NP.1 EPHYS_1_images_G_3uL_reward 509808 \n",
"1047977240 NP.0 EPHYS_1_images_G_3uL_reward 524925 \n",
"1048189115 NP.1 EPHYS_1_images_H_3uL_reward 509808 \n",
"\n",
" genotype sex \\\n",
"ecephys_session_id \n",
"1044385384 wt/wt F \n",
"1044594870 wt/wt F \n",
"1047969464 Sst-IRES-Cre/wt;Ai32(RCL-ChR2(H134R)_EYFP)/wt M \n",
"1047977240 Sst-IRES-Cre/wt;Ai32(RCL-ChR2(H134R)_EYFP)/wt F \n",
"1048189115 Sst-IRES-Cre/wt;Ai32(RCL-ChR2(H134R)_EYFP)/wt M \n",
"\n",
" project_code age_in_days unit_count ... \\\n",
"ecephys_session_id ... \n",
"1044385384 NeuropixelVisualBehavior 151 2179 ... \n",
"1044594870 NeuropixelVisualBehavior 152 2103 ... \n",
"1047969464 NeuropixelVisualBehavior 263 2438 ... \n",
"1047977240 NeuropixelVisualBehavior 165 1856 ... \n",
"1048189115 NeuropixelVisualBehavior 264 1925 ... \n",
"\n",
" channel_count \\\n",
"ecephys_session_id \n",
"1044385384 1920 \n",
"1044594870 1920 \n",
"1047969464 2304 \n",
"1047977240 2304 \n",
"1048189115 2304 \n",
"\n",
" structure_acronyms \\\n",
"ecephys_session_id \n",
"1044385384 ['CA1', 'CA3', 'DG-mo', 'DG-po', 'DG-sg', 'LGv... \n",
"1044594870 ['CA1', 'CA3', 'DG-mo', 'DG-po', 'DG-sg', 'HPF... \n",
"1047969464 ['APN', 'CA1', 'CA3', 'DG-mo', 'DG-po', 'DG-sg... \n",
"1047977240 ['APN', 'CA1', 'CA3', 'DG-mo', 'DG-po', 'DG-sg... \n",
"1048189115 ['APN', 'CA1', 'CA3', 'DG-mo', 'DG-po', 'DG-sg... \n",
"\n",
" image_set prior_exposures_to_image_set session_number \\\n",
"ecephys_session_id \n",
"1044385384 G 30 1 \n",
"1044594870 H 0 2 \n",
"1047969464 G 62 1 \n",
"1047977240 G 51 1 \n",
"1048189115 H 0 2 \n",
"\n",
" experience_level prior_exposures_to_omissions file_id \\\n",
"ecephys_session_id \n",
"1044385384 Familiar 0 870 \n",
"1044594870 Novel 1 872 \n",
"1047969464 Familiar 0 877 \n",
"1047977240 Familiar 0 878 \n",
"1048189115 Novel 1 879 \n",
"\n",
" abnormal_histology abnormal_activity \n",
"ecephys_session_id \n",
"1044385384 NaN NaN \n",
"1044594870 NaN NaN \n",
"1047969464 NaN NaN \n",
"1047977240 NaN NaN \n",
"1048189115 NaN NaN \n",
"\n",
"[5 rows x 21 columns]"
]
},
"execution_count": 16,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ecephys_sessions = cache.get_ecephys_session_table()\n",
"\n",
"print(f\"Total number of ecephys sessions: {len(ecephys_sessions)}\")\n",
"\n",
"ecephys_sessions.head()"
]
},
{
"cell_type": "markdown",
"id": "175e5d34",
"metadata": {
"papermill": {
"duration": 0.015913,
"end_time": "2023-11-30T06:47:10.305210",
"exception": false,
"start_time": "2023-11-30T06:47:10.289297",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"The `ecephys_session_table` DataFrame provides a high-level overview for ecephys sessions in the Visual Behavior Neurpoixels dataset. The index column (ecephys_session_id) is a unique ID, which serves as a key for access behavior data for each session. To get additional information about this data table (and other tables) please visit [this example notebook](https://allensdk.readthedocs.io/en/latest/_static/examples/nb/visual_behavior_neuropixels_quickstart.html).\n",
"\n",
"Sharp eyed readers may be wondering why the number of behavior session (103) in this table does not match up with the number of NWB files in the data release (153). Some of the sessions being released had obvious abnormalities in either electrophysiological activity or histology. By default `get_ecephys_session_table()` does not return the metadata for these abnormal sessions. To see all 153 sessions, run `get_ecephys_session_table(filter_abnormalities=False)`\n"
]
},
{
"cell_type": "markdown",
"id": "51807dc7",
"metadata": {
"papermill": {
"duration": 0.01604,
"end_time": "2023-11-30T06:47:10.337338",
"exception": false,
"start_time": "2023-11-30T06:47:10.321298",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"#### Behavior sessions table\n",
"\n",
"Let's look at the contents of `behavior_sessions.csv`:"
]
},
{
"cell_type": "code",
"execution_count": 17,
"id": "4428bda5",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:47:10.370653Z",
"iopub.status.busy": "2023-11-30T06:47:10.370206Z",
"iopub.status.idle": "2023-11-30T06:47:10.381866Z",
"shell.execute_reply": "2023-11-30T06:47:10.381303Z"
},
"papermill": {
"duration": 0.029827,
"end_time": "2023-11-30T06:47:10.383191",
"exception": false,
"start_time": "2023-11-30T06:47:10.353364",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Total number of behavior sessions: 3424\n"
]
},
{
"data": {
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" session_number \n",
" prior_exposures_to_session_type \n",
" prior_exposures_to_image_set \n",
" prior_exposures_to_omissions \n",
" ecephys_session_id \n",
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"text/plain": [
" equipment_name \\\n",
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"1055198750 NP.1 \n",
"1052162513 NP.1 \n",
"1056100734 NP.1 \n",
"1055397049 NP.1 \n",
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"\n",
" genotype mouse_id \\\n",
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"1055198750 wt/wt 531237 \n",
"1052162513 Vip-IRES-Cre/wt;Ai32(RCL-ChR2(H134R)_EYFP)/wt 530862 \n",
"1056100734 wt/wt 531237 \n",
"1055397049 wt/wt 531237 \n",
"1052162543 wt/wt 533537 \n",
"\n",
" sex age_in_days session_number \\\n",
"behavior_session_id \n",
"1055198750 F 158 45 \n",
"1052162513 M 143 41 \n",
"1056100734 F 163 48 \n",
"1055397049 F 159 46 \n",
