{ "nbformat": 4, "nbformat_minor": 0, "metadata": { "colab": { "provenance": [], "toc_visible": true }, "kernelspec": { "name": "python3", "display_name": "Python 3" }, "language_info": { "name": "python" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "668ad210292048e39878708e89c5ecfb": { "model_module": "@jupyter-widgets/controls", "model_name": "DropdownModel", "model_module_version": "1.5.0", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/controls", "_model_module_version": "1.5.0", "_model_name": "DropdownModel", "_options_labels": [ "2022-03-01", "2022-03-02", "2022-03-03", "2022-03-04", "2022-03-06", "2022-03-08", "2022-03-10", "2022-03-11", "2022-03-12", "2022-03-13", "2022-03-14", "2022-03-15", "2022-03-17", "2022-03-18", "2022-03-19", "2022-03-22", "2022-03-20", "2022-03-21", "2022-03-23", "2022-03-24", "2022-03-27", "2022-03-28", "2022-03-29", "2022-03-31", "2022-04-03", "2022-04-01", "2022-04-04", "2022-04-05", "2022-04-06", "2022-04-08", "2022-04-11", "2022-04-09", "2022-04-10", "2022-04-12", "2022-04-13", "2022-04-16", "2022-04-17", "2022-04-19", "2022-04-18", "2022-04-20", "2022-04-21", "2022-04-24", "2022-04-25", "2022-04-27", "2022-04-28", "2022-04-30", "2022-05-02", "2022-05-03", "2022-05-04", "2022-05-05", "2022-05-06", "2022-05-08", "2022-05-09", "2022-05-07", "2022-05-12", "2022-05-11", "2022-05-14", "2022-05-13", "2022-05-15", "2022-05-16", "2022-05-18", "2022-05-19", "2022-05-20", "2022-05-21", "2022-05-22", "2022-05-23", "2022-05-26", "2022-05-25", "2022-05-24", "2022-05-27", "2022-05-28", "2022-05-29", "2022-05-30", "2022-05-31", "2022-06-02", "2022-06-04", "2022-06-03", "2022-06-05", "2022-06-07", "2022-06-09", "2022-06-08", "2022-06-10" ], "_view_count": null, "_view_module": "@jupyter-widgets/controls", "_view_module_version": "1.5.0", "_view_name": "DropdownView", "description": "", "description_tooltip": null, "disabled": false, "index": 0, "layout": "IPY_MODEL_10fe8a4cf1114d55a2eb4f8b9cd9c445", "style": "IPY_MODEL_561cef1319b4465c833ff68158e663a7" } }, "10fe8a4cf1114d55a2eb4f8b9cd9c445": { "model_module": "@jupyter-widgets/base", "model_name": "LayoutModel", "model_module_version": "1.2.0", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "1.2.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "1.2.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "overflow_x": null, "overflow_y": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "561cef1319b4465c833ff68158e663a7": { "model_module": "@jupyter-widgets/controls", "model_name": "DescriptionStyleModel", "model_module_version": "1.5.0", "state": { "_model_module": "@jupyter-widgets/controls", "_model_module_version": "1.5.0", "_model_name": "DescriptionStyleModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "1.2.0", "_view_name": "StyleView", "description_width": "" } }, "4c1ddbc921434d5492f7b7b796cb5e0d": { "model_module": "@jupyter-widgets/controls", "model_name": "DropdownModel", "model_module_version": "1.5.0", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/controls", "_model_module_version": "1.5.0", "_model_name": "DropdownModel", "_options_labels": [ "2022-03-02", "2022-03-01", "2022-03-03", "2022-03-04", "2022-03-06", "2022-03-08", "2022-03-10", "2022-03-11", "2022-03-12", "2022-03-14", "2022-03-13", "2022-03-15", "2022-03-17", "2022-03-18", "2022-03-19", "2022-03-22", "2022-03-21", "2022-03-20", "2022-03-23", "2022-03-24", "2022-03-27", "2022-03-28", "2022-03-29", "2022-04-03", "2022-03-31", "2022-04-01", "2022-04-05", "2022-04-04", "2022-04-06", "2022-04-08", "2022-04-09", "2022-04-12", "2022-04-11", "2022-04-10", "2022-04-13", "2022-04-19", "2022-04-17", "2022-04-16", "2022-04-18", "2022-04-20", "2022-04-21", "2022-04-24", "2022-04-25", "2022-04-27", "2022-04-28", "2022-04-30", "2022-05-02", "2022-05-03", "2022-05-04", "2022-05-05", "2022-05-06", "2022-05-08", "2022-05-07", "2022-05-09", "2022-05-12", "2022-05-11", "2022-05-14", "2022-05-15", "2022-05-13", "2022-05-16", "2022-05-18", "2022-05-20", "2022-05-19", "2022-05-21", "2022-05-22", "2022-05-24", "2022-05-23", "2022-05-26", "2022-05-25", "2022-05-27", "2022-05-28", "2022-05-29", "2022-05-30", "2022-05-31", "2022-06-02", "2022-06-04", "2022-06-03", "2022-06-05", "2022-06-07", "2022-06-08", "2022-06-09", "2022-06-10" ], "_view_count": null, "_view_module": "@jupyter-widgets/controls", "_view_module_version": "1.5.0", "_view_name": "DropdownView", "description": "", "description_tooltip": null, "disabled": false, "index": 0, "layout": "IPY_MODEL_edfc75327d8f4d04b152b0a8ca8f54c8", "style": "IPY_MODEL_e09ae9facb4e4c8ab79aadf536e15477" } }, "edfc75327d8f4d04b152b0a8ca8f54c8": { "model_module": "@jupyter-widgets/base", "model_name": "LayoutModel", "model_module_version": "1.2.0", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "1.2.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "1.2.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "overflow_x": null, "overflow_y": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "e09ae9facb4e4c8ab79aadf536e15477": { "model_module": "@jupyter-widgets/controls", "model_name": "DescriptionStyleModel", "model_module_version": "1.5.0", "state": { "_model_module": "@jupyter-widgets/controls", "_model_module_version": "1.5.0", "_model_name": "DescriptionStyleModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "1.2.0", "_view_name": "StyleView", "description_width": "" } } } } }, "cells": [ { "cell_type": "markdown", "source": [ "# Guide to Extracting Data w/ APIs from Polar H10" ], "metadata": { "id": "c-h2p32OhUW9" } }, { "cell_type": "markdown", "source": [ "" ], "metadata": { "id": "3hMg_zjdhZGd" } }, { "cell_type": "markdown", "source": [ "*^ A picture of the polar h10 heart rate monitor ^*" ], "metadata": { "id": "Te0C7dNmhnjs" } }, { "cell_type": "markdown", "source": [ "The Polar H10 is a $80 ECG chest strap heart rate monitor. It is worn attached to a strap and wrapped tight around the sternum.\n", "\n", "While the H10 is well known for its accuracy in measuring heart rate, it is also capable of tracking metrics like movement speed, pace, and distance traveled.\n", "\n", "All of the data kept and calculated by the H10 can be easily accessed via the Polar Beat app, which automatically stores the training data to the cloud.\n", "\n", "In the following sections, we will present what we have learned from using the Polar H10 and its associated platform for extracting data and doing simple analysis." ], "metadata": { "id": "wRMyhWylhpkN" } }, { "cell_type": "markdown", "source": [ "Through the API, we will be able to extract the following parameters (in bold are parameters we will be using in this notebook). Per Activity means one measurement through a single session of exercise. Per second means one measurement every second throughout an exercise." ], "metadata": { "id": "JJ5GcuwmjJNf" } }, { "cell_type": "markdown", "source": [ "Additionally, the H10 is capable of recording raw RR intervals. However, since the official Polar App does not use this functionality, we will be using an optional third party app EliteHRV for this purpose. This is just one way to get RR intervals from the H10, many other ways exist!" ], "metadata": { "id": "CoIEp-RzmUAU" } }, { "cell_type": "markdown", "source": [ "We will be able to extract the following parameters. Per Activity means one measurement through a single session of exercise. Per second means one measurement every second throughout an exercise.\n", "\n", "Parameter Name | Sampling Frequency\n", "-------------------|-----------------\n", "Calories | Per Activity\n", "Duration | Per Activity\n", "Sessions | Per day\n", "Continuous Heart Rate | Per second\n", "Heart Rate Variability | Per second" ], "metadata": { "id": "csAR4YlGZTOC" } }, { "cell_type": "markdown", "source": [ "In this guide, we sequentially cover the following **nine** topics:\n", "\n", "1. **Set up**
\n", " - A quick guide on setting up the Polar H10\n", "2. **Authentication/Authorization**
\n", " - Requires only username and password, no OAuth.\n", "3. **Data extraction**
\n", " - We get data via `wearipedia` in a couple lines of code.\n", "4. **Data Exporting**\n", " - We export all of this data to file formats compatible by R, Excel, and MatLab.\n", "5. **Adherence**\n", " - We simulate non-adherence by dynamically removing datapoints from our simulated data.\n", "6. **Visualization**\n", " - We create a simple plot to visualize our data.\n", " - We will also provide an example of plotting data from EliteHRV\n", "7. **Data visualization & analysis**
\n", " - 7.1 Visualizing Continuous Heart Rate data
\n", " - 7.2 Visualizing session Fit/Fat percents
\n", " - 7.3 Visualizing Heart Rate Averages and Sessions over a Month
\n", "8. **Outlier Detection and Data Cleaning**\n", " - We detect outliers in our data and filter them out.\n", "9. **Data Analysis**
\n", " - 9.1 Analyzing correlation between Average Heart Rate and Calories Burned per Minute
\n", " - 9.2 Analyzing how activity intensity compares in first half and second half of a session\n", "\n", "**Note that we are not making any scientific claims here as our sample size is small and the data collection process was not rigorously vetted (it is our own data), only demonstrating that this code could potentially be used to perform rigorous analyses in the future.**\n", "\n", "Disclaimer: this notebook is purely for educational purposes. All of the data currently stored in this notebook is purely *synthetic*, meaning randomly generated according to rules we created. Despite this, the end-to-end data extraction pipeline has been tested on our own data, meaning that if you enter your own email and password on your own Colab instance, you can visualize your own *real* data. That being said, we were unable to thoroughly test the timezone functionality, though, since we only have one account, so beware." ], "metadata": { "id": "cnySDXplZevF" } }, { "cell_type": "markdown", "source": [ "# 1. Set up" ], "metadata": { "id": "zsfO4mI-jMGQ" } }, { "cell_type": "markdown", "source": [ "## Participant Setup" ], "metadata": { "id": "sd8ohvPCjU7W" } }, { "cell_type": "markdown", "source": [ "Dear Participant,\n", "\n", "Once you unbox your Polar H10, please set up the device by following the video:\n", "\n", "\n", "* Video Guide: https://www.youtube.com/watch?v=vw0WV-PWtcw\n", "\n", "\n", "Make sure that your phone is paired to it using the Polar Flow login credentials (email and password) given to you by the study coordinator.\n", "\n", "Additionally, if your study coordinator is using Elite HRV, make sure to your phone is paired to the H10 device using the Elite HRV login credentials given to you.\n", "\n", "Best,\n", "\n", "Wearipedia" ], "metadata": { "id": "0INfaRSZjq-d" } }, { "cell_type": "markdown", "source": [ "## Data Receiver Setup" ], "metadata": { "id": "lz-tSG8FkG_c" } }, { "cell_type": "markdown", "source": [ "Please follow the below steps:\n", "\n", "1. Create an email address for the participant, for example `foo@email.com`\n", "2. Create a Polar Flow account with the email `foo@email.com` and some random password.\n", "3. Keep `foo@email.com` and password stored somewhere safe.\n", "4. Distribute the device to the participant and instruct them to follow the participant setup letter above.\n", "5. Install the `wearipedia` Python package to easily extract data from this device.\n", "\n", "OPTIONAL: Elite HRV\n", "While the Polar H10 is a versatile device capable of measuring raw RR intervals, Polar does not officially register this data. To access the RR intervals, we will use a 3rd party application, EliteHRV, which can store RR data.\n", "1. Using email created from above, create a EliteHRV account with the email and some random password.