{ "cells": [ { "cell_type": "markdown", "id": "504e14fa", "metadata": {}, "source": [ "# File Inspection (Experimental)\n", "\n", "**by Josh Dillon, Tyler Cox, and Aaron Parsons**, last updated August 15, 2022" ] }, { "cell_type": "code", "execution_count": 1, "id": "668f7418", "metadata": { "execution": { "iopub.execute_input": "2022-08-20T18:02:43.289408Z", "iopub.status.busy": "2022-08-20T18:02:43.288711Z", "iopub.status.idle": "2022-08-20T18:02:48.068226Z", "shell.execute_reply": "2022-08-20T18:02:48.066366Z" } }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import numpy as np\n", "import os\n", "import copy\n", "import matplotlib\n", "import matplotlib.pyplot as plt\n", "from uvtools.plot import plot_antpos, plot_antclass\n", "from hera_qm import ant_metrics, ant_class\n", "from hera_cal import io, utils, redcal\n", "from IPython.display import display, HTML\n", "import linsolve\n", "display(HTML(\"\"))\n", "_ = np.seterr(all='ignore') # get rid of red warnings" ] }, { "cell_type": "markdown", "id": "ab0f8167", "metadata": {}, "source": [ "## Parse inputs\n", "\n", "To use this notebook interactively, you will have to provide a sum filename path if none exists as an environment variable. All other parameters have reasonable default values.\n" ] }, { "cell_type": "code", "execution_count": 2, "id": "4b88cc02", "metadata": { "execution": { "iopub.execute_input": "2022-08-20T18:02:48.075290Z", "iopub.status.busy": "2022-08-20T18:02:48.074201Z", "iopub.status.idle": "2022-08-20T18:02:48.091438Z", "shell.execute_reply": "2022-08-20T18:02:48.090136Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "SUM_FILE = '/mnt/sn1/2459811/zen.2459811.25318.sum.uvh5'\n" ] } ], "source": [ "# get file names\n", "SUM_FILE = os.environ.get(\"SUM_FILE\", None)\n", "# SUM_FILE = '/mnt/sn1/zen.2459797.30001.sum.uvh5' # If sum_file is not defined in the environment variables, define it here.\n", "DIFF_FILE = SUM_FILE.replace('sum', 'diff')\n", "PLOT = os.environ.get(\"PLOT\", \"TRUE\").upper() == \"TRUE\"\n", "if PLOT:\n", " %matplotlib inline\n", "print(f\"SUM_FILE = '{SUM_FILE}'\")" ] }, { "cell_type": "markdown", "id": "5596c041", "metadata": {}, "source": [ "### Parse Bounds" ] }, { "cell_type": "code", "execution_count": 3, "id": "9ebbfd85", "metadata": { "execution": { "iopub.execute_input": "2022-08-20T18:02:48.097711Z", "iopub.status.busy": "2022-08-20T18:02:48.097059Z", "iopub.status.idle": "2022-08-20T18:02:48.122525Z", "shell.execute_reply": "2022-08-20T18:02:48.121219Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "am_corr_bad = (0, 0.2)\n", "am_corr_suspect = (0.2, 0.4)\n", "am_xpol_bad = (-1, -0.1)\n", "am_xpol_suspect = (-0.1, 0.0)\n", "auto_power_good = (5.0, 30.0)\n", "auto_power_suspect = (1.0, 80.0)\n", "auto_slope_good = (-0.2, 0.2)\n", "auto_slope_suspect = (-0.4, 0.4)\n" ] } ], "source": [ "# ant_metrics bounds for low correlation / dead antennas\n", "AM_CORR_BAD = float(os.environ.get(\"AM_CORR_BAD\", 0.3))\n", "AM_CORR_SUSPECT = float(os.environ.get(\"AM_CORR_SUSPECT\", 0.5))\n", "am_corr_bad = (0, AM_CORR_BAD)\n", "am_corr_suspect = (AM_CORR_BAD, AM_CORR_SUSPECT)\n", "\n", "# ant_metrics bounds for cross-polarized antennas\n", "AM_XPOL_BAD = float(os.environ.get(\"AM_XPOL_BAD\", -0.1))\n", "AM_XPOL_SUSPECT = float(os.environ.get(\"AM_XPOL_SUSPECT\", 0))\n", "am_xpol_bad = (-1, AM_XPOL_BAD)\n", "am_xpol_suspect = (AM_XPOL_BAD, AM_XPOL_SUSPECT)\n", "\n", "# bounds on autocorrelation power\n", "AUTO_POWER_GOOD_LOW = float(os.environ.get(\"AUTO_POWER_GOOD_LOW\", 5))\n", "AUTO_POWER_GOOD_HIGH = float(os.environ.get(\"AUTO_POWER_GOOD_HIGH\", 30))\n", "auto_power_good = (AUTO_POWER_GOOD_LOW, AUTO_POWER_GOOD_HIGH)\n", "AUTO_POWER_SUSPECT_LOW = float(os.environ.get(\"AUTO_POWER_SUSPECT_LOW\", 1))\n", "AUTO_POWER_SUSPECT_HIGH = float(os.environ.get(\"AUTO_POWER_SUSPECT_HIGH\", 80))\n", "auto_power_suspect = (AUTO_POWER_SUSPECT_LOW, AUTO_POWER_SUSPECT_HIGH)\n", "\n", "# bounds on autocorrelation slope\n", "AUTO_SLOPE_GOOD_LOW = float(os.environ.get(\"AUTO_SLOPE_GOOD_LOW\", -0.2))\n", "AUTO_SLOPE_GOOD_HIGH = float(os.environ.get(\"AUTO_SLOPE_GOOD_HIGH\", 0.2))\n", "auto_slope_good = (AUTO_SLOPE_GOOD_LOW, AUTO_SLOPE_GOOD_HIGH)\n", "AUTO_SLOPE_SUSPECT_LOW = float(os.environ.get(\"AUTO_SLOPE_SUSPECT_LOW\", -0.4))\n", "AUTO_SLOPE_SUSPECT_HIGH = float(os.environ.get(\"AUTO_SLOPE_SUSPECT_HIGH\", 0.4))\n", "auto_slope_suspect = (AUTO_SLOPE_SUSPECT_LOW, AUTO_SLOPE_SUSPECT_HIGH)\n", "\n", "for bound in ['am_corr_bad', 'am_corr_suspect', 'am_xpol_bad', 'am_xpol_suspect', \n", " 'auto_power_good', 'auto_power_suspect', 'auto_slope_good', 'auto_slope_suspect']:\n", " print(f'{bound} = {eval(bound)}')" ] }, { "cell_type": "markdown", "id": "105dc915", "metadata": {}, "source": [ "## Load sum and diff data" ] }, { "cell_type": "code", "execution_count": 4, "id": "e5d3725b", "metadata": { "execution": { "iopub.execute_input": "2022-08-20T18:02:48.128588Z", "iopub.status.busy": "2022-08-20T18:02:48.127950Z", "iopub.status.idle": "2022-08-20T18:03:04.644226Z", "shell.execute_reply": "2022-08-20T18:03:04.643267Z" } }, "outputs": [], "source": [ "hd = io.HERADataFastReader(SUM_FILE)\n", "data, _, _ = hd.read(read_flags=False, read_nsamples=False)\n", "hd_diff = io.HERADataFastReader(DIFF_FILE)\n", "diff_data, _, _ = hd_diff.read(read_flags=False, read_nsamples=False)" ] }, { "cell_type": "code", "execution_count": 5, "id": "61f26bc2", "metadata": { "execution": { "iopub.execute_input": "2022-08-20T18:03:04.648447Z", "iopub.status.busy": "2022-08-20T18:03:04.648151Z", "iopub.status.idle": "2022-08-20T18:03:04.723212Z", "shell.execute_reply": "2022-08-20T18:03:04.722331Z" } }, "outputs": [], "source": [ "ants = sorted(set([ant for bl in hd.bls for ant in utils.split_bl(bl)]))\n", "auto_bls = [bl for bl in data if (bl[0] == bl[1]) and (utils.split_pol(bl[2])[0] == utils.split_pol(bl[2])[1])]\n", "antpols = sorted(set([ant[1] for ant in ants]))" ] }, { "cell_type": "code", "execution_count": 6, "id": "e945a0ec", "metadata": { "execution": { "iopub.execute_input": "2022-08-20T18:03:04.727468Z", "iopub.status.busy": "2022-08-20T18:03:04.727065Z", "iopub.status.idle": "2022-08-20T18:03:04.736902Z", "shell.execute_reply": "2022-08-20T18:03:04.736090Z" }, "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "File: /mnt/sn1/2459811/zen.2459811.25318.sum.uvh5\n", "JDs: [2459811.25312039 2459811.25323224] (9.66368 s integrations)\n", "LSTS: [17.37465624 17.37734794] hours\n", "Frequencies: 1536 0.12207 MHz channels