"1052162543 M 128 30 \n",
"\n",
" prior_exposures_to_session_type \\\n",
"behavior_session_id \n",
"1055198750 5 \n",
"1052162513 2 \n",
"1056100734 8 \n",
"1055397049 6 \n",
"1052162543 0 \n",
"\n",
" prior_exposures_to_image_set \\\n",
"behavior_session_id \n",
"1055198750 38 \n",
"1052162513 29 \n",
"1056100734 41 \n",
"1055397049 39 \n",
"1052162543 23 \n",
"\n",
" prior_exposures_to_omissions ecephys_session_id \\\n",
"behavior_session_id \n",
"1055198750 0 1055182255 \n",
"1052162513 0 1051331372 \n",
"1056100734 0 1056089509 \n",
"1055397049 0 1055386631 \n",
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"\n",
" date_of_acquisition \\\n",
"behavior_session_id \n",
"1055198750 2020-10-07 09:40:30.407000+00:00 \n",
"1052162513 2020-09-18 10:18:25.503000+00:00 \n",
"1056100734 2020-10-12 12:31:57.133000+00:00 \n",
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"1052162543 2020-09-22 10:54:33.351000+00:00 \n",
"\n",
" session_type \\\n",
"behavior_session_id \n",
"1055198750 HABITUATION_5_images_G_handoff_ready_3uL_reward \n",
"1052162513 HABITUATION_5_images_G_handoff_ready_3uL_reward \n",
"1056100734 HABITUATION_5_images_G_handoff_ready_3uL_reward \n",
"1055397049 HABITUATION_5_images_G_handoff_ready_3uL_reward \n",
"1052162543 HABITUATION_5_images_G_handoff_ready_5uL_reward \n",
"\n",
" image_set file_id \n",
"behavior_session_id \n",
"1055198750 G 1022 \n",
"1052162513 G 1023 \n",
"1056100734 G 1024 \n",
"1055397049 G 1025 \n",
"1052162543 G 1026 "
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"behavior_sessions = cache.get_behavior_session_table()\n",
"\n",
"print(f\"Total number of behavior sessions: {len(behavior_sessions)}\")\n",
"\n",
"behavior_sessions.head()"
]
},
{
"cell_type": "markdown",
"id": "93b90aae",
"metadata": {
"papermill": {
"duration": 0.016224,
"end_time": "2023-11-30T06:47:10.415890",
"exception": false,
"start_time": "2023-11-30T06:47:10.399666",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"This file contains metadata summarizing every behavior session experienced by the mice in this data release. By filtering on the `mouse_id` column, it can be used to reconstruct the history of any given mouse as it passed through our experimental apparatus."
]
},
{
"cell_type": "markdown",
"id": "d41f3afb",
"metadata": {
"papermill": {
"duration": 0.016275,
"end_time": "2023-11-30T06:47:10.448553",
"exception": false,
"start_time": "2023-11-30T06:47:10.432278",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"#### Probes table\n",
"\n",
"Let's look at the contents of `probes.csv`:"
]
},
{
"cell_type": "code",
"execution_count": 18,
"id": "0db9b3c8",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:47:10.482741Z",
"iopub.status.busy": "2023-11-30T06:47:10.482280Z",
"iopub.status.idle": "2023-11-30T06:47:10.493371Z",
"shell.execute_reply": "2023-11-30T06:47:10.492645Z"
},
"papermill": {
"duration": 0.029828,
"end_time": "2023-11-30T06:47:10.494762",
"exception": false,
"start_time": "2023-11-30T06:47:10.464934",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"scrolled": true,
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Total number of probes: 905\n"
]
},
{
"data": {
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" 368 \n",
" 384 \n",
" ['CA1', 'DG', 'LP', 'MRN', 'POL', 'PoT', 'SGN'... \n",
" 4 \n",
" \n",
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\n",
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],
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" ecephys_session_id name sampling_rate \\\n",
"ecephys_probe_id \n",
"1044506933 1044385384 probeB 30000.178402 \n",
"1044506934 1044385384 probeC 30000.049852 \n",
"1044506935 1044385384 probeD 30000.029115 \n",
"1044506936 1044385384 probeE 30000.075851 \n",
"1044506937 1044385384 probeF 29999.959578 \n",
"\n",
" lfp_sampling_rate phase has_lfp_data unit_count \\\n",
"ecephys_probe_id \n",
"1044506933 2500.014867 1.0 True 701 \n",
"1044506934 2500.004154 1.0 True 307 \n",
"1044506935 2500.002426 1.0 True 521 \n",
"1044506936 2500.006321 1.0 True 282 \n",
"1044506937 2499.996631 1.0 True 368 \n",
"\n",
" channel_count \\\n",
"ecephys_probe_id \n",
"1044506933 384 \n",
"1044506934 384 \n",
"1044506935 384 \n",
"1044506936 384 \n",
"1044506937 384 \n",
"\n",
" structure_acronyms file_id \n",
"ecephys_probe_id \n",
"1044506933 ['CA1', 'DG', 'LP', 'POL', 'PoT', 'VISpm', 'ro... 0 \n",
"1044506934 ['MB', 'MRN', 'POST', 'SCig', 'VISp', 'root'] 1 \n",
"1044506935 ['CA1', 'CA3', 'DG', 'LGv', 'MB', 'TH', 'VISl'... 2 \n",
"1044506936 ['CA1', 'DG', 'MB', 'MGd', 'MGm', 'MRN', 'SGN'... 3 \n",
"1044506937 ['CA1', 'DG', 'LP', 'MRN', 'POL', 'PoT', 'SGN'... 4 "
]
},
"execution_count": 18,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"probes = cache.get_probe_table()\n",
"\n",
"print(f\"Total number of probes: {len(probes)}\")\n",
"\n",
"probes.head()"
]
},
{
"cell_type": "markdown",
"id": "edd8a43d",
"metadata": {
"papermill": {
"duration": 0.016321,
"end_time": "2023-11-30T06:47:10.527757",
"exception": false,
"start_time": "2023-11-30T06:47:10.511436",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"This table records metadata for every neuropixels probe encompassed in this data release. Probes are identified by a unique ID (`ecephys_probe_id`). They can be associated with ecephys sessions via the `ecephys_session_id` column."