\n", "2. Subscribe to the EliteHRV dashboard ($8/month) to get the ability to download the data from the account." ], "metadata": { "id": "o2-VBlTMkJ8P" } }, { "cell_type": "code", "source": [ "!pip install git+https://github.com/Stanford-Health/wearipedia" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "FgCB2nSrVnVA", "outputId": "0ba8f723-2487-4bb1-eb43-e86190ae40e2" }, "execution_count": 11, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Collecting git+https://github.com/Stanford-Health/wearipedia\n", " Cloning https://github.com/Stanford-Health/wearipedia to /tmp/pip-req-build-8ujevvk8\n", " Running command git clone --filter=blob:none --quiet https://github.com/Stanford-Health/wearipedia /tmp/pip-req-build-8ujevvk8\n", " Resolved https://github.com/Stanford-Health/wearipedia to commit cfc3e29c878382809420818467caa6b3997adb7e\n", " Installing build dependencies ... \u001b[?25l\u001b[?25hdone\n", " Getting requirements to build wheel ... \u001b[?25l\u001b[?25hdone\n", " Preparing metadata (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n", "Requirement already satisfied: beautifulsoup4<5.0.0,>=4.12.2 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (4.12.3)\n", "Requirement already satisfied: fastapi==0.101 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (0.101.0)\n", "Requirement already satisfied: fbm<0.4.0,>=0.3.0 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (0.3.0)\n", "Requirement already satisfied: garminconnect<0.2.0,>=0.1.48 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (0.1.55)\n", "Requirement already satisfied: jupyter<2.0.0,>=1.0.0 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (1.0.0)\n", "Requirement already satisfied: kaleido==0.2.1 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (0.2.1)\n", "Requirement already satisfied: lida<0.0.12,>=0.0.11 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (0.0.11)\n", "Requirement already satisfied: myfitnesspal<3.0.0,>=2.0.1 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (2.1.0)\n", "Requirement already satisfied: pandas==1.5.3 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (1.5.3)\n", "Requirement already satisfied: polyline<3.0.0,>=2.0.0 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (2.0.2)\n", "Requirement already satisfied: rich<13.0.0,>=12.6.0 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (12.6.0)\n", "Requirement already satisfied: scipy<2.0,>=1.6 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (1.11.4)\n", "Requirement already satisfied: tqdm<5.0.0,>=4.64.1 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (4.66.2)\n", "Requirement already satisfied: typer[all]<0.7.0,>=0.6.1 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (0.6.1)\n", "Requirement already satisfied: typing-extensions==4.5.0 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (4.5.0)\n", "Requirement already satisfied: wget<4.0,>=3.2 in /usr/local/lib/python3.10/dist-packages (from wearipedia==0.1.2) (3.2)\n", "Requirement already satisfied: pydantic!=1.8,!=1.8.1,!=2.0.0,!=2.0.1,!=2.1.0,<3.0.0,>=1.7.4 in /usr/local/lib/python3.10/dist-packages (from fastapi==0.101->wearipedia==0.1.2) (1.10.15)\n", "Requirement already satisfied: starlette<0.28.0,>=0.27.0 in /usr/local/lib/python3.10/dist-packages (from fastapi==0.101->wearipedia==0.1.2) (0.27.0)\n", "Requirement already satisfied: python-dateutil>=2.8.1 in /usr/local/lib/python3.10/dist-packages (from pandas==1.5.3->wearipedia==0.1.2) (2.8.2)\n", "Requirement already satisfied: pytz>=2020.1 in /usr/local/lib/python3.10/dist-packages (from pandas==1.5.3->wearipedia==0.1.2) (2023.4)\n", "Requirement already satisfied: numpy>=1.21.0 in /usr/local/lib/python3.10/dist-packages (from pandas==1.5.3->wearipedia==0.1.2) (1.25.2)\n", "Requirement already satisfied: soupsieve>1.2 in /usr/local/lib/python3.10/dist-packages (from beautifulsoup4<5.0.0,>=4.12.2->wearipedia==0.1.2) (2.5)\n", "Requirement already satisfied: requests in /usr/local/lib/python3.10/dist-packages (from garminconnect<0.2.0,>=0.1.48->wearipedia==0.1.2) (2.31.0)\n", "Requirement already satisfied: cloudscraper in /usr/local/lib/python3.10/dist-packages (from garminconnect<0.2.0,>=0.1.48->wearipedia==0.1.2) (1.2.71)\n", "Requirement already satisfied: notebook in /usr/local/lib/python3.10/dist-packages (from jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (6.5.5)\n", "Requirement already satisfied: qtconsole in /usr/local/lib/python3.10/dist-packages (from jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (5.5.1)\n", "Requirement already satisfied: jupyter-console in /usr/local/lib/python3.10/dist-packages (from jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (6.1.0)\n", "Requirement already satisfied: nbconvert in /usr/local/lib/python3.10/dist-packages (from jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (6.5.4)\n", "Requirement already satisfied: ipykernel in /usr/local/lib/python3.10/dist-packages (from jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (5.5.6)\n", "Requirement already satisfied: ipywidgets in /usr/local/lib/python3.10/dist-packages (from jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (7.7.1)\n", "Requirement already satisfied: llmx>=0.0.18a in /usr/local/lib/python3.10/dist-packages (from lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.0.21a0)\n", "Requirement already satisfied: uvicorn in /usr/local/lib/python3.10/dist-packages (from lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.29.0)\n", "Requirement already satisfied: python-multipart in /usr/local/lib/python3.10/dist-packages (from lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.0.9)\n", "Requirement already satisfied: matplotlib in /usr/local/lib/python3.10/dist-packages (from lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (3.7.1)\n", "Requirement already satisfied: altair in /usr/local/lib/python3.10/dist-packages (from lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (4.2.2)\n", "Requirement already satisfied: seaborn in /usr/local/lib/python3.10/dist-packages (from lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.13.1)\n", "Requirement already satisfied: plotly in /usr/local/lib/python3.10/dist-packages (from lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (5.15.0)\n", "Requirement already satisfied: plotnine in /usr/local/lib/python3.10/dist-packages (from lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.12.4)\n", "Requirement already satisfied: statsmodels in /usr/local/lib/python3.10/dist-packages (from lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.14.1)\n", "Requirement already satisfied: networkx in /usr/local/lib/python3.10/dist-packages (from lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (3.2.1)\n", "Requirement already satisfied: geopandas in /usr/local/lib/python3.10/dist-packages (from lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.13.2)\n", "Requirement already satisfied: matplotlib-venn in /usr/local/lib/python3.10/dist-packages (from lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.11.10)\n", "Requirement already satisfied: wordcloud in /usr/local/lib/python3.10/dist-packages (from lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (1.9.3)\n", "Requirement already satisfied: blessed<2.0,>=1.8.5 in /usr/local/lib/python3.10/dist-packages (from myfitnesspal<3.0.0,>=2.0.1->wearipedia==0.1.2) (1.20.0)\n", "Requirement already satisfied: browser-cookie3<1,>=0.16.1 in /usr/local/lib/python3.10/dist-packages (from myfitnesspal<3.0.0,>=2.0.1->wearipedia==0.1.2) (0.19.1)\n", "Requirement already satisfied: lxml<5,>=4.2.5 in /usr/local/lib/python3.10/dist-packages (from myfitnesspal<3.0.0,>=2.0.1->wearipedia==0.1.2) (4.9.4)\n", "Requirement already satisfied: measurement<4.0,>=3.2.0 in /usr/local/lib/python3.10/dist-packages (from myfitnesspal<3.0.0,>=2.0.1->wearipedia==0.1.2) (3.2.2)\n", "Requirement already satisfied: commonmark<0.10.0,>=0.9.0 in /usr/local/lib/python3.10/dist-packages (from rich<13.0.0,>=12.6.0->wearipedia==0.1.2) (0.9.1)\n", "Requirement already satisfied: pygments<3.0.0,>=2.6.0 in /usr/local/lib/python3.10/dist-packages (from rich<13.0.0,>=12.6.0->wearipedia==0.1.2) (2.16.1)\n", "Requirement already satisfied: click<9.0.0,>=7.1.1 in /usr/local/lib/python3.10/dist-packages (from typer[all]<0.7.0,>=0.6.1->wearipedia==0.1.2) (8.1.7)\n", "Requirement already satisfied: colorama<0.5.0,>=0.4.3 in /usr/local/lib/python3.10/dist-packages (from typer[all]<0.7.0,>=0.6.1->wearipedia==0.1.2) (0.4.6)\n", "Requirement already satisfied: shellingham<2.0.0,>=1.3.0 in /usr/local/lib/python3.10/dist-packages (from typer[all]<0.7.0,>=0.6.1->wearipedia==0.1.2) (1.5.4)\n", "Requirement already satisfied: wcwidth>=0.1.4 in /usr/local/lib/python3.10/dist-packages (from blessed<2.0,>=1.8.5->myfitnesspal<3.0.0,>=2.0.1->wearipedia==0.1.2) (0.2.13)\n", "Requirement already satisfied: six>=1.9.0 in /usr/local/lib/python3.10/dist-packages (from blessed<2.0,>=1.8.5->myfitnesspal<3.0.0,>=2.0.1->wearipedia==0.1.2) (1.16.0)\n", "Requirement already satisfied: lz4 in /usr/local/lib/python3.10/dist-packages (from browser-cookie3<1,>=0.16.1->myfitnesspal<3.0.0,>=2.0.1->wearipedia==0.1.2) (4.3.3)\n", "Requirement already satisfied: pycryptodomex in /usr/local/lib/python3.10/dist-packages (from browser-cookie3<1,>=0.16.1->myfitnesspal<3.0.0,>=2.0.1->wearipedia==0.1.2) (3.20.0)\n", "Requirement already satisfied: jeepney in /usr/lib/python3/dist-packages (from browser-cookie3<1,>=0.16.1->myfitnesspal<3.0.0,>=2.0.1->wearipedia==0.1.2) (0.7.1)\n", "Requirement already satisfied: pyparsing>=2.4.7 in /usr/local/lib/python3.10/dist-packages (from cloudscraper->garminconnect<0.2.0,>=0.1.48->wearipedia==0.1.2) (3.1.2)\n", "Requirement already satisfied: requests-toolbelt>=0.9.1 in /usr/local/lib/python3.10/dist-packages (from cloudscraper->garminconnect<0.2.0,>=0.1.48->wearipedia==0.1.2) (1.0.0)\n", "Requirement already satisfied: openai in /usr/local/lib/python3.10/dist-packages (from llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (1.5.0)\n", "Requirement already satisfied: tiktoken in /usr/local/lib/python3.10/dist-packages (from llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.6.0)\n", "Requirement already satisfied: diskcache in /usr/local/lib/python3.10/dist-packages (from llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (5.6.3)\n", "Requirement already satisfied: cohere in /usr/local/lib/python3.10/dist-packages (from llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (5.2.1)\n", "Requirement already satisfied: google.auth in /usr/local/lib/python3.10/dist-packages (from llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (2.27.0)\n", "Requirement already satisfied: pyyaml in /usr/local/lib/python3.10/dist-packages (from llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (6.0.1)\n", "Requirement already satisfied: sympy in /usr/local/lib/python3.10/dist-packages (from measurement<4.0,>=3.2.0->myfitnesspal<3.0.0,>=2.0.1->wearipedia==0.1.2) (1.12)\n", "Requirement already satisfied: charset-normalizer<4,>=2 in /usr/local/lib/python3.10/dist-packages (from requests->garminconnect<0.2.0,>=0.1.48->wearipedia==0.1.2) (3.3.2)\n", "Requirement already satisfied: idna<4,>=2.5 in /usr/local/lib/python3.10/dist-packages (from requests->garminconnect<0.2.0,>=0.1.48->wearipedia==0.1.2) (3.6)\n", "Requirement already satisfied: urllib3<3,>=1.21.1 in /usr/local/lib/python3.10/dist-packages (from requests->garminconnect<0.2.0,>=0.1.48->wearipedia==0.1.2) (2.0.7)\n", "Requirement already satisfied: certifi>=2017.4.17 in /usr/local/lib/python3.10/dist-packages (from requests->garminconnect<0.2.0,>=0.1.48->wearipedia==0.1.2) (2024.2.2)\n", "Requirement already satisfied: anyio<5,>=3.4.0 in /usr/local/lib/python3.10/dist-packages (from starlette<0.28.0,>=0.27.0->fastapi==0.101->wearipedia==0.1.2) (3.7.1)\n", "Requirement already satisfied: entrypoints in /usr/local/lib/python3.10/dist-packages (from altair->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.4)\n", "Requirement already satisfied: jinja2 in /usr/local/lib/python3.10/dist-packages (from altair->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (3.1.3)\n", "Requirement already satisfied: jsonschema>=3.0 in /usr/local/lib/python3.10/dist-packages (from altair->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (4.19.2)\n", "Requirement already satisfied: toolz in /usr/local/lib/python3.10/dist-packages (from altair->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.12.1)\n", "Requirement already satisfied: fiona>=1.8.19 in /usr/local/lib/python3.10/dist-packages (from geopandas->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (1.9.6)\n", "Requirement already satisfied: packaging in /usr/local/lib/python3.10/dist-packages (from geopandas->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (24.0)\n", "Requirement already satisfied: pyproj>=3.0.1 in /usr/local/lib/python3.10/dist-packages (from geopandas->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (3.6.1)\n", "Requirement already satisfied: shapely>=1.7.1 in /usr/local/lib/python3.10/dist-packages (from geopandas->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (2.0.3)\n", "Requirement already satisfied: ipython-genutils in /usr/local/lib/python3.10/dist-packages (from ipykernel->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.2.0)\n", "Requirement already satisfied: ipython>=5.0.0 in /usr/local/lib/python3.10/dist-packages (from ipykernel->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (7.34.0)\n", "Requirement already satisfied: traitlets>=4.1.0 in /usr/local/lib/python3.10/dist-packages (from ipykernel->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (5.7.1)\n", "Requirement already satisfied: jupyter-client in /usr/local/lib/python3.10/dist-packages (from ipykernel->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (6.1.12)\n", "Requirement already satisfied: tornado>=4.2 in /usr/local/lib/python3.10/dist-packages (from ipykernel->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (6.3.3)\n", "Requirement already satisfied: widgetsnbextension~=3.6.0 in /usr/local/lib/python3.10/dist-packages (from ipywidgets->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (3.6.6)\n", "Requirement already satisfied: jupyterlab-widgets>=1.0.0 in /usr/local/lib/python3.10/dist-packages (from ipywidgets->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (3.0.10)\n", "Requirement already satisfied: prompt-toolkit!