]
},
{
"cell_type": "markdown",
"id": "c701b36a",
"metadata": {
"papermill": {
"duration": 0.016536,
"end_time": "2023-11-30T06:47:10.560896",
"exception": false,
"start_time": "2023-11-30T06:47:10.544360",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"#### Channels table\n",
"\n",
"Let's look at the contents of `channels.csv`:"
]
},
{
"cell_type": "code",
"execution_count": 19,
"id": "1c31f14c",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:47:10.595699Z",
"iopub.status.busy": "2023-11-30T06:47:10.595268Z",
"iopub.status.idle": "2023-11-30T06:47:10.607214Z",
"shell.execute_reply": "2023-11-30T06:47:10.606652Z"
},
"papermill": {
"duration": 0.03065,
"end_time": "2023-11-30T06:47:10.608512",
"exception": false,
"start_time": "2023-11-30T06:47:10.577862",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Total number of channels: 347520\n"
]
},
{
"data": {
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" probe_channel_number \n",
" probe_vertical_position \n",
" probe_horizontal_position \n",
" anterior_posterior_ccf_coordinate \n",
" dorsal_ventral_ccf_coordinate \n",
" left_right_ccf_coordinate \n",
" structure_acronym \n",
" unit_count \n",
" valid_data \n",
" \n",
" \n",
" ecephys_channel_id \n",
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" ecephys_probe_id ecephys_session_id \\\n",
"ecephys_channel_id \n",
"1049365509 1048089911 1047969464 \n",
"1049365511 1048089911 1047969464 \n",
"1049365512 1048089911 1047969464 \n",
"1049365513 1048089911 1047969464 \n",
"1049365514 1048089911 1047969464 \n",
"\n",
" probe_channel_number probe_vertical_position \\\n",
"ecephys_channel_id \n",
"1049365509 0 20.0 \n",
"1049365511 1 20.0 \n",
"1049365512 2 40.0 \n",
"1049365513 3 40.0 \n",
"1049365514 4 60.0 \n",
"\n",
" probe_horizontal_position \\\n",
"ecephys_channel_id \n",
"1049365509 43.0 \n",
"1049365511 11.0 \n",
"1049365512 59.0 \n",
"1049365513 27.0 \n",
"1049365514 43.0 \n",
"\n",
" anterior_posterior_ccf_coordinate \\\n",
"ecephys_channel_id \n",
"1049365509 8445.0 \n",
"1049365511 8443.0 \n",
"1049365512 8441.0 \n",
"1049365513 8439.0 \n",
"1049365514 8438.0 \n",
"\n",
" dorsal_ventral_ccf_coordinate left_right_ccf_coordinate \\\n",
"ecephys_channel_id \n",
"1049365509 4013.0 6753.0 \n",
"1049365511 4005.0 6755.0 \n",
"1049365512 3997.0 6757.0 \n",
"1049365513 3989.0 6759.0 \n",
"1049365514 3981.0 6761.0 \n",
"\n",
" structure_acronym unit_count valid_data \n",
"ecephys_channel_id \n",
"1049365509 MRN 0 True \n",
"1049365511 MRN 5 True \n",
"1049365512 MRN 0 True \n",
"1049365513 MRN 5 True \n",
"1049365514 MRN 7 True "
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"channels = cache.get_channel_table()\n",
"\n",
"print(f\"Total number of channels: {len(channels)}\")\n",
"\n",
"channels.head()"
]
},
{
"cell_type": "markdown",
"id": "4e0c3fb0",
"metadata": {
"papermill": {
"duration": 0.016568,
"end_time": "2023-11-30T06:47:10.641920",
"exception": false,
"start_time": "2023-11-30T06:47:10.625352",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"This table records metadata for each individual channel on the neuropixels probes encompassed in this release. Channels are identified by a unique identifier (`ecephys_channel_id`) and can be linked to probes via the `ecephys_probe_id` column and to sessions via the `ecephys_session_id` column."
]
},
{
"cell_type": "markdown",
"id": "a6999a80",
"metadata": {
"papermill": {
"duration": 0.016748,
"end_time": "2023-11-30T06:47:10.675567",
"exception": false,
"start_time": "2023-11-30T06:47:10.658819",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"#### Units table\n",
"\n",
"Let's look at the contents of `units.csv`:"
]
},
{
"cell_type": "code",
"execution_count": 20,
"id": "de44e546",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:47:10.710288Z",
"iopub.status.busy": "2023-11-30T06:47:10.709794Z",
"iopub.status.idle": "2023-11-30T06:47:10.727287Z",
"shell.execute_reply": "2023-11-30T06:47:10.726733Z"
},
"papermill": {
"duration": 0.036298,
"end_time": "2023-11-30T06:47:10.728610",
"exception": false,
"start_time": "2023-11-30T06:47:10.692312",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Total number of units: 319013\n"
]
},
{
"data": {
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\n",
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" ecephys_session_id \n",
" amplitude_cutoff \n",
" anterior_posterior_ccf_coordinate \n",
" dorsal_ventral_ccf_coordinate \n",
" left_right_ccf_coordinate \n",
" cumulative_drift \n",
" d_prime \n",
" structure_acronym \n",
" ... \n",
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" amplitude \n",
" waveform_duration \n",
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" 70.0 \n",
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" 0.343384 \n",
" \n",
" \n",
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\n",
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5 rows × 34 columns
\n",
"
"
],
"text/plain": [
" ecephys_channel_id ecephys_probe_id ecephys_session_id \\\n",
"unit_id \n",
"1157005856 1157001834 1046469925 1046166369 \n",
"1157005853 1157001834 1046469925 1046166369 \n",
"1157005720 1157001786 1046469925 1046166369 \n",
"1157006074 1157001929 1046469925 1046166369 \n",
"1157006072 1157001929 1046469925 1046166369 \n",
"\n",
" amplitude_cutoff anterior_posterior_ccf_coordinate \\\n",
"unit_id \n",
"1157005856 0.500000 8453.0 \n",
"1157005853 0.323927 8453.0 \n",
"1157005720 0.044133 8575.0 \n",
"1157006074 0.000583 8212.0 \n",
"1157006072 0.500000 8212.0 \n",
"\n",
" dorsal_ventral_ccf_coordinate left_right_ccf_coordinate \\\n",
"unit_id \n",
"1157005856 3353.0 6719.0 \n",
"1157005853 3353.0 6719.0 \n",
"1157005720 3842.0 6590.0 \n",
"1157006074 2477.0 6992.0 \n",
"1157006072 2477.0 6992.0 \n",
"\n",
" cumulative_drift d_prime structure_acronym ... valid_data \\\n",
"unit_id ... \n",
"1157005856 140.32 6.088133 MB ... True \n",
"1157005853 239.76 4.635583 MB ... True \n",
"1157005720 263.32 5.691955 MRN ... True \n",
"1157006074 154.64 6.049284 NOT ... True \n",
"1157006072 242.58 4.745499 NOT ... True \n",
"\n",
" amplitude waveform_duration waveform_halfwidth PT_ratio \\\n",
"unit_id \n",
"1157005856 286.132665 0.151089 0.096147 0.310791 \n",
"1157005853 181.418835 0.357119 0.192295 0.531490 \n",
"1157005720 180.866205 0.521943 0.178559 0.612217 \n",
"1157006074 574.984215 0.343384 0.192295 0.470194 \n",
"1157006072 315.794115 0.329648 0.164824 0.488276 \n",
"\n",
" recovery_slope repolarization_slope spread velocity_above \\\n",
"unit_id \n",
"1157005856 -0.227726 0.961313 20.0 -0.457845 \n",
"1157005853 -0.150522 0.732741 30.0 2.060302 \n",
"1157005720 -0.024239 0.539687 80.0 0.000000 \n",
"1157006074 -0.356670 2.258649 40.0 1.373534 \n",
"1157006072 -0.210010 1.320270 70.0 0.412060 \n",
"\n",
" velocity_below \n",
"unit_id \n",
"1157005856 NaN \n",
"1157005853 -2.060302 \n",
"1157005720 0.863364 \n",
"1157006074 0.000000 \n",
"1157006072 0.343384 \n",
"\n",
"[5 rows x 34 columns]"
]
},
"execution_count": 20,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"units = cache.get_unit_table()\n",
"\n",
"print(f\"Total number of units: {len(units)}\")\n",
"\n",
"units.head()"
]
},
{
"cell_type": "markdown",
"id": "204b5bdd",
"metadata": {
"papermill": {
"duration": 0.016943,
"end_time": "2023-11-30T06:47:10.762825",
"exception": false,
"start_time": "2023-11-30T06:47:10.745882",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"This table provides metadata on the units identified in this data release. Quoting the [Visual Coding Neuropixels documentation](https://allensdk.readthedocs.io/en/latest/visual_coding_neuropixels.html)\n",
"\n",
"\n",
">Throughout the SDK, we refer to neurons as “units,” because we cannot guarantee that all the spikes assigned to one unit actually originate from a single cell. Unlike in two-photon imaging, where you can visualize each neuron throughout the entire experiment, with electrophysiology we can only “see” a neuron when it fires a spike. If a neuron moves relative to the probe, or if it’s far away from the probe, some of its spikes may get mixed together with those from other neurons. Because of this inherent ambiguity, we provide a variety of quality metrics to allow you to find the right units for your analysis. Even highly contaminated units contain potentially valuable information about brain states, so we didn’t want to leave them out of the dataset. But certain types of analysis require more stringent quality thresholds, to ensure that all of the included units are well isolated from their neighbors.\n",
"\n",
"Units are identified by a unique `unit_id` and can be associated to channels, probes, and sessions via `ecephys_channel_id`, `ecephys_probe_id` and `ecephys_session_id`."
]
},
{
"cell_type": "markdown",
"id": "fadc86ca",
"metadata": {
"papermill": {
"duration": 0.017013,
"end_time": "2023-11-30T06:47:10.796997",
"exception": false,
"start_time": "2023-11-30T06:47:10.779984",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"### Using the AllenSDK to access Visual Behavior Neuropixels data\n",
"\n",
"After looking through the metadata for the data release, let's say you want to access information about a specific ecephys session (ecephys_session_id=1052533639)\n",
"\n",
"The following command will download the NWB file associated with a specific `ecephys_session_id` (unless it has been previously downloaded into this cache) and load it into a python object for manipulation and inspection.\n",
"\n",
"**Note:** each NWB file associated with an ecephys esssion is approximately 2GB in size."