=3.0.0,!=3.0.1,<3.1.0,>=2.0.0 in /usr/local/lib/python3.10/dist-packages (from jupyter-console->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (3.0.43)\n", "Requirement already satisfied: contourpy>=1.0.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (1.2.0)\n", "Requirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.10/dist-packages (from matplotlib->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.12.1)\n", "Requirement already satisfied: fonttools>=4.22.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (4.50.0)\n", "Requirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (1.4.5)\n", "Requirement already satisfied: pillow>=6.2.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (9.4.0)\n", "Requirement already satisfied: bleach in /usr/local/lib/python3.10/dist-packages (from nbconvert->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (6.1.0)\n", "Requirement already satisfied: defusedxml in /usr/local/lib/python3.10/dist-packages (from nbconvert->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.7.1)\n", "Requirement already satisfied: jupyter-core>=4.7 in /usr/local/lib/python3.10/dist-packages (from nbconvert->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (5.7.2)\n", "Requirement already satisfied: jupyterlab-pygments in /usr/local/lib/python3.10/dist-packages (from nbconvert->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.3.0)\n", "Requirement already satisfied: MarkupSafe>=2.0 in /usr/local/lib/python3.10/dist-packages (from nbconvert->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (2.1.5)\n", "Requirement already satisfied: mistune<2,>=0.8.1 in /usr/local/lib/python3.10/dist-packages (from nbconvert->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.8.4)\n", "Requirement already satisfied: nbclient>=0.5.0 in /usr/local/lib/python3.10/dist-packages (from nbconvert->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.10.0)\n", "Requirement already satisfied: nbformat>=5.1 in /usr/local/lib/python3.10/dist-packages (from nbconvert->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (5.10.3)\n", "Requirement already satisfied: pandocfilters>=1.4.1 in /usr/local/lib/python3.10/dist-packages (from nbconvert->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (1.5.1)\n", "Requirement already satisfied: tinycss2 in /usr/local/lib/python3.10/dist-packages (from nbconvert->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (1.2.1)\n", "Requirement already satisfied: pyzmq<25,>=17 in /usr/local/lib/python3.10/dist-packages (from notebook->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (23.2.1)\n", "Requirement already satisfied: argon2-cffi in /usr/local/lib/python3.10/dist-packages (from notebook->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (23.1.0)\n", "Requirement already satisfied: nest-asyncio>=1.5 in /usr/local/lib/python3.10/dist-packages (from notebook->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (1.6.0)\n", "Requirement already satisfied: Send2Trash>=1.8.0 in /usr/local/lib/python3.10/dist-packages (from notebook->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (1.8.2)\n", "Requirement already satisfied: terminado>=0.8.3 in /usr/local/lib/python3.10/dist-packages (from notebook->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.18.1)\n", "Requirement already satisfied: prometheus-client in /usr/local/lib/python3.10/dist-packages (from notebook->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.20.0)\n", "Requirement already satisfied: nbclassic>=0.4.7 in /usr/local/lib/python3.10/dist-packages (from notebook->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (1.0.0)\n", "Requirement already satisfied: tenacity>=6.2.0 in /usr/local/lib/python3.10/dist-packages (from plotly->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (8.2.3)\n", "Requirement already satisfied: mizani<0.10.0,>0.9.0 in /usr/local/lib/python3.10/dist-packages (from plotnine->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.9.3)\n", "Requirement already satisfied: patsy>=0.5.1 in /usr/local/lib/python3.10/dist-packages (from plotnine->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.5.6)\n", "Requirement already satisfied: qtpy>=2.4.0 in /usr/local/lib/python3.10/dist-packages (from qtconsole->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (2.4.1)\n", "Requirement already satisfied: h11>=0.8 in /usr/local/lib/python3.10/dist-packages (from uvicorn->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.14.0)\n", "Requirement already satisfied: sniffio>=1.1 in /usr/local/lib/python3.10/dist-packages (from anyio<5,>=3.4.0->starlette<0.28.0,>=0.27.0->fastapi==0.101->wearipedia==0.1.2) (1.3.1)\n", "Requirement already satisfied: exceptiongroup in /usr/local/lib/python3.10/dist-packages (from anyio<5,>=3.4.0->starlette<0.28.0,>=0.27.0->fastapi==0.101->wearipedia==0.1.2) (1.2.0)\n", "Requirement already satisfied: attrs>=19.2.0 in /usr/local/lib/python3.10/dist-packages (from fiona>=1.8.19->geopandas->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (23.2.0)\n", "Requirement already satisfied: click-plugins>=1.0 in /usr/local/lib/python3.10/dist-packages (from fiona>=1.8.19->geopandas->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (1.1.1)\n", "Requirement already satisfied: cligj>=0.5 in /usr/local/lib/python3.10/dist-packages (from fiona>=1.8.19->geopandas->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.7.2)\n", "Requirement already satisfied: setuptools>=18.5 in /usr/local/lib/python3.10/dist-packages (from ipython>=5.0.0->ipykernel->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (67.7.2)\n", "Requirement already satisfied: jedi>=0.16 in /usr/local/lib/python3.10/dist-packages (from ipython>=5.0.0->ipykernel->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.19.1)\n", "Requirement already satisfied: decorator in /usr/local/lib/python3.10/dist-packages (from ipython>=5.0.0->ipykernel->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (4.4.2)\n", "Requirement already satisfied: pickleshare in /usr/local/lib/python3.10/dist-packages (from ipython>=5.0.0->ipykernel->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.7.5)\n", "Requirement already satisfied: backcall in /usr/local/lib/python3.10/dist-packages (from ipython>=5.0.0->ipykernel->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.2.0)\n", "Requirement already satisfied: matplotlib-inline in /usr/local/lib/python3.10/dist-packages (from ipython>=5.0.0->ipykernel->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.1.6)\n", "Requirement already satisfied: pexpect>4.3 in /usr/local/lib/python3.10/dist-packages (from ipython>=5.0.0->ipykernel->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (4.9.0)\n", "Requirement already satisfied: jsonschema-specifications>=2023.03.6 in /usr/local/lib/python3.10/dist-packages (from jsonschema>=3.0->altair->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (2023.12.1)\n", "Requirement already satisfied: referencing>=0.28.4 in /usr/local/lib/python3.10/dist-packages (from jsonschema>=3.0->altair->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.34.0)\n", "Requirement already satisfied: rpds-py>=0.7.1 in /usr/local/lib/python3.10/dist-packages (from jsonschema>=3.0->altair->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.18.0)\n", "Requirement already satisfied: platformdirs>=2.5 in /usr/local/lib/python3.10/dist-packages (from jupyter-core>=4.7->nbconvert->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (4.2.0)\n", "Requirement already satisfied: jupyter-server>=1.8 in /usr/local/lib/python3.10/dist-packages (from nbclassic>=0.4.7->notebook->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (1.24.0)\n", "Requirement already satisfied: notebook-shim>=0.2.3 in /usr/local/lib/python3.10/dist-packages (from nbclassic>=0.4.7->notebook->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.2.4)\n", "Requirement already satisfied: fastjsonschema in /usr/local/lib/python3.10/dist-packages (from nbformat>=5.1->nbconvert->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (2.19.1)\n", "Requirement already satisfied: ptyprocess in /usr/local/lib/python3.10/dist-packages (from terminado>=0.8.3->notebook->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.7.0)\n", "Requirement already satisfied: argon2-cffi-bindings in /usr/local/lib/python3.10/dist-packages (from argon2-cffi->notebook->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (21.2.0)\n", "Requirement already satisfied: webencodings in /usr/local/lib/python3.10/dist-packages (from bleach->nbconvert->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.5.1)\n", "Requirement already satisfied: fastavro<2.0.0,>=1.9.4 in /usr/local/lib/python3.10/dist-packages (from cohere->llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (1.9.4)\n", "Requirement already satisfied: httpx>=0.21.2 in /usr/local/lib/python3.10/dist-packages (from cohere->llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.27.0)\n", "Requirement already satisfied: tokenizers<0.16.0,>=0.15.2 in /usr/local/lib/python3.10/dist-packages (from cohere->llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.15.2)\n", "Requirement already satisfied: types-requests<3.0.0.0,>=2.31.0.20240311 in /usr/local/lib/python3.10/dist-packages (from cohere->llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (2.31.0.20240403)\n", "Requirement already satisfied: cachetools<6.0,>=2.0.0 in /usr/local/lib/python3.10/dist-packages (from google.auth->llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (5.3.3)\n", "Requirement already satisfied: pyasn1-modules>=0.2.1 in /usr/local/lib/python3.10/dist-packages (from google.auth->llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.4.0)\n", "Requirement already satisfied: rsa<5,>=3.1.4 in /usr/local/lib/python3.10/dist-packages (from google.auth->llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (4.9)\n", "Requirement already satisfied: distro<2,>=1.7.0 in /usr/lib/python3/dist-packages (from openai->llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (1.7.0)\n", "Requirement already satisfied: mpmath>=0.19 in /usr/local/lib/python3.10/dist-packages (from sympy->measurement<4.0,>=3.2.0->myfitnesspal<3.0.0,>=2.0.1->wearipedia==0.1.2) (1.3.0)\n", "Requirement already satisfied: regex>=2022.1.18 in /usr/local/lib/python3.10/dist-packages (from tiktoken->llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (2023.12.25)\n", "Requirement already satisfied: httpcore==1.* in /usr/local/lib/python3.10/dist-packages (from httpx>=0.21.2->cohere->llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (1.0.5)\n", "Requirement already satisfied: parso<0.9.0,>=0.8.3 in /usr/local/lib/python3.10/dist-packages (from jedi>=0.16->ipython>=5.0.0->ipykernel->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (0.8.3)\n", "Requirement already satisfied: websocket-client in /usr/local/lib/python3.10/dist-packages (from jupyter-server>=1.8->nbclassic>=0.4.7->notebook->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (1.7.0)\n", "Requirement already satisfied: pyasn1<0.7.0,>=0.4.6 in /usr/local/lib/python3.10/dist-packages (from pyasn1-modules>=0.2.1->google.auth->llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.6.0)\n", "Requirement already satisfied: huggingface_hub<1.0,>=0.16.4 in /usr/local/lib/python3.10/dist-packages (from tokenizers<0.16.0,>=0.15.2->cohere->llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (0.20.3)\n", "Requirement already satisfied: cffi>=1.0.1 in /usr/local/lib/python3.10/dist-packages (from argon2-cffi-bindings->argon2-cffi->notebook->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (1.16.0)\n", "Requirement already satisfied: pycparser in /usr/local/lib/python3.10/dist-packages (from cffi>=1.0.1->argon2-cffi-bindings->argon2-cffi->notebook->jupyter<2.0.0,>=1.0.0->wearipedia==0.1.2) (2.22)\n", "Requirement already satisfied: filelock in /usr/local/lib/python3.10/dist-packages (from huggingface_hub<1.0,>=0.16.4->tokenizers<0.16.0,>=0.15.2->cohere->llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (3.13.3)\n", "Requirement already satisfied: fsspec>=2023.5.0 in /usr/local/lib/python3.10/dist-packages (from huggingface_hub<1.0,>=0.16.4->tokenizers<0.16.0,>=0.15.2->cohere->llmx>=0.0.18a->lida<0.0.12,>=0.0.11->wearipedia==0.1.2) (2023.6.0)\n" ] } ] }, { "cell_type": "markdown", "source": [ "#2. Authentication/Authorization\n", "To obtain access to data, authorization is required. All you'll need to do here is just put in your email and password for your Polar H10 device. We'll use this username and password to extract the data in the sections below.\n", "\n", "The Elite HRV emails and passwords are optional - read the setup in the above section to see how you can get started with Elite HRV!" ], "metadata": { "id": "CBHHjo6NkODu" } }, { "cell_type": "code", "source": [ "#@title Enter Polar login credentials (and EliteHRV if you have them)\n", "\n", "email_address = 'foo@gmail.com' #@param {type:\"string\"}\n", "password = 'foopass'#@param {type:\"string\"}\n", "elite_hrv_email = \"foo@gmail.com\" #@param {type:\"string\"}\n", "elite_hrv_password = \"foopass\" #@param {type:\"string\"}" ], "metadata": { "id": "k74XRZT2kSzD" }, "execution_count": 12, "outputs": [] }, { "cell_type": "markdown", "source": [ "# 3. Data extraction" ], "metadata": { "id": "wkiZiiUQkZeX" } }, { "cell_type": "markdown", "source": [ "Data can be extracted via [wearipedia](https://github.com/Stanford-Health/wearipedia/), our open-source Python package that unifies dozens of complex wearable device APIs into one simple, common interface.\n", "\n", "First, we'll set a date range and then extract all of the data within that date range. You can select whether you would like synthetic data or not with the checkbox. Additionally, if you have an elite HRV account or want to generate synthetic HRV data, click the hrv checkbox (this is optional!)." ], "metadata": { "id": "gHevTln5kaiK" } }, { "cell_type": "code", "source": [ "#@title Enter start and end dates (in the format yyyy-mm-dd)\n", "\n", "#set start and end dates - this will give you all the data from 2000-01-01 (January 1st, 2000) to 2100-02-03 (February 3rd, 2100), for example\n", "start_date='2022-03-01' #@param {type:\"string\"}\n", "end_date='2022-06-10' #@param {type:\"string\"}\n", "synthetic = True #@param {type:\"boolean\"}\n", "hrv = True #@param {type: \"boolean\"}" ], "metadata": { "id": "eFA3mTdWkd4T" }, "execution_count": 13, "outputs": [] }, { "cell_type": "code", "source": [ "import wearipedia\n", "from io import StringIO\n", "\n", "device = wearipedia.get_device(\"polar/h10\")\n", "\n", "params = {\"start_date\": start_date, \"end_date\": end_date}\n", "if not synthetic:\n", " device.authenticate({\"email\": email_address, \"password\": password, \"elite_hrv_email\": elite_hrv_email, \"elite_hrv_password\": elite_hrv_password})\n", " data = device.get_data(\"sessions\", params = params)\n", " if hrv:\n", " rr_data = device.get_data(\"rr\", params = params)\n", "else:\n", " params = {\"start_date\": start_date, \"end_date\": end_date}\n", " data = device.get_data(\"sessions\", params = params)\n", " rr_data = device.get_data(\"rr\", params = params)" ], "metadata": { "id": "NPv9W8I0_Bp0", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "e90d5821-8228-41ec-f392-80b705713c35" }, "execution_count": 14, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "100%|██████████| 108/108 [00:00<00:00, 31103.05it/s]\n", "100%|██████████| 108/108 [00:00<00:00, 3106.17it/s]\n" ] } ] }, { "cell_type": "markdown", "source": [ "To get a list of the days that actually have data, we can list out the keys for the returned data. Note it might not be feasible to actually print out the entire set of returned data, as it can be quite large." ], "metadata": { "id": "2jT7hq7H_Lg8" } }, { "cell_type": "code", "source": [ "print(rr_data.keys())\n", "print(data.keys())" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "P2kGA8-3_MfE", "outputId": "5688cf86-e881-4c2d-8e87-5ea729e4ff68" }, "execution_count": 15, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "dict_keys(['2022-03-02', '2022-03-01', '2022-03-03', '2022-03-04', '2022-03-06', '2022-03-08', '2022-03-10', '2022-03-11', '2022-03-12', '2022-03-14', '2022-03-13', '2022-03-15', '2022-03-17', '2022-03-18', '2022-03-19', '2022-03-22', '2022-03-21', '2022-03-20', '2022-03-23', '2022-03-24', '2022-03-27', '2022-03-28', '2022-03-29', '2022-04-03', '2022-03-31', '2022-04-01', '2022-04-05', '2022-04-04', '2022-04-06', '2022-04-08', '2022-04-09', '2022-04-12', '2022-04-11', '2022-04-10', '2022-04-13', '2022-04-19', '2022-04-17', '2022-04-16', '2022-04-18', '2022-04-20', '2022-04-21', '2022-04-24', '2022-04-25', '2022-04-27', '2022-04-28', '2022-04-30', '2022-05-02', '2022-05-03', '2022-05-04', '2022-05-05', '2022-05-06', '2022-05-08', '2022-05-07', '2022-05-09', '2022-05-12', '2022-05-11', '2022-05-14', '2022-05-15', '2022-05-13', '2022-05-16', '2022-05-18', '2022-05-20', '2022-05-19', '2022-05-21', '2022-05-22', '2022-05-24', '2022-05-23', '2022-05-26', '2022-05-25', '2022-05-27', '2022-05-28', '2022-05-29', '2022-05-30', '2022-05-31', '2022-06-02', '2022-06-04', '2022-06-03', '2022-06-05', '2022-06-07', '2022-06-08', '2022-06-09', '2022-06-10'])\n", "dict_keys(['2022-03-01', '2022-03-02', '2022-03-03', '2022-03-04', '2022-03-06', '2022-03-08', '2022-03-10', '2022-03-11', '2022-03-12', '2022-03-13', '2022-03-14', '2022-03-15', '2022-03-17', '2022-03-18', '2022-03-19', '2022-03-22', '2022-03-20', '2022-03-21', '2022-03-23', '2022-03-24', '2022-03-27', '2022-03-28', '2022-03-29', '2022-03-31', '2022-04-03', '2022-04-01', '2022-04-04', '2022-04-05', '2022-04-06', '2022-04-08', '2022-04-11', '2022-04-09', '2022-04-10', '2022-04-12', '2022-04-13', '2022-04-16', '2022-04-17', '2022-04-19', '2022-04-18', '2022-04-20', '2022-04-21', '2022-04-24', '2022-04-25', '2022-04-27', '2022-04-28', '2022-04-30', '2022-05-02', '2022-05-03', '2022-05-04', '2022-05-05', '2022-05-06', '2022-05-08', '2022-05-09', '2022-05-07', '2022-05-12', '2022-05-11', '2022-05-14', '2022-05-13', '2022-05-15', '2022-05-16', '2022-05-18', '2022-05-19', '2022-05-20', '2022-05-21', '2022-05-22', '2022-05-23', '2022-05-26', '2022-05-25', '2022-05-24', '2022-05-27', '2022-05-28', '2022-05-29', '2022-05-30', '2022-05-31', '2022-06-02', '2022-06-04', '2022-06-03', '2022-06-05', '2022-06-07', '2022-06-09', '2022-06-08', '2022-06-10'])\n" ] } ] }, { "cell_type": "markdown", "source": [ "# 4. Data Exporting" ], "metadata": { "id": "J4RSb4Sbkg4e" } }, { "cell_type": "markdown", "source": [ "In this section, we export all of this data to formats compatible with popular scientific computing software (R, Excel, Google Sheets, Matlab). Specifically, we will first export to JSON, which can be read by R and Matlab. Then, we will export to CSV, which can be consumed by Excel, Google Sheets, and every other popular programming language.\n", "\n", "## Exporting to JSON (R, Matlab, etc.)\n", "\n", "Exporting to JSON is fairly simple. We export each datatype separately and also export a complete version that includes all simultaneously." ], "metadata": { "id": "HQ2sLgpxkida" } }, { "cell_type": "code", "source": [ "import json\n", "\n", "hrs = [data[k]['heart_rates'] for k in data.keys()]\n", "calories = [data[k]['calories'] for k in data.keys()]\n", "hr_avgs = [sum(data[k]['heart_rates']) / (data[k]['minutes'] * 60) for k in data.keys()]\n", "durations = [data[k]['minutes'] for k in data.keys()]\n", "\n", "json.dump(list(data.keys()), open(\"dates.json\", \"w\"))\n", "json.dump(calories, open(\"calories.json\", \"w\"))\n", "json.dump(hrs, open(\"hrs.json\", \"w\"))\n", "json.dump(hr_avgs, open(\"hr_avgs.json\", \"w\"))\n", "json.dump(durations, open(\"durations.json\", \"w\"))\n", "\n", "complete = {\n", " \"dates\": list(data.keys()),\n", " \"calories\": calories,\n", " \"hrs\": hrs,\n", " \"hr_avgs\": hr_avgs,\n", " \"durations\": durations,\n", "}\n", "\n", "\n", "json.dump(complete, open(\"complete.json\", \"w\"))" ], "metadata": { "id": "2Nq11IRgCHg4" }, "execution_count": 16, "outputs": [] }, { "cell_type": "markdown", "source": [ "## Exporting to CSV and XLSX (Excel, Google Sheets, R, Matlab, etc.)" ], "metadata": { "id": "y5Y6usmQkkMa" } }, { "cell_type": "markdown", "source": [ "Exporting to CSV/XLSX will require us to first process the data into a pandas dataframe format, which can then be converted into our desired file type.\n", "\n", "Here we will export three separate files: the first will contain heart rate data (labeled by date and time), and the second will contain daily summary data such as calories, average heart rate, and minutes (labeled by date). Additionally, we will make a third dataframe containing only heart rate data for one session (of your choice) to help us with further visualizations and analysis in the following sections of this notebook." ], "metadata": { "id": "napq1_OhuFLk" } }, { "cell_type": "code", "source": [ "import pandas as pd\n", "import numpy as np\n", "\n", "day = \"\" #@param {type: \"string\"}\n", "\n", "# set the day of interest automatically if not specified\n", "if day == \"\":\n", " for key in data.keys():\n", " df = pd.DataFrame(data[key]['heart_rates'],columns=['bpm'])\n", " heart_rts = list(df[\"bpm\"])\n", "\n", " fat_percent = np.count_nonzero(np.array(heart_rts) < 140) / len(heart_rts)\n", " fit_percent = int((1 - fat_percent )*100)\n", " fat_percent = int(fat_percent*100)\n", " if fit_percent != 0 and fat_percent != 0:\n", " day = key\n", " break\n" ], "metadata": { "id": "OCrw31Tco8OP" }, "execution_count": 17, "outputs": [] }, { "cell_type": "code", "source": [ "import pandas as pd\n", "from datetime import timedelta\n", "from datetime import datetime\n", "import numpy as np\n", "import copy\n", "\n", "# Third dataframe and list of dataframes:\n", "hr_df = None\n", "hr_dfs = []\n", "\n", "# 1. First dataframe\n", "# we initialize a variable all_df that will hold all the session data for this dataframe\n", "all_df = []\n", "sorted_keys = sorted(data.keys(), key=lambda x: pd.to_datetime(x))\n", "for key in sorted_keys:\n", " # determine duration of a workout\n", " duration = data[key]['minutes']*60\n", "\n", " # set the start time of every session to 0s\n", " start_time = timedelta(hours=0, minutes=0, seconds=0)\n", "\n", " # create times columns which is the series of seconds in the duration\n", " times = [str(start_time + timedelta(seconds=i)).zfill(8) for i in range(int(duration))]\n", " tdf = pd.DataFrame(zip(times,data[key]['heart_rates']),columns=['time','bpm'])\n", "\n", " # mapping is a function that will format the time to include the date of exercise\n", " mapping = lambda x: np.datetime64(key+ \" \" + x)\n", " tdf[\"time\"] = tdf[\"time\"].apply(mapping)\n", "\n", " # append the new dataframe for the session to the main dataframe\n", " # save the dataframe as hr_df which is our \"third\" dataframe\n", " if key == day:\n", " hr_df = tdf\n", "\n", " all_df.append(tdf)\n", " hr_dfs.append(copy.deepcopy(tdf))\n", "all_df = pd.concat(all_df)\n", "#print(\"DataFrame 1: All heart rates\")\n", "#display(all_df)\n", "\n", "# 2. Second dataframe\n", "df2 = []\n", "avg_rate = 0\n", "for key in data.keys():\n", " # calculate the average heart rate for this session\n", " avg_rate = sum(data[key]['heart_rates']) / (data[key]['minutes'] * 60)\n", "\n", " # append the new session summary to it\n", " tdf = pd.DataFrame([[key,data[key]['minutes'],data[key]['calories'], avg_rate]],columns=['day','minutes','calories', 'avg_rate'])\n", " df2.append(tdf)\n", "df2 = pd.concat(df2)\n", "#print(\"DataFrame 2: Summary Data\")\n", "#display(df2)\n", "\n", "# 3. Third dataframe\n", "print(\"DataFrame 3: Single session heart rate\")\n", "display(hr_df)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 441 }, "id": "C1PLFUnxpIB1", "outputId": "6f838ed6-ff79-4bac-a2bd-cac15176f5fd" }, "execution_count": 18, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "DataFrame 3: Single session heart rate\n" ] }, { "output_type": "display_data", "data": { "text/plain": [ " time bpm\n", "0 2022-03-02 00:00:00 82.093303\n", "1 2022-03-02 00:00:01 81.584621\n", "2 2022-03-02 00:00:02 82.469640\n", "3 2022-03-02 00:00:03 84.233853\n", "4 2022-03-02 00:00:04 84.571887\n", "... ... ...\n", "3295 2022-03-02 00:54:55 182.157029\n", "3296 2022-03-02 00:54:56 183.531295\n", "3297 2022-03-02 00:54:57 183.569614\n", "3298 2022-03-02 00:54:58 182.940630\n", "3299 2022-03-02 00:54:59 183.233492\n", "\n", "[3300 rows x 2 columns]" ], "text/html": [ "\n", "
\n", "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
timebpm
02022-03-02 00:00:0082.093303
12022-03-02 00:00:0181.584621
22022-03-02 00:00:0282.469640
32022-03-02 00:00:0384.233853
42022-03-02 00:00:0484.571887
.........