]
},
{
"cell_type": "code",
"execution_count": 21,
"id": "78115f42",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:47:10.832087Z",
"iopub.status.busy": "2023-11-30T06:47:10.831673Z",
"iopub.status.idle": "2023-11-30T06:49:31.778696Z",
"shell.execute_reply": "2023-11-30T06:49:31.777960Z"
},
"papermill": {
"duration": 140.966442,
"end_time": "2023-11-30T06:49:31.780499",
"exception": false,
"start_time": "2023-11-30T06:47:10.814057",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"ecephys_session_1052533639.nwb: 100%|██████████| 2.31G/2.31G [02:09<00:00, 17.9MMB/s]\n",
"/opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages/hdmf/spec/namespace.py:531: UserWarning: Ignoring cached namespace 'hdmf-common' version 1.5.1 because version 1.8.0 is already loaded.\n",
" warn(\"Ignoring cached namespace '%s' version %s because version %s is already loaded.\"\n",
"/opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages/hdmf/spec/namespace.py:531: UserWarning: Ignoring cached namespace 'core' version 2.5.0 because version 2.6.0-alpha is already loaded.\n",
" warn(\"Ignoring cached namespace '%s' version %s because version %s is already loaded.\"\n",
"/opt/hostedtoolcache/Python/3.8.18/x64/lib/python3.8/site-packages/hdmf/spec/namespace.py:531: UserWarning: Ignoring cached namespace 'hdmf-experimental' version 0.2.0 because version 0.5.0 is already loaded.\n",
" warn(\"Ignoring cached namespace '%s' version %s because version %s is already loaded.\"\n"
]
}
],
"source": [
"ecephys_session = cache.get_ecephys_session(ecephys_session_id=1052533639)"
]
},
{
"cell_type": "code",
"execution_count": 22,
"id": "404eee4e",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:49:31.933345Z",
"iopub.status.busy": "2023-11-30T06:49:31.932888Z",
"iopub.status.idle": "2023-11-30T06:49:31.936753Z",
"shell.execute_reply": "2023-11-30T06:49:31.936069Z"
},
"papermill": {
"duration": 0.096612,
"end_time": "2023-11-30T06:49:31.938136",
"exception": false,
"start_time": "2023-11-30T06:49:31.841524",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"['behavior_data_class', 'behavior_session_id', 'eye_tracking', 'eye_tracking_rig_geometry', 'get_channels', 'get_current_source_density', 'get_lfp', 'get_performance_metrics', 'get_probes_obj', 'get_reward_rate', 'get_rolling_performance_df', 'get_units', 'licks', 'mean_waveforms', 'metadata', 'optotagging_table', 'probes', 'raw_running_speed', 'rewards', 'running_speed', 'spike_amplitudes', 'spike_times', 'stimulus_presentations', 'stimulus_templates', 'stimulus_timestamps', 'task_parameters', 'trials']\n"
]
}
],
"source": [
"# List methods of the session that can be used to get data\n",
"print(ecephys_session.list_data_attributes_and_methods())"
]
},
{
"cell_type": "markdown",
"id": "718398a8",
"metadata": {
"papermill": {
"duration": 0.059542,
"end_time": "2023-11-30T06:49:32.057886",
"exception": false,
"start_time": "2023-11-30T06:49:31.998344",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"Let's try viewing one of the visual stimuli presented to the mouse during the behavior session we downloaded:"
]
},
{
"cell_type": "code",
"execution_count": 23,
"id": "e129ce92",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:49:32.178590Z",
"iopub.status.busy": "2023-11-30T06:49:32.177974Z",
"iopub.status.idle": "2023-11-30T06:49:33.251607Z",
"shell.execute_reply": "2023-11-30T06:49:33.250912Z"
},
"papermill": {
"duration": 1.135257,
"end_time": "2023-11-30T06:49:33.252981",
"exception": false,
"start_time": "2023-11-30T06:49:32.117724",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" unwarped \n",
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" \n",
" image_name \n",
" \n",
" \n",
" \n",
" \n",
" \n",
" \n",
" im104_r \n",
" [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
" [[136, 138, 140, 141, 141, 141, 140, 140, 140,... \n",
" \n",
" \n",
" im114_r \n",
" [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
" [[193, 190, 192, 194, 190, 182, 175, 173, 174,... \n",
" \n",
" \n",
" im083_r \n",
" [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
" [[6, 9, 2, 0, 0, 0, 7, 5, 0, 0, 0, 2, 7, 6, 2,... \n",
" \n",
" \n",
" im005_r \n",
" [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
" [[81, 82, 80, 76, 76, 80, 83, 82, 80, 78, 78, ... \n",
" \n",
" \n",
" im087_r \n",
" [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
" [[38, 39, 34, 28, 28, 35, 41, 39, 34, 31, 33, ... \n",
" \n",
" \n",
" im024_r \n",
" [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
" [[19, 21, 15, 8, 8, 17, 23, 22, 15, 11, 14, 19... \n",
" \n",
" \n",
" im111_r \n",
" [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
" [[53, 55, 50, 44, 45, 51, 56, 56, 52, 49, 50, ... \n",
" \n",
" \n",
" im034_r \n",
" [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
" [[124, 126, 128, 128, 129, 129, 129, 129, 127,... \n",
" \n",
" \n",
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\n",
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"
],
"text/plain": [
" unwarped \\\n",
"image_name \n",
"im104_r [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
"im114_r [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
"im083_r [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
"im005_r [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
"im087_r [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
"im024_r [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
"im111_r [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
"im034_r [[nan, nan, nan, nan, nan, nan, nan, nan, nan,... \n",
"\n",
" warped \n",
"image_name \n",
"im104_r [[136, 138, 140, 141, 141, 141, 140, 140, 140,... \n",
"im114_r [[193, 190, 192, 194, 190, 182, 175, 173, 174,... \n",
"im083_r [[6, 9, 2, 0, 0, 0, 7, 5, 0, 0, 0, 2, 7, 6, 2,... \n",
"im005_r [[81, 82, 80, 76, 76, 80, 83, 82, 80, 78, 78, ... \n",
"im087_r [[38, 39, 34, 28, 28, 35, 41, 39, 34, 31, 33, ... \n",
"im024_r [[19, 21, 15, 8, 8, 17, 23, 22, 15, 11, 14, 19... \n",
"im111_r [[53, 55, 50, 44, 45, 51, 56, 56, 52, 49, 50, ... \n",
"im034_r [[124, 126, 128, 128, 129, 129, 129, 129, 127,... "
]
},
"execution_count": 23,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Listing the different stimuli templates\n",
"ecephys_session.stimulus_templates"
]
},
{
"cell_type": "code",
"execution_count": 24,
"id": "b79a705f",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:49:33.375149Z",
"iopub.status.busy": "2023-11-30T06:49:33.374680Z",
"iopub.status.idle": "2023-11-30T06:49:33.706120Z",
"shell.execute_reply": "2023-11-30T06:49:33.705213Z"
},
"papermill": {
"duration": 0.393161,
"end_time": "2023-11-30T06:49:33.707570",
"exception": false,
"start_time": "2023-11-30T06:49:33.314409",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"execution_count": 24,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Visualizing a particular stimulus\n",
"plt.imshow(ecephys_session.stimulus_templates['warped']['im104_r'], cmap='gray')"
]
},
{
"cell_type": "markdown",
"id": "20f26ffc",
"metadata": {
"papermill": {
"duration": 0.061855,
"end_time": "2023-11-30T06:49:33.833063",
"exception": false,
"start_time": "2023-11-30T06:49:33.771208",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"As you can see, the `ecephy_session` object has a lot of attributes and methods that can be used to access underlying data in the NWB file. Most of these will be touched on in other tutorials for [this data release](http://portal.brain-map.org/explore/circuits/visual-behavior-neuropixels).\n",
"\n",
"Now let's see how to get data for a particular ecephys session:"
]
},
{
"cell_type": "markdown",
"id": "073479ed",
"metadata": {
"papermill": {
"duration": 0.062714,
"end_time": "2023-11-30T06:49:33.958377",
"exception": false,
"start_time": "2023-11-30T06:49:33.895663",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"#### Downloading the complete dataset with AllenSDK\n",
"\n",
"Analyzing one session or experiment at a time is nice, but in some cases you'll want to be able to perform an analysis across the whole dataset. To fill your cache with all available data, you can use a for loop like the one below.\n",
"\n",
"Before running this code, please make sure that you have enough space available in your cache directory. You'll need around 524 GB for to contain all of the NWB files."
]
},
{
"cell_type": "code",
"execution_count": 25,
"id": "a8dd738e",
"metadata": {
"execution": {
"iopub.execute_input": "2023-11-30T06:49:34.083511Z",
"iopub.status.busy": "2023-11-30T06:49:34.083040Z",
"iopub.status.idle": "2023-11-30T06:49:34.088291Z",
"shell.execute_reply": "2023-11-30T06:49:34.087657Z"
},
"papermill": {
"duration": 0.069493,
"end_time": "2023-11-30T06:49:34.089665",
"exception": false,
"start_time": "2023-11-30T06:49:34.020172",
"status": "completed"
},
"pycharm": {
"name": "#%%\n"
},
"tags": []
},
"outputs": [],
"source": [
"# Remove rows from the behavior sessions table which don't correspond to a behavior session NWB file\n",
"filtered_ecephys_sessions = ecephys_sessions.dropna(subset=[\"file_id\"])\n",
"\n",
"if DOWNLOAD_COMPLETE_DATASET:\n",
" for ecephys_session_id, _ in filtered_ecephys_sessions.iterrows():\n",
" cache.get_ecephys_session(ecephys_session_id=ecephys_session_id)\n"
]
},
{
"cell_type": "markdown",
"id": "6c221e33",
"metadata": {
"papermill": {
"duration": 0.061939,
"end_time": "2023-11-30T06:49:34.214437",
"exception": false,
"start_time": "2023-11-30T06:49:34.152498",
"status": "completed"
},
"pycharm": {
"name": "#%% md\n"
},
"tags": []
},
"source": [
"## Direct download of data from S3\n",
"\n",
"If you do not wish to obtain data via the AllenSDK `VisualBehaviorNeuropixelsProjectCache` class, this section describes how to directly determine an S3 download link for your file or files of interest.\n",
"\n",
"The S3 bucket that stores all the data for this project's release is: \n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com \n",
"\n",
"The structure of the S3 bucket looks like:\n",
"\n",
"```\n",
"visual-behavior-neuropixels-2022/\n",
"│\n",
"├── release_notes.txt\n",
"│\n",
"├── manifests/\n",
"│ ├── visual-behavior-neuropixels_project_manifest_v{a.b.c}.json\n",
"│ ├── visual-behavior-neuropixels_project_manifest_v{x.y.z}.json\n",
"│ ...\n",
"│\n",
"├── project_metadata/\n",
"│ ├── ecephys_sessions.csv\n",
"│ ├── behavior_sessions.csv\n",
"│ ├── probes.csv\n",
"│ ├── channels.csv\n",
"│ ├── units.csv\n",
"│\n",
"└── ecephys_sessions/\n",
" ├── ecephys_session_{abc}.nwb\n",
" ├── ecephys_session_{xyz}.nwb\n",
" ...\n",
"```\n",
"\n",
"So if for example, you wanted to download a specific `ecephys_session` you could first download the `ecephys_sessions.csv` with:\n",
"\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/project_metadata/ecephys_sessions.csv (try clicking me!)\n",
"\n",
"Then using the table, determine the `ecephys_session_id` you are interested in. Let's say we want `ecephys_session_id = 1043752325`, then the appropriate download link would be:\n",
"\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/ecephys_sessions/ecephys_session_1043752325.nwb \n",
"\n",
"Below are some simple sample functions that will help you efficiently determine download URL links:"
]
},
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"name": "stdout",
"output_type": "stream",
"text": [
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/manifests/visual-behavior-neuropixels_project_manifest_v0.1.0.json\n"
]
}
],
"source": [
"from urllib.parse import urljoin\n",
"\n",
"def get_manifest_url(manifest_version: str) -> str:\n",
" hostname = \"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com\"\n",
" object_key = f\"visual-behavior-neuropixels/manifests/visual-behavior-neuropixels_project_manifest_v{manifest_version}.json\"\n",
" return urljoin(hostname, object_key)\n",
"\n",
"# Example:\n",
"print(get_manifest_url(\"0.1.0\"))"
]
},
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"id": "85b08e04",
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"text": [
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/project_metadata/behavior_sessions.csv\n"
]
}
],
"source": [
"def get_metadata_url(metadata_table_name: str) -> str:\n",
" hostname = \"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com\"\n",
" object_key = f\"visual-behavior-neuropixels/project_metadata/{metadata_table_name}.csv\"\n",
" return urljoin(hostname, object_key)\n",
"\n",
"# Example:\n",
"print(get_metadata_url(\"behavior_sessions\"))"
]
},
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"name": "#%%\n"
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"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/ecephys_sessions/ecephys_session_1052533639.nwb\n"
]
}
],
"source": [
"def get_behavior_session_url(ecephys_session_id: int) -> str:\n",
" hostname = \"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com\"\n",
" object_key = f\"visual-behavior-neuropixels/ecephys_sessions/ecephys_session_{ecephys_session_id}.nwb\"\n",
" return urljoin(hostname, object_key)\n",
"\n",
"# Example:\n",
"print(get_behavior_session_url(1052533639))"
]
},
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"source": [
"## Downloading previous versions of released data from S3\n",
"\n",