32952022-03-02 00:54:55182.157029
32962022-03-02 00:54:56183.531295
32972022-03-02 00:54:57183.569614
32982022-03-02 00:54:58182.940630
32992022-03-02 00:54:59183.233492
\n", "

3300 rows × 2 columns

\n", "
\n", "
\n", "\n", "
\n", " \n", "\n", " \n", "\n", " \n", "
\n", "\n", "\n", "
\n", " \n", "\n", "\n", "\n", " \n", "
\n", "
\n", "
\n" ], "application/vnd.google.colaboratory.intrinsic+json": { "type": "dataframe", "variable_name": "hr_df", "summary": "{\n \"name\": \"hr_df\",\n \"rows\": 3300,\n \"fields\": [\n {\n \"column\": \"time\",\n \"properties\": {\n \"dtype\": \"date\",\n \"min\": \"2022-03-02 00:00:00\",\n \"max\": \"2022-03-02 00:54:59\",\n \"num_unique_values\": 3300,\n \"samples\": [\n \"2022-03-02 00:00:52\",\n \"2022-03-02 00:11:19\",\n \"2022-03-02 00:20:53\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"bpm\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 27.034535160554952,\n \"min\": 81.58462117160332,\n \"max\": 191.2348734052539,\n \"num_unique_values\": 3300,\n \"samples\": [\n 87.1788331960853,\n 114.13511472751368,\n 131.13718050386058\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" } }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "With this, we have retrieved all the data we need! Now we can start visualizing our data." ], "metadata": { "id": "BPrYGNozklRc" } }, { "cell_type": "markdown", "source": [ "# 5. Adherence" ], "metadata": { "id": "Jb94Qa-EkoUL" } }, { "cell_type": "markdown", "source": [ "The device simulator already automatically randomly deletes exercise session data. In this section, we will simulate non-adherence over longer periods of time from the participant (day-level and week-level). Additionally, while unlikely, there is a potential for the heart rate monitor to fall off mid session and for the participant to not realize. We will simulate this as well.\n", "\n", "Then, we will detect these instances of non-adherence and give a Pandas DataFrame that concisely describes when the participant has had their device on and off throughout the entirety of the time period, allowing you to calculate how long they've had it on/off etc.\n", "\n", "We will simulate non-adherence by deleting or inserting 0s (indicating sensor removal) from a certain % of blocks either at the day level or week level, with user input." ], "metadata": { "id": "GE8KLnClkqUF" } }, { "cell_type": "code", "source": [ "#@title Non-adherence simulation\n", "block_level = \"day\" #@param [\"day\",\"week\"]\n", "adherence_percent = 0.65 #@param {type:\"slider\", min:0, max:1, step:0.01}" ], "metadata": { "id": "3H6yE3M9LDAt" }, "execution_count": 19, "outputs": [] }, { "cell_type": "code", "source": [ "import numpy as np\n", "import pandas as pd\n", "from datetime import datetime\n", "import copy\n", "import random\n", "\n", "if block_level == \"day\":\n", " block_length = 1\n", "elif block_level == \"week\":\n", " block_length = 7\n", "\n", "dates = np.array(list(data.keys()))\n", "\n", "num_blocks = len(dates) // block_length\n", "\n", "num_blocks_to_remove = int((1-adherence_percent) * num_blocks)\n", "\n", "remove = np.random.choice(dates, replace=False, size=num_blocks_to_remove)\n", "\n", "adhered_data = copy.deepcopy(data)\n", "adhered_dates = copy.deepcopy(list(data.keys()))\n", "\n", "for key in remove:\n", " # some non-adherence will be completely removed data sessions\n", " if np.random.rand() < 0.8:\n", " adhered_data.pop(key)\n", " adhered_dates.remove(key)\n", " # other non-adherence may be because the device stopped recording data part way through the session\n", " else:\n", " adhered_data[key]['heart_rates'] += (list(np.zeros(100)))" ], "metadata": { "id": "Lcca-gVYLGhM" }, "execution_count": 20, "outputs": [] }, { "cell_type": "markdown", "source": [ "And now we have significantly fewer datapoints! This will give us a more realistic situation, where participants may not use their device for days or weeks at a time.\n", "\n", "If you would like to see exactly how many points fewer, run the following cell:" ], "metadata": { "id": "iIq8ykO9a-kV" } }, { "cell_type": "code", "source": [ "print(f'From the original {len(data.keys())} datapoints, we\\'ve removed {len(data.keys())-len(adhered_data.keys())} of them!')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "kn_iqu6tbD1d", "outputId": "30b537fb-e56c-4c0e-c022-0f2f422e7563" }, "execution_count": 21, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "From the original 82 datapoints, we've removed 21 of them!\n" ] } ] }, { "cell_type": "markdown", "source": [ "\n", "\n", "Now let's detect non-adherence. We will plot the days when the participant uses the watch and when they do not, as well as the days where they record complete sessions (i.e. they do not remove the sensor partway through their session)." ], "metadata": { "id": "19UWOHz3LKgx" } }, { "cell_type": "code", "source": [ "import matplotlib.pyplot as plt\n", "from datetime import datetime\n", "import pandas as pd\n", "\n", "datelist = pd.date_range(start_date, end_date)\n", "is_wearing = []\n", "\n", "for date in datelist:\n", " day = datetime.strftime(date, \"%Y-%m-%d\")\n", " if day in adhered_dates:\n", " if 0.0 in adhered_data[day]['heart_rates']:\n", " is_wearing.append(0)\n", " else:\n", " is_wearing.append(1)\n", " else:\n", " is_wearing.append(0)\n", "\n", "plt.figure(figsize=(12, 6));\n", "plt.plot(datelist,is_wearing,drawstyle=\"steps-mid\");" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 522 }, "id": "EsbyjGsmLJve", "outputId": "fdcc051b-f959-453c-f2b7-076a26206347" }, "execution_count": 22, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# 6. Visualization" ], "metadata": { "id": "hxZ9ywvNksRX" } }, { "cell_type": "markdown", "source": [ "We've extracted lots of data, but what does it look like?\n", "\n", "In this section, we will be visualizing our three kinds of data in a simple, customizable plot! This plot is intended to provide a starter example for plotting, whereas later examples emphasize deep control and aesthetics.\n", "\n", "First, run the below cell ONCE and select a date option from the dropdown. Then, run the graph cell." ], "metadata": { "id": "VHjSEZbjkuBY" } }, { "cell_type": "code", "source": [ "#@title Choose a date!\n", "import ipywidgets as widgets\n", "date_list = list(data.keys())\n", "date_picker = widgets.Dropdown(options=date_list, value=date_list[0])\n", "\n", "display(date_picker)" ], "metadata": { "cellView": "form", "colab": { "base_uri": "https://localhost:8080/", "height": 49, "referenced_widgets": [ "668ad210292048e39878708e89c5ecfb", "10fe8a4cf1114d55a2eb4f8b9cd9c445", "561cef1319b4465c833ff68158e663a7" ] }, "id": "qjfmZcmMrm_1", "outputId": "ab8a39fb-f0ee-47ff-d022-0c1cc6af3d00" }, "execution_count": 23, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Dropdown(options=('2022-03-01', '2022-03-02', '2022-03-03', '2022-03-04', '2022-03-06', '2022-03-08', '2022-03…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "668ad210292048e39878708e89c5ecfb" } }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "#@title Basic Plot\n", "feature = \"heart rate\" #@param [\"heart rate\", \"average heart rate\", \"calories\"]\n", "#start_date = \"2023-05-10\" #@param {type:\"date\"}\n", "time_interval = \"one week\" #@param [\"one day\", \"one week\", \"full time\"]\n", "smoothness = 0.05 #@param {type:\"slider\", min:0, max:1, step:0.01}\n", "smooth_plot = True #@param {type:\"boolean\"}\n", "\n", "from scipy.special import y0\n", "import matplotlib.dates as mdates\n", "import matplotlib.pyplot as plt\n", "from datetime import datetime, timedelta\n", "import pandas as pd\n", "from scipy.ndimage import gaussian_filter1d\n", "\n", "start_date = date_picker.value\n", "\n", "if time_interval == \"one day\":\n", " datelist = pd.date_range(start_date, periods=1)\n", "elif time_interval == \"one week\":\n", " datelist = pd.date_range(start_date, periods=7)\n", "elif time_interval == \"full time\":\n", " datelist = pd.date_range(start_date, end_date)\n", "\n", "plt.figure(figsize=(11,7))\n", "\n", "for d in datelist:\n", " end = d + timedelta(days=1)\n", " start = d\n", "\n", " if feature == \"heart rate\":\n", " tempdf = all_df[all_df[\"time\"].map(lambda x: datetime.strptime(datetime.strftime(x,\"%Y-%m-%d\"),\"%Y-%m-%d\") >= start and datetime.strptime(datetime.strftime(x,\"%Y-%m-%d\"),\"%Y-%m-%d\") < end)]\n", " y = tempdf[\"bpm\"]\n", " x = list(range(len(y)))#tempdf[\"time\"]\n", " sigma = 200*smoothness\n", " elif feature == \"average heart rate\":\n", " tempdf = df2[df2[\"day\"].map(lambda x: datetime.strptime(x,\"%Y-%m-%d\") <= end and datetime.strptime(x,\"%Y-%m-%d\") >= start)]\n", " y = tempdf[\"avg_rate\"]\n", " x = tempdf[\"day\"]\n", " sigma = 5*smoothness\n", " elif feature == \"calories\":\n", " tempdf = df2[df2[\"day\"].map(lambda x: datetime.strptime(x,\"%Y-%m-%d\") <= end and datetime.strptime(x,\"%Y-%m-%d\") >= start)]\n", " y = tempdf[\"calories\"]\n", " x = tempdf[\"day\"]\n", " sigma = 5*smoothness\n", "\n", " if smooth_plot:\n", " y = list(gaussian_filter1d(y, sigma=sigma))\n", "\n", " if feature == \"heart rate\" and len(x):\n", " plt.plot(x, y, label=datetime.strftime(start,'%Y-%m-%d'))\n", " else:\n", " plt.bar(x,y)\n", "\n", "title_fillin = feature\n", "if time_interval == \"one day\":\n", " plt.title(f\"{title_fillin} on {start_date}\",fontsize=20)\n", "else:\n", " plt.title(f\"{title_fillin} from {start_date} to {datetime.strftime(end,'%Y-%m-%d')}\",fontsize=20)\n", "plt.xlabel(\"Time\")\n", "plt.ylabel(title_fillin)\n", "\n", "plt.legend(loc=0)" ], "metadata": { "id": "HVY-XWv1V3Wu", "outputId": "6584f635-cddf-4e0a-a01d-9b8f84c33609", "colab": { "base_uri": "https://localhost:8080/", "height": 666 }, "cellView": "form" }, "execution_count": 24, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "" ] }, "metadata": {}, "execution_count": 24 }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "This plot allows you to quickly scan various sessions of your data and for different kinds of measurements (heart rate, average heart rate, and calories), which enables easy and fast data exploration." ], "metadata": { "id": "t8lnpyqNuPgI" } }, { "cell_type": "markdown", "source": [ "# 6A. Graphing HRV data using EliteHRV" ], "metadata": { "id": "oZU_2Y4YOOYh" } }, { "cell_type": "markdown", "source": [ "If you also have an EliteHRV account set up and data stored in EliteHRV, here's how you can visualize the HRV data!