"AllenSDK makes uses of versioned manifest (JSON) files that live in the S3 bucket to keep track of EVERY version of a file for this data release. If a bug/error in the released data is discovered or new data is added to existing NWB files and the updated NWB file is uploaded in the future, a new manifest will be created pointing to the newest version of the file. The existing manifest will continue pointing at the original version allowing reproducibility of analysis results. You can think of each manifest as a snapshot of the state of the S3 bucket when the manifest was created.\n",
"\n",
"This section describes how to download specific versions of a file in the S3 bucket.\n",
"\n",
"### Listing and downloading a specific manifest version for the data release\n",
"\n",
"If you have an AWS account (even a free tier account works) you can log in and access the bucket directly:\n",
"\n",
"https://s3.console.aws.amazon.com/s3/buckets/visual-behavior-neuropixels-data?prefix=visual-behavior-neuropixels/manifests/ \n",
"\n",
"If you don't have or don't want to use an AWS account you can click the following list to get an XML document:\n",
"\n",
"https://s3.console.aws.amazon.com/s3/buckets/visual-behavior-neuropixels-data?list-type=2&prefix=visual-behavior-neuropixels/manifests/ \n",
"\n",
"Which will look like:\n",
"```\n",
"\n",
" sfd-cloudcache-test-bucket \n",
" visual-behavior-neuropixels/manifests/ \n",
" 1 \n",
" 1000 \n",
" false \n",
" \n",
" \n",
" visual-behavior-neuropixels/manifests/visual-behavior-neuropixels-2022_project_manifest_v0.1.0.json\n",
" \n",
" 2021-03-22T14:36:31.000Z \n",
" \"8d10d6dd87234d4e0a1d400908c5013d\" \n",
" 1730897 \n",
" STANDARD \n",
" \n",
" \n",
"```\n",
"The XML document is the result of a query which lists all manifests that currently exist for the data release (denoted with `` ` `). To obtain a specific manifest of interest you just take the `Key` for the manifest you're interested in and append it to the name of the S3 bucket. For example:\n",
"\n",
"https://s3.console.aws.amazon.com/s3/buckets/visual-behavior-neuropixels-data?prefix=visual-behavior-neuropixels/manifests/visual-behavior-neuropixels_project_manifest_v0.1.0.json \n",
"\n",
"\n",
"### Using a versioned manifest to download a specific data version\n",
"\n",
"Once you've downloaded a manifest, you can use it to obtain download links for the specific version of data files that the manifest tracks. The example function below loads a downloaded manifest and generates download links for *all* the metadata and data files for the specified manifest:"
]
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"text": [
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/project_metadata/units.csv?versionId=K.aZm6HBR3BA7B4W3goi5QUTIGy9FfTD\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/project_metadata/probes.csv?versionId=dBMyMbNLqPSkC94nuDV3z8yGD093YvWO\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/project_metadata/channels.csv?versionId=WJjTAHnRou9Pzoc5QuNqXfvmHLffJVYm\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/project_metadata/ecephys_sessions.csv?versionId=NYx9fPisSMFof7QArV6pV9Au8az8CYyy\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/project_metadata/behavior_sessions.csv?versionId=44Ix7116tPuY83eQighSdAlFVP1LSZUp\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044385384/probe_probeB_lfp.nwb?versionId=qtzkaKqL12MMddH0_anHjSgmCA_Glo9e\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044385384/probe_probeC_lfp.nwb?versionId=JtLjsEnfE.pXFwGLXdlYM5XcEmnXvg6P\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044385384/probe_probeD_lfp.nwb?versionId=XjyLIX42wJJAwg6ZI5pkEV9VKfsKUYQx\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044385384/probe_probeE_lfp.nwb?versionId=PSNJ2026e8Lmm3AtCmbs9KmZ49eTZjm6\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044385384/probe_probeF_lfp.nwb?versionId=OOvy7T0agMhZb73B3OOxWUJU0pnZ4zlk\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044389060/probe_probeA_lfp.nwb?versionId=0CWQplAAyByt49V7U5S4ntsV_IasthVN\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044389060/probe_probeB_lfp.nwb?versionId=TYX20YMT8Z9GwjjHlWSSgnr4UfP_3SyW\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044389060/probe_probeC_lfp.nwb?versionId=a0B21MdBX46deDzOhk7Oxxa9N.HRDl2c\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044389060/probe_probeD_lfp.nwb?versionId=QO0FKORr9mEJBnj_z4taU_AgDxKub7AE\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044389060/probe_probeE_lfp.nwb?versionId=m3GksFZrNkblALAZH6tdJoUKYe0NCS.A\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044389060/probe_probeF_lfp.nwb?versionId=Jh0qnh65qzjrGCKsfQn9_Dt7sb0xmCZO\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044594870/probe_probeB_lfp.nwb?versionId=h8LLeUmk6p8LRIFWNb3Ibh1howFkkc3_\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044594870/probe_probeC_lfp.nwb?versionId=.FLqDR8_rXd0iEOl.d4DwyG5_LjHzCCh\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044594870/probe_probeD_lfp.nwb?versionId=x9lJLnckZyi5B1pKfGjwwwyjBQkp_IH1\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044594870/probe_probeE_lfp.nwb?versionId=P1bkNdn3XlOUMIWxn1TZr3zXioI6Meap\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044594870/probe_probeF_lfp.nwb?versionId=Id0FZyvuT9s04ZeRQrbOU9VadAKo7GFi\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044597824/probe_probeA_lfp.nwb?versionId=Vjkoc5bZDKB6J18_9ebK0HiZivOFWjZ3\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