\n", "\n", "We first start with our raw RR data which EliteHRV allows us to collect. Let's collect everything into the same dataframe." ], "metadata": { "id": "K7mopu2BOT37" } }, { "cell_type": "code", "source": [ "all_hrv = []\n", "for key in rr_data.keys():\n", " # set the start time of every session to 0s\n", " start_time = timedelta(hours=0, minutes=0, seconds=0)\n", " # create times columns which is the series of seconds in the duration\n", " times = [str(start_time + timedelta(seconds=i)).zfill(8) for i in range(len(rr_data[key][\"time\"]))]\n", " tdf = pd.DataFrame(zip(times,rr_data[key]['rr']),columns=['time','rr'])\n", "\n", " # mapping is a function that will format the time to include the date of exercise\n", " mapping = lambda x: np.datetime64(key+ \" \" + x)\n", " tdf[\"time\"] = tdf[\"time\"].apply(mapping)\n", "\n", "\n", " all_hrv.append(tdf)\n", "all_hrv = pd.concat(all_hrv)\n" ], "metadata": { "id": "mT2iTMOOieQh" }, "execution_count": 25, "outputs": [] }, { "cell_type": "markdown", "source": [ "The RR intervals must be processed to become the HRV data, and there are many ways to do this. Here, we choose a common method: RMSSD (Root mean square standard deviation) for HRV calculation. Let's write a function for calculating the HRV:" ], "metadata": { "id": "Ts1flVGKkmwm" } }, { "cell_type": "code", "source": [ "import numpy as np\n", "\n", "# rr intervals in milliseconds\n", "# gets Hrv list calculated from RMSSD (Root mean square standard deviation)\n", "def toHrv(rr):\n", " # gets the HRV around so me window of rr\n", " window = 150\n", " l = 0\n", " ps = 0\n", " hrv = []\n", " for i in range(len(rr)-1):\n", " if i-l > window:\n", " ps -= (rr[l+1] - rr[l])\n", " l += 1\n", " ps += rr[i+1]-rr[i]\n", "\n", " hrv.append(np.sqrt(np.square(ps)/(i-l+1)))\n", " return hrv\n", "\n", "hrvr = toHrv(list(all_hrv[\"rr\"]))" ], "metadata": { "id": "Miy5UNMnOUTy" }, "execution_count": 26, "outputs": [] }, { "cell_type": "markdown", "source": [ "Now we can plot the HRV data much like we have done for our other data!\n", "\n", "**NOTE:** The example data plotted here displays synthetic data generated using Wearipedia, simulating HRV during intense exercise. Hence the data may seem unnaturally low. Feel free to plug in your own data to see a more accurate graph!" ], "metadata": { "id": "vzZTMH49O1AD" } }, { "cell_type": "code", "source": [ "#@title Choose a date!\n", "import ipywidgets as widgets\n", "date_list = list(rr_data.keys())\n", "date_picker = widgets.Dropdown(options=date_list, value=date_list[0])\n", "\n", "display(date_picker)" ], "metadata": { "cellView": "form", "colab": { "base_uri": "https://localhost:8080/", "height": 49, "referenced_widgets": [ "4c1ddbc921434d5492f7b7b796cb5e0d", "edfc75327d8f4d04b152b0a8ca8f54c8", "e09ae9facb4e4c8ab79aadf536e15477" ] }, "id": "AfTCk-CccChd", "outputId": "5ffb7240-774a-4e29-f352-fb0a38ea1b4b" }, "execution_count": 27, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "Dropdown(options=('2022-03-02', '2022-03-01', '2022-03-03', '2022-03-04', '2022-03-06', '2022-03-08', '2022-03…" ], "application/vnd.jupyter.widget-view+json": { "version_major": 2, "version_minor": 0, "model_id": "4c1ddbc921434d5492f7b7b796cb5e0d" } }, "metadata": {} } ] }, { "cell_type": "code", "source": [ "#@title Basic Plot\n", "feature = \"HRV\"\n", "#start_date = \"2023-05-10\" #@param {type:\"date\"}\n", "time_interval = \"one week\" #@param [\"one day\", \"one week\", \"full time\"]\n", "smoothness = 0.02 #@param {type:\"slider\", min:0, max:1, step:0.01}\n", "smooth_plot = True #@param {type:\"boolean\"}\n", "\n", "from scipy.special import y0\n", "import matplotlib.dates as mdates\n", "import matplotlib.pyplot as plt\n", "from datetime import datetime, timedelta\n", "import pandas as pd\n", "from scipy.ndimage import gaussian_filter1d\n", "\n", "start_date = date_picker.value\n", "\n", "if time_interval == \"one day\":\n", " datelist = pd.date_range(start_date, periods=1)\n", "elif time_interval == \"one week\":\n", " datelist = pd.date_range(start_date, periods=7)\n", "elif time_interval == \"full time\":\n", " datelist = pd.date_range(start_date, end_date)\n", "\n", "plt.figure(figsize=(11,7))\n", "#plt.ylim(0,30)\n", "\n", "for d in datelist:\n", " end = d + timedelta(days=1)\n", " start = d\n", "\n", " tempdf = all_hrv[all_hrv[\"time\"].map(lambda x: datetime.strptime(datetime.strftime(x,\"%Y-%m-%d\"),\"%Y-%m-%d\") >= start and datetime.strptime(datetime.strftime(x,\"%Y-%m-%d\"),\"%Y-%m-%d\") < end)]\n", " y = toHrv(list(tempdf[\"rr\"]))\n", " x = list(range(len(y))) #tempdf[\"time\"]\n", " sigma = 200*smoothness\n", "\n", " if smooth_plot:\n", " y = list(gaussian_filter1d(y, sigma=sigma))\n", " if len(x):\n", " plt.plot(x, y, label=datetime.strftime(start,'%Y-%m-%d'))\n", "\n", "plt.xlabel(\"Time\");\n", "plt.ylabel(\"HRV\");\n", "plt.legend(loc=0);" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 619 }, "id": "IjWfEtS-S1on", "outputId": "bd8a9fa7-a038-40d7-e71b-f6d456f695d2", "cellView": "form" }, "execution_count": 28, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# 7. Advanced Visualization" ], "metadata": { "id": "r2KBMBCzkwGW" } }, { "cell_type": "markdown", "source": [ "## 7.1 Continuous Heart Rate Graph" ], "metadata": { "id": "d_of8Q3Kk2o2" } }, { "cell_type": "markdown", "source": [ "One of the graphs that you see after checking on a training session on the polar flow website is this continuous heart rate chart." ], "metadata": { "id": "OBldnoByudZ_" } }, { "cell_type": "markdown", "source": [ "" ], "metadata": { "id": "dbVI4KR-vUny" } }, { "cell_type": "markdown", "source": [ "This plot shows the continuous heart rate data recorded by the H10 monitor throughout the participant's workout session. This graph adds visual separation to heart rate records under and over 140 bpm. This is helpful because at lower exercise intensities, more fat calories are burned, whereas at high intensities more carbohydrate calories are burned.\n", "\n", "To begin plotting this chart, we want to extract the heart rates and put them into a list so they can be easily read by our plotting utility matplotlib." ], "metadata": { "id": "rtLPxkQdwHs6" } }, { "cell_type": "code", "source": [ "import pandas as pd\n", "\n", "heart_rts = list(hr_df[\"bpm\"])\n", "#we must add in '2000-01-10' as a dummy date to help with formatting concerns\n", "times = list(hr_df[\"time\"])" ], "metadata": { "id": "-bJRcCbtipgv" }, "execution_count": 29, "outputs": [] }, { "cell_type": "markdown", "source": [ "We will now graph this using the matplotlib [line plot](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.plot.html) function, which will give us the base graph, after which we can focus on aesthetics." ], "metadata": { "id": "ia_-pygZ9oMB" } }, { "cell_type": "code", "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import seaborn as sns\n", "import matplotlib.dates as mdates\n", "from datetime import timedelta\n", "\n", "sns.set_style(\"whitegrid\")\n", "fig, ax = plt.subplots(figsize=(15,5))\n", "ax.set_facecolor('#f2f2f2')\n", "\n", "ax = plt.gca()\n", "plt.plot(times, heart_rts, color='#e71735')\n", "\n", "#set x axis values\n", "xts = np.arange(min(times), max(times), timedelta(minutes=10))\n", "ax.set_xticks(xts)\n", "ax.set_xticklabels(xts)\n", "ax.xaxis.set_major_formatter(mdates.DateFormatter('%H:%M:%S'))\n", "\n", "#set left y axis\n", "yts = [0,140,240]\n", "ax.set_yticks(yts)\n", "\n", "#ax.set_yscale('function', functions=(forward,inverse))\n", "ax.axhspan(0, 140, facecolor='#ecaec4', alpha=0.5)\n", "ax.axhspan(140, 240, facecolor='#c7c7c7', alpha=0.6)\n", "ax.fill_between(times[:int(len(times)/50)], 0, 140, color='#b5164b', alpha=1)\n", "ax.fill_between(times[:int(len(times)/50)], 140, 240, color='#636363', alpha=1)\n", "\n", "#cut off the edges\n", "plt.xlim(times[0], times[len(times)-1]);" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 445 }, "id": "DJWzDFw7iq73", "outputId": "10909244-c33e-48fe-fd9d-719db44a68b4" }, "execution_count": 30, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "This plot is important because it shows us the heart rate of the participant for each second, giving us a detailed look at a particular workout session. Also, the red and gray zones allow us to quickly identify the level of vigor at which the user exercised." ], "metadata": { "id": "W3hnezuj9sCn" } }, { "cell_type": "markdown", "source": [ "## 7.2 Visualizing Participants Fit/Fat Percents" ], "metadata": { "id": "KofJkfFMk8So" } }, { "cell_type": "markdown", "source": [ "What if we want a quantitative measure of vigor for a participant's exercise session? Polar's website displays just this in the following chart." ], "metadata": { "id": "HAAkAb4299Oy" } }, { "cell_type": "markdown", "source": [ "" ], "metadata": { "id": "mgukxH9HvfC3" } }, { "cell_type": "markdown", "source": [ "This chart shows the percent of the exercise in which the participant exercised at high intensity (fit) and the percent spent in low intensity exercise (fat).\n", "\n", "We will need to first extract the percent of time spent in each zone. Since polar defines low intensity as being below 140 bpm and high intensity being above, we can use our heart rate data to determine this information." ], "metadata": { "id": "gww-1mJO-LMb" } }, { "cell_type": "code", "source": [ "import pandas as pd\n", "\n", "heart_rts = list(hr_df[\"bpm\"])\n", "\n", "fat_percent = np.count_nonzero(np.array(heart_rts) < 140) / len(heart_rts)\n", "fit_percent = int((1 - fat_percent )*100)\n", "fat_percent = int(fat_percent*100)\n", "\n", "ranges = [0, 140, 240]\n", "z1 = hr_df.groupby(pd.cut(hr_df.bpm, ranges), as_index=False).count()\n", "z2 = pd.to_datetime(z1['bpm'], unit='s')\n", "z2 = pd.DataFrame(z2.dt.strftime('%H:%M:%S'))\n", "display(z2['bpm'])" ], "metadata": { "id": "ruANHNzQ2DcM", "colab": { "base_uri": "https://localhost:8080/", "height": 69 }, "outputId": "2e62ec78-092a-4cf2-a5fe-373460855b83" }, "execution_count": 31, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "0 00:31:58\n", "1 00:23:02\n", "Name: bpm, dtype: object" ] }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "z2 is exactly the heart rate zone data, as we wanted. Now we want to set up two more python arrays that we will use as the y-axis labels, shown here. This data is already available in our z2 series, so we can extract them as necessary." ], "metadata": { "id": "fzdNTQEs_PuD" } }, { "cell_type": "code", "source": [ "zones = ['1','2']\n", "times = [e for e in z1['bpm']][::-1]\n", "time_labels = [e for e in z2['bpm']]" ], "metadata": { "id": "Z8iMaMjt2-Xt" }, "execution_count": 32, "outputs": [] }, { "cell_type": "markdown", "source": [ "The zones array will be the left side y-axis label, and the times will be the actual data. We can place these in a pandas dataframe so it will be easier to plot using the python matplotlib library." ], "metadata": { "id": "HzDz_To4_T2r" } }, { "cell_type": "code", "source": [ "import pandas as pd\n", "\n", "d = {\"zones\":zones, \"times\": times}\n", "df1 = pd.DataFrame(data=d)\n", "df1.set_index('zones', inplace=True)" ], "metadata": { "id": "x8S_Ha563q_8" }, "execution_count": 33, "outputs": [] }, { "cell_type": "markdown", "source": [ "And now we can finally plot the data. We will be using the [horizontal bar plot](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.barh.html) from matplotlib, barh. Since we already have the data we need, we can use barh to directly plot the necessary bars, after which we can apply our desired styling to make the graph look like the one pictured." ], "metadata": { "id": "BwINR-L8_YZe" } }, { "cell_type": "code", "source": [ "from matplotlib import pyplot as plt, patches\n", "import seaborn as sns\n", "\n", "sns.set_theme(style=\"dark\")\n", "fig1, ax = plt.subplots(figsize=(8,6))\n", "clrs = [\"#636363\", \"#b5164b\"] #colors array for the zones\n", "\n", "#plot the