044597824/probe_probeB_lfp.nwb?versionId=EBX4pkGY5EzxWBrOOspDFNpgapldllWx\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044597824/probe_probeC_lfp.nwb?versionId=CXsZ1LpUBz13icPNYPLCpOwHpzHOFszW\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044597824/probe_probeD_lfp.nwb?versionId=_05zSQ0kY2IDM2ObJp2i19aGyJ8ehGYn\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044597824/probe_probeE_lfp.nwb?versionId=9OdvcDWn4uKJoDwSf6fF3Afhmhk2ekkn\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1044597824/probe_probeF_lfp.nwb?versionId=e2BVbuZu0zgt0alg8QErKTMVS6b8w6nT\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1046166369/probe_probeA_lfp.nwb?versionId=gQAAUPyZcU7.W4_kGRw6N0tHZz2ilMWU\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1046166369/probe_probeB_lfp.nwb?versionId=1Uc9DwH5hoYVNQlHU7KJOF6vgp0lsfw2\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1046166369/probe_probeC_lfp.nwb?versionId=a81cHZkiDfg9oTAoossgHBHf5xGF3KtJ\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1046166369/probe_probeD_lfp.nwb?versionId=PjLpT7h3.kbvCfJIxML6VhlMk3sFZEot\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1046166369/probe_probeE_lfp.nwb?versionId=Rx5BYaNYUt7XgsNnEf_eojuF._5xtb7_\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1046166369/probe_probeF_lfp.nwb?versionId=oHYkidISweOcs9ZKdwuQS9gVgEZNTSoq\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1047969464/probe_probeA_lfp.nwb?versionId=3TMN0Q3sZxzzvHsaCNP66yj36nt.rXYX\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1047969464/probe_probeB_lfp.nwb?versionId=20AlAX8lLBp8eSclXdUvfY7OwSneDzoH\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1047969464/probe_probeC_lfp.nwb?versionId=r9t41wzteeN0MZhOPtpMhc0l3_OY5t8i\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1047969464/probe_probeD_lfp.nwb?versionId=H94rOoczJZnxuxOkTtZBvoHFLpE44M0E\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1047969464/probe_probeE_lfp.nwb?versionId=HueQbPyrgOr8DXPna9m9rLA9Jte3JI1I\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1047969464/probe_probeF_lfp.nwb?versionId=iu13iivk1UUuwAdjtWr_JtC3c9x7kPEg\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1048189115/probe_probeA_lfp.nwb?versionId=zA4qR4NB2yECRvBzVgDqx_SgXwRc2hhK\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1048189115/probe_probeB_lfp.nwb?versionId=vj4DLrWVKUa2Kf61ofcaLFAqrkXZL9ce\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1048189115/probe_probeC_lfp.nwb?versionId=Wb_jyAJ4_fLqgzAQ2vjvbSmC7uiOEx.p\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1048189115/probe_probeD_lfp.nwb?versionId=qR1.RO1f3GDDYDJvioCwqXCoS5H4Ez.L\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1048189115/probe_probeE_lfp.nwb?versionId=6wS9x5nMEKzhzj6f274OmvKxbBxrdhn0\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1048189115/probe_probeF_lfp.nwb?versionId=AOlhLslDE5knxU4YqAV636t0J48PwYIL\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1048196054/probe_probeB_lfp.nwb?versionId=XW6_eleAWuPnrQoitwcdyX0x3mDxHytZ\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1048196054/probe_probeC_lfp.nwb?versionId=jfGndWNLHID2TYOSTKri37lFb8aVak4X\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1048196054/probe_probeE_lfp.nwb?versionId=CcOuNDZXWnW3t0t.txYWGHbdN8vIqAds\n",
"https://visual-behavior-neuropixels-data.s3.us-west-2.amazonaws.com/visual-behavior-neuropixels/behavior_ecephys_sessions/1049273528/probe_probeB_lfp.nwb?versionId=uxDmEzXPELtgpXI90REsB2WVScfIJKu8\n",
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]
}
],
"source": [
"from typing import List\n",
"from urllib.parse import urljoin\n",
"import json\n",
"\n",
"# The location will differ based on where you downloaded the manifest.json!\n",
"my_manifest_location = output_dir / cache.current_manifest()\n",
"\n",
"def generate_all_download_urls_from_manifest(manifest_path: Path) -> List[str]:\n",
" with manifest_path.open('r') as fp:\n",
" manifest = json.load(fp)\n",
" \n",
" download_links = []\n",
" \n",
" # Get download links for specific version of metadata files\n",
" for metadata_file_entry in manifest[\"metadata_files\"].values():\n",
" base_download_url = metadata_file_entry[\"url\"]\n",
" version_query = f\"?versionId={metadata_file_entry['version_id']}\"\n",
" full_download_url = urljoin(base_download_url, version_query)\n",
" download_links.append(full_download_url)\n",
"\n",
" # Get download links for specific version of data files\n",
" for data_file_entry in manifest[\"data_files\"].values():\n",
" base_download_url = data_file_entry[\"url\"]\n",
" version_query = f\"?versionId={data_file_entry['version_id']}\"\n",
" full_download_url = urljoin(base_download_url, version_query)\n",
" download_links.append(full_download_url) \n",
"\n",
" return download_links\n",
"\n",
"# Example:\n",
"print('\\n'.join(generate_all_download_urls_from_manifest(my_manifest_location)))"
]
}
],
"metadata": {
"interpreter": {
"hash": "916dbcbb3f70747c44a77c7bcd40155683ae19c65e1c03b4aa3499c5328201f1"
},
"kernelspec": {
"display_name": "allensdk",
"language": "python",
"name": "allensdk"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
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