base graph\n", "plt. margins(y=0)\n", "plt.xlim(0, sum(i for i in df1[\"times\"])) #this sets the graph to have its width equal to the total session time\n", "bar1 = ax.barh(df1.index[::-1], df1[\"times\"][::-1], align=\"center\", height=1., color = clrs[::-1]) #plot the bar graph\n", "plt.xticks(color='w') #hide the x tick labels\n", "plt.yticks(color='w')\n", "ax.tick_params(axis='both', labelsize=25, pad=12.5)\n", "\n", "# Adding the times for each zone\n", "for i in range(len(time_labels)):\n", " plt.text(1.,0.3 + 0.35*i,time_labels[i],fontsize=18,transform=fig1.transFigure,\n", " horizontalalignment='center', weight=300, color=\"gray\")\n", "\n", "# Adding the labels for each zone\n", "plt.text(.2,0.35,\"Fat\",color=\"white\", fontsize=18,transform=fig1.transFigure,\n", " horizontalalignment='center', weight=300)\n", "plt.text(.2175,0.25, str(fat_percent)+\" %\",color=\"white\", fontsize=18,transform=fig1.transFigure,\n", " horizontalalignment='center', weight=300)\n", "\n", "plt.text(.2,0.725,\"Fit\",color=\"white\", fontsize=18,transform=fig1.transFigure,\n", " horizontalalignment='center', weight=300)\n", "plt.text(.2175,0.625, str(fit_percent)+\" %\",color=\"white\", fontsize=18,transform=fig1.transFigure,\n", " horizontalalignment='center', weight=300)\n", "\n", "#set grid lines separating bars\n", "ax.set_yticks([0.5], minor=True)\n", "ax.yaxis.grid(True, which='minor')" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 558 }, "id": "OTKEdK9K3v0o", "outputId": "efb84b81-ea0e-46b6-96d1-7b1fe1ecb2c0" }, "execution_count": 34, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "This plot is important because it gives us a quick way to understand the general distribution of activity levels throughout a participant's exercise session, and can display how vigorous the exercise session was." ], "metadata": { "id": "Q7SzDSiDBR43" } }, { "cell_type": "markdown", "source": [ "# 7.3 Session Histogram" ], "metadata": { "id": "jUXAhJaf8pMt" } }, { "cell_type": "markdown", "source": [ "Another graph that polar displays is a bar chart showing the duration of exercise sessions throughout the past thirty days along with a plot of the average heart rates per session." ], "metadata": { "id": "n1RPDi7mBJsy" } }, { "cell_type": "markdown", "source": [ "\n", "" ], "metadata": { "id": "fLHKfAZYBL1J" } }, { "cell_type": "markdown", "source": [ "To start we want to extract the necessary data. This will include:\n", "\n", "\n", "* Dates of exercises\n", "* Durations of each exercise\n", "* Average heart rates of each exercise\n", "\n" ], "metadata": { "id": "iRrNAOW4BNnI" } }, { "cell_type": "code", "source": [ "import pandas as pd\n", "import numpy as np\n", "from datetime import datetime\n", "\n", "df4 = df2\n", "if len(data.keys()) == 1:\n", " for i in range(1,30):\n", " tdf = pd.DataFrame([[(pd.Timestamp(list(data.keys())[0])+pd.DateOffset(days=1*i)).strftime('%Y-%m-%d'),0,0, avg_rate]],columns=['day','minutes','calories', 'avg_rate'])\n", " df4 = df4.append(tdf)\n", "\n", "durations = []\n", "avg_rates = []\n", "dates = []\n", "day_array = list(df4['day'])\n", "rate_array = list(df4['avg_rate'])\n", "duration_array = list(df4['minutes'])\n", "for i in range(len(df4['day'])):\n", "\n", " if datetime.strptime(day_array[i],'%Y-%M-%d') < (datetime.strptime(start_date,'%Y-%M-%d') + timedelta(days=30)) and datetime.strptime(day_array[i],'%Y-%M-%d') >= datetime.strptime(start_date,'%Y-%M-%d'):\n", " dates.append(np.datetime64(day_array[i]))\n", " durations.append(duration_array[i]*60000)\n", " avg_rates.append(rate_array[i])\n", "\n", "c = sorted(dates, key=lambda x: x)\n", "s = dates[0]\n", "dates = []\n", "for d in c:\n", " if d > (s+np.timedelta64(30,'D')):\n", " break\n", " else:\n", " dates.append(d)\n", "dates = dates[:30] # we will only plot a month of data just like in the original" ], "metadata": { "id": "lLYzJE6xnlPg" }, "execution_count": 35, "outputs": [] }, { "cell_type": "markdown", "source": [ "Now that we have everything we need, we can move on to plotting the graph!\n", "\n", "To do this we will start by plotting a [matplotlib bar graph](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.bar.html), which will represent the durations of each exercise. Then we will overlay this plot with a second graph, the [matplotlib line plot](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.plot.html). This is all we need for the base graph!\n", "\n", "All that remains after is to add the necessary styling to achieve the graph pictured above." ], "metadata": { "id": "qJC_x9ctD7Ip" } }, { "cell_type": "code", "source": [ "import seaborn as sns\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import matplotlib.dates as mdates\n", "from matplotlib.ticker import AutoMinorLocator\n", "import copy\n", "import pandas as pd\n", "import warnings\n", "\n", "# ignore unecessary warnings\n", "warnings.filterwarnings(\"ignore\")\n", "#set the style of the plot, initialize it\n", "sns.set_style(\"whitegrid\")\n", "fig, ax = plt.subplots(figsize=(21,7)) # 24, 8\n", "ax.set_facecolor('#f2f2f2')\n", "\n", "#before we begin, we need to add in a buffer at either end of the data so we can extend the graph\n", "rbound = np.datetime64((pd.Timestamp(dates[len(dates)-1])).strftime('%Y-%m-%d'))\n", "lbound = np.datetime64((pd.Timestamp(dates[0]) - pd.DateOffset(days=1)).strftime('%Y-%m-%d'))\n", "xdates = list(pd.date_range(start=lbound, end=rbound))\n", "xdates.append(xdates[len(xdates)-1])\n", "\n", "gridticks = copy.deepcopy(xdates)\n", "xdates += list(np.array(xdates) - timedelta(hours=12))\n", "xdates = sorted(xdates, key=lambda x: x) # check\n", "\n", "#process and fill our data arrays so that they match dimensions of x axis\n", "points = {np.datetime64(datetime.strftime(pd.to_datetime(date), '%Y-%m-%d')):(avg_rate,duration) for date, avg_rate, duration in zip(dates,avg_rates,durations)}\n", "\n", "data1 = []\n", "data2 = {}\n", "for i in range(len(xdates)):\n", " cdate = np.datetime64(datetime.strftime(xdates[i],'%Y-%m-%d'))\n", " if i == 0:\n", " added = points[np.datetime64(datetime.strftime(xdates[3],'%Y-%m-%d'))][0]\n", " # if even (is artifical)\n", " if pd.Timestamp(xdates[i]).hour == 12:\n", " data1.append(added)\n", " continue\n", " if cdate in points:\n", " added = points[cdate][0]\n", " data1.append(added)\n", " data2[cdate] = points[cdate][1]/3600000\n", " else:\n", " data1.append(added)\n", " data2[cdate] = 0\n", "plt.xticks(rotation=45)\n", "ax2 = ax.twinx()\n", "\n", "#plot the bar graph\n", "ax.bar(data2.keys(),data2.values(), color ='#e71735', width=0.30)\n", "ax.set_yticklabels(np.arange(0, 2., 0.5), weight='light')\n", "ax.set_yticks(np.arange(0, 2., 0.5)) # 2nd param was: max(data2.values())+0.5 for adaptability\n", "\n", "#plot the average heart rate\n", "plt.plot(xdates, data1, color='#e71735', linestyle='dashed')\n", "plt.xticks(gridticks)\n", "ax.set_xticklabels(gridticks, weight='light')\n", "ax.xaxis.set_major_formatter(mdates.DateFormatter('%m-%d'))\n", "\n", "#clip the graph ends to get our desired look\n", "axis = plt.axis()\n", "plt.xlim(xdates[0], xdates[len(xdates)-2])\n", "ax2.yaxis.grid(False)\n", "ax2.set_yticks(np.arange(50,200,25))\n", "ax2.set_yticklabels(np.arange(50, 200, 25), weight='light')\n", "\n", "# shift grid lines so they are in between dates\n", "gridticks = np.array(gridticks) - timedelta(hours=12)\n", "ax.set_xticks(gridticks, minor=True)\n", "ax.xaxis.grid(False)\n", "ax.grid(which='minor')\n", "ax.tick_params(axis='x', length=10, which='minor')\n", "\n", "#hide ticks\n", "ax2.tick_params(axis='y', length=0)\n", "ax.tick_params(axis='y', length=0)" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 559 }, "id": "XwQDVENUnps8", "outputId": "0751fbf5-3872-4cfc-a016-0ea178b5a5bd" }, "execution_count": 36, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "This plot is important because it shows us whether the participant wore the monitor and how long they wore the monitor each day. Additionally, their average heart rate throughout the session can be a basic indicator of the intensity of their exercises." ], "metadata": { "id": "Hb0BCPz9BTCX" } }, { "cell_type": "markdown", "source": [ "# 8. Outlier Detection and Data Cleaning" ], "metadata": { "id": "wbFXm-8k5uqU" } }, { "cell_type": "markdown", "source": [ "**NOTICE:** If you are using synthetically generated data, the analyses may yield unintuitive results due to the randomly generated nature of the data" ], "metadata": { "id": "RI23PD1z5xDM" } }, { "cell_type": "markdown", "source": [ "In this section, we will detect outliers in our extracted data.\n", "\n", "Since there are currently no outliers (by construction, since it is simulated to have none), we will manually inject a couple into our general sessions dataframe (the method for finding outliers here will work for any heart rate dataframe)." ], "metadata": { "id": "UkugEFLM5zzH" } }, { "cell_type": "code", "source": [ "import pandas as pd\n", "import copy\n", "\n", "outliers = pd.DataFrame({'time': ['01:11:52', '01:11:53'], 'bpm': [240, 20]})\n", "#hr = pd.concat([hr_df, pd.DataFrame(outliers)],ignore_index=True)\n", "\n", "hr = copy.deepcopy(hr_df)\n", "random_indices = np.random.randint(0, len(hr), size=len(outliers))\n", "# Insert each entry of the outliers dataframe at random indices in the larger dataframe\n", "for i, row in outliers.iterrows():\n", " nrow = pd.DataFrame([row])\n", " hr = pd.concat([hr.iloc[:random_indices[i]], nrow, hr.iloc[random_indices[i]:]], ignore_index = True)" ], "metadata": { "id": "0i_9a9--5zT3" }, "execution_count": 37, "outputs": [] }, { "cell_type": "markdown", "source": [ "Now there are many known methods for finding outliers, but here we will use the z-score as a filter for finding them.\n", "\n", "The formula for the z-score is\n", "\n", "\n", "```\n", "Z = (data point - mean of data set) / standard deviation\n", "```\n", "We will compute this formula on every data point in our data set, giving us a massive list of z-score values.\n", "\n", "What the z score tells us is how far, in terms of standard deviations, any one data point is from the mean. In statistics, data points at increasing standard deviations away from the mean are less likely to occur. This means that the greater our z-score, the more unlikely for the data point to be real.\n", "\n", "We can decide what distance from the mean constitutes an outlier by setting the **threshold** value, so if a data point's z-score is above that threshold we might guess it to be an outlier.\n", "\n", "One intuitive idea is that the heart rate should not vary too much from one second to the next. To capitalize on this, we can improve our analysis by first calculating the distance each heart rate sample is away from neighboring heart rate samples. We can then use the z-scores to determine which heart rates differ from their neighbors by an unusually large margin. These will likely be our outliers." ], "metadata": { "id": "j9QDFvrO54q4" } }, { "cell_type": "code", "source": [ "import math\n", "import pandas as pd\n", "\n", "nx = hr[\"bpm\"]\n", "\n", "distances = []\n", "\n", "f = lambda x: x**2\n", "\n", "#take the current count, subtract it by the points to its left and right some distance, then\n", "#square each of these differences, add, then sqrt\n", "for l1, l2, m, r1, r2 in zip(nx[:-4],nx[1:-3],nx[2:-2],nx[3:-1],nx[4:]):\n", " difference = math.sqrt(f(m-l1)+f(m-l2)+f(m-r1)+f(m-r2))\n", " distances.append(difference)" ], "metadata": { "id": "y3Vjy0QB56Vk" }, "execution_count": 38, "outputs": [] }, { "cell_type": "markdown", "source": [ "Now we can calculate our z-scores for the heart rate data in one training session, and identify those data points that seem like outliers. Luckily, we can save some time by using the [z-score function](https://docs.scipy.org/doc/scipy/reference/generated/scipy.stats.zscore.html) from scipy's statistics library, which will give us a z-score calculation for all data points." ], "metadata": { "id": "TqejpFIT57Ne" } }, { "cell_type": "code", "source": [ "from scipy import stats\n", "import pandas as pd\n", "import numpy as np\n", "\n", "threshold = 3 #@param{type: \"number\"}\n", "z_scores = np.abs(stats.zscore(nx))\n", "hr['z'] = z_scores\n", "outliers = hr.loc[hr['z'] > threshold]\n", "print(hr.loc[hr['z'] > threshold])\n", "\n", "cx = list(hr[\"bpm\"].values)\n", "for idx in hr.index[hr['z'] > threshold].tolist():\n", " vals = cx[idx-3:idx-2]+cx[idx-2:idx-1]+cx[idx+1:idx+2]+cx[idx+2:idx+3]\n", " mean_val = np.mean(vals)\n", " hr.loc[idx, 'bpm'] = mean_val" ], "metadata": { "id": "Syan09k15866", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "286a1c4e-2348-4265-de5f-18ca7dd9ea4a" }, "execution_count": 39, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ " time bpm z\n", "1952 01:11:52 240.0 3.712764\n", "2384 01:11:53 20.0 4.387843\n" ] } ] }, { "cell_type": "markdown", "source": [ "It looks like the code was able to successfully identify the two outliers!\n", "\n", "We can also visualize the two outliers by locating them in a graph of the heart rates. Run the cell below to check it out!" ], "metadata": { "id": "PhwHoP0B5-Yc" } }, { "cell_type": "code", "source": [ "# Plot HR data with conditional outliers highlighted (Plot adapted from the Biostrap notebook: https://colab.research.google.com/github/Stanford-Health/wearable-notebooks/blob/main/notebooks/biostrap_evo.ipynb#scrollTo=ysL4wqBcGC7j)\n", "plt.figure(figsize=(10, 6))\n", "plt.plot(hr['bpm'], label='BPM data', alpha=0.7)\n", "plt.scatter(outliers.index, outliers['bpm'], color='r', label='Conditional Outliers')\n", "plt.legend()\n", "plt.title('BPM Data with Conditional Outliers Highlighted')\n", "plt.xlabel('Time Index')\n", "plt.ylabel('BPM')\n", "plt.show()" ], "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 573 }, "id": "CxtplPzNfcGi", "outputId": "6ba3b744-3ff7-4179-9cfb-daea4b79dbfb" }, "execution_count": 40, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "# 9. Data Analysis" ], "metadata": { "id": "sEFZGMf66Cfm" } }, { "cell_type": "markdown", "source": [ "## 9.1 Correlation between average heart rate and calories burned\n" ], "metadata": { "id": "QTWzcyKX6G3J" } }, { "cell_type": "markdown", "source": [ "We want to test the hypothesis that for a session, the average heart rate correlates with the number of calories burned.\n", "\n", "Let us begin by extracting the necessary data. This includes:\n", "\n", "\n", "* the average heart rate for each exercise session\n", "* the calories burned per minute for each exercise session\n", "\n", "\n", "\n", "To do this we will refer to the exercise_data list of exercises which we kept from section 3. In practice you can use the following code:" ], "metadata": { "id": "HosWprIe6LFS" } }, { "cell_type": "markdown", "source": [ "\n", "\n", "```\n", "avg_rates = [s['heart_rate']['average'] for s in exercise_data]\n", "calories_per_minute = [s[\"calories\"]/(float(pd.Timedelta(s[\"duration\"]).total_seconds()/60)) for s in exercise_data]\n", "```\n", "\n" ], "metadata": { "id": "K2M4dMMo6Qg5" } }, { "cell_type": "code", "source": [ "import pandas as pd\n", "\n", "avg_rates = [avg_rate for avg_rate in df2['avg_rate']]\n", "calories_per_minute = [c/(m) for c, m in zip(df2['calories'],df2['minutes'])]" ], "metadata": { "id": "VCsNCset6Ri-" }, "execution_count": 41, "outputs": [] }, { "cell_type": "markdown", "source": [ "And now we can actually graph the data to see the correlation. This is done by using a [seaborn linear regression plot](https://seaborn.pydata.org/generated/seaborn.lmplot.html) which we can use to visualize the correlation." ], "metadata": { "id": "3Juq1h-56SS5" } }, { "cell_type": "code", "source": [ "import seaborn as sns\n", "import matplotlib.pyplot as plt\n", "\n", "# plot the data\n", "d = {'calories burned (kcal/minute)': calories_per_minute, 'average heart rate (bpm)': avg_rates}\n", "df = pd.DataFrame(data=d)\n", "\n", "graph = sns.lmplot(data=df, y='calories burned (kcal/minute)', x='average heart rate (bpm)')\n", "\n", "graph.map(plt.scatter, 'average heart rate (bpm)','calories burned (kcal/minute)', edgecolor =\"w\").add_legend()\n", "sns.set(context='notebook', style='whitegrid', font='sans-serif', font_scale=1, color_codes=True)\n", "\n", "plt.show(block=True)" ], "metadata": { "id": "WG08NlDG6TXy", "colab": { "base_uri": "https://localhost:8080/", "height": 501 }, "outputId": "e3e51bcb-b0f3-45a8-c0de-1bf5c7772594" }, "execution_count": 42, "outputs": [ { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "From the plot, we can check how well the line of best fit matches the actual data points. This is our first step in determining if there's a correlation between the two variables.\n", "\n", "But we can do more to confirm this correlation - we can calculate the p-value to determine statistical significance using scipy's stats library, as shown here:" ], "metadata": { "id": "lXcWsITT6V7P" } }, { "cell_type": "code", "source": [ "from scipy import stats\n", "\n", "p_value = stats.linregress(calories_per_minute,avg_rates)[3]\n", "correlation_coefficient = stats.pearsonr(calories_per_minute, avg_rates)[0]\n", "print(\"P value: \" + str(p_value))\n", "print(\"Correlation coefficient: \" + str(correlation_coefficient))" ], "metadata": { "id": "7FgrYNsI6Wq8", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "d020dcc6-de32-4cc5-c11b-1df6545991d6" }, "execution_count": 43, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "P value: 0.8949270154294298\n", "Correlation coefficient: -0.014811546626506494\n" ] } ] }, { "cell_type": "markdown", "source": [ "If the p-value is less than 0.05, we have statistical significance. This means that there is less than a 5% probability that the datapoints of our dataset occurred by chance.\n", "In addition, our correlation coefficient tells us how strong of a correlation exists between the variables. A value closer to -1.0 implies a strongly negative correlation, and value close to 1.0 implies a strongly postitive correlation.\n", "This relationship is intuitive, because Polar uses an equation to calculate the calories burned. But looking at this data allows to see that polar's calorie counter makes sense!\n", "\n", "**NOTE:** You might not observe correlation between the variables if you used our synthetic generator, as the data is randomized." ], "metadata": { "id": "fiKcsLa26Xmh" } }, { "cell_type": "markdown", "source": [ "## 9.2 T test on activity intensity through workout\n", "\n", "We might also be interested in determining whether the participant exercises with different overall intensity at different halves of their sessions.\n", "\n", "The T-test is a statistical test used to compare the mean of some value in two separate groups, thus highlighting any differences between the averages. Here our first group will be the first half of an exercise session, and the second group will be the second half of an exercise session.\n", "\n", "Choosing on exercise session to focus on, we can use the T-test to see if the exercise intensity in the first half of the session is different from the intensity in the second half." ], "metadata": { "id": "lz77Jg2_6aFE" } }, { "cell_type": "code", "source": [ "import pandas as pd\n", "import numpy as np\n", "from scipy.stats import ttest_ind\n", "\n", "def differ(df):\n", " rows = len(df.index)\n", " f = df.iloc[range(rows//2)][\"bpm\"]\n", " s = df.iloc[range(rows//2,rows)][\"bpm\"]\n", " return ttest_ind(f,s)\n", "\n", "print(differ(hr_df))" ], "metadata": { "id": "vBgItJP06e0s", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "8b2a3fee-48a7-42a7-85b3-64e9ee78d208" }, "execution_count": 44, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "TtestResult(statistic=-55.658346131639576, pvalue=0.0, df=3298.0)\n" ] } ] }, { "cell_type": "markdown", "source": [ "Since the t-test returned a negative value, this implies the our \"first\" group has a lower mean than the \"second\" group. What this means is that the sample mean heart rate in the first half of the exercise session is less than the sample mean heart rate in the second half of the session. Further, since our pvalue is small (< 0.05), we can reject the null hypothesis and conclude that the the first half of the exercise tended to have lower heart rates than the second half." ], "metadata": { "id": "MGXiFyCQ6ght" } }, { "cell_type": "markdown", "source": [ "We can now repeat this process on multiple exercise sessions and visualize our findings in a plot, giving us a view of the participant's exercise habits (i.e. whether they tend to slow down throughout a session, or whether their intensity increases)." ], "metadata": { "id": "nekbYw_T6iMF" } }, { "cell_type": "code", "source": [ "import pandas as pd\n", "import numpy as np\n", "from scipy.stats import ttest_ind\n", "import matplotlib.pyplot as plt\n", "from datetime import datetime, timedelta\n", "\n", "y = []\n", "x = df2[\"day\"]\n", "\n", "for df in hr_dfs:\n", " v,p = differ(df)\n", " if p < 0.05:\n", " y.append(v)\n", " else:\n", " # there is no difference\n", " y.append(0)\n", "\n", "plt.figure(figsize=(11,10))\n", "plt.bar(np.asarray(x, dtype='datetime64[s]'), y)\n", "end = datetime.strptime(start_date, '%Y-%m-%d') + timedelta(days=30)\n", "plt.title(f\"T-test of exercise intensity between first half and second half of session from {start_date} to {datetime.strftime(end,'%Y-%m-%d')}\",fontsize=20)\n", "plt.xlabel(\"Time\")\n", "plt.ylabel(\"T-test of exercise intensity between first half and second half of session\")" ], "metadata": { "id": "swb1oerO6hrK", "colab": { "base_uri": "https://localhost:8080/", "height": 906 }, "outputId": "48132878-c0a9-4e36-ac44-c70ca0982e64" }, "execution_count": 45, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "Text(0, 0.5, 'T-test of exercise intensity between first half and second half of session')" ] }, "metadata": {}, "execution_count": 45 }, { "output_type": "display_data", "data": { "text/plain": [ "
" ], "image/png": "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\n" }, "metadata": {} } ] }, { "cell_type": "markdown", "source": [ "Based on our graph, there are much more negative t-test results than positive ones. This shows that the patient, in general, tends to have increased exercise intensity in the second half of their workout sessions!" ], "metadata": { "id": "kFiiPeIZaNyp" } } ] }