from 46.92078 to 234.29871 MHz\n", "Antennas: 147\n", "Polarizations: ['nn', 'ee', 'ne', 'en']\n" ] } ], "source": [ "print(f'File: {SUM_FILE}')\n", "print(f'JDs: {hd.times} ({np.median(np.diff(hd.times)) * 24 * 3600:.5f} s integrations)')\n", "print(f'LSTS: {hd.lsts * 12 / np.pi } hours')\n", "print(f'Frequencies: {len(hd.freqs)} {np.median(np.diff(hd.freqs)) / 1e6:.5f} MHz channels from {hd.freqs[0] / 1e6:.5f} to {hd.freqs[-1] / 1e6:.5f} MHz')\n", "print(f'Antennas: {len(hd.data_ants)}')\n", "print(f'Polarizations: {hd.pols}')" ] }, { "cell_type": "markdown", "id": "39affb12", "metadata": {}, "source": [ "## Find good, suspect, and bad antpols" ] }, { "cell_type": "markdown", "id": "f0450fb4", "metadata": {}, "source": [ "### Run `ant_metrics`" ] }, { "cell_type": "code", "execution_count": 7, "id": "4bbb0ac4", "metadata": { "execution": { "iopub.execute_input": "2022-08-20T18:03:04.740966Z", "iopub.status.busy": "2022-08-20T18:03:04.740565Z", "iopub.status.idle": "2022-08-20T18:03:22.574308Z", "shell.execute_reply": "2022-08-20T18:03:22.573415Z" } }, "outputs": [], "source": [ "am = ant_metrics.AntennaMetrics(SUM_FILE, DIFF_FILE, sum_data=data, diff_data=diff_data)\n", "am.iterative_antenna_metrics_and_flagging(crossCut=am_xpol_bad[1], deadCut=am_corr_bad[1])" ] }, { "cell_type": "code", "execution_count": 8, "id": "d8e52c30", "metadata": { "code_folding": [], "execution": { "iopub.execute_input": "2022-08-20T18:03:22.578552Z", "iopub.status.busy": "2022-08-20T18:03:22.578114Z", "iopub.status.idle": "2022-08-20T18:03:23.396067Z", "shell.execute_reply": "2022-08-20T18:03:23.395161Z" } }, "outputs": [ { "ename": "KeyError", "evalue": "'corr'", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mKeyError\u001b[0m Traceback (most recent call last)", "Input \u001b[0;32mIn [8]\u001b[0m, in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 1\u001b[0m totally_dead_ants \u001b[38;5;241m=\u001b[39m [ant \u001b[38;5;28;01mfor\u001b[39;00m ant, i \u001b[38;5;129;01min\u001b[39;00m am\u001b[38;5;241m.\u001b[39mremoval_iteration\u001b[38;5;241m.\u001b[39mitems() \u001b[38;5;28;01mif\u001b[39;00m i \u001b[38;5;241m==\u001b[39m \u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m]\n\u001b[1;32m 2\u001b[0m am_totally_dead \u001b[38;5;241m=\u001b[39m ant_class\u001b[38;5;241m.\u001b[39mAntennaClassification(good\u001b[38;5;241m=\u001b[39m[ant \u001b[38;5;28;01mfor\u001b[39;00m ant \u001b[38;5;129;01min\u001b[39;00m ants \u001b[38;5;28;01mif\u001b[39;00m ant \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;129;01min\u001b[39;00m totally_dead_ants], bad\u001b[38;5;241m=\u001b[39mtotally_dead_ants)\n\u001b[0;32m----> 3\u001b[0m am_corr \u001b[38;5;241m=\u001b[39m ant_class\u001b[38;5;241m.\u001b[39mantenna_bounds_checker(\u001b[43mam\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfinal_metrics\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mcorr\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m]\u001b[49m, bad\u001b[38;5;241m=\u001b[39m[am_corr_bad], suspect\u001b[38;5;241m=\u001b[39m[am_corr_suspect], good\u001b[38;5;241m=\u001b[39m[(\u001b[38;5;241m0\u001b[39m, \u001b[38;5;241m1\u001b[39m)])\n\u001b[1;32m 4\u001b[0m am_xpol \u001b[38;5;241m=\u001b[39m ant_class\u001b[38;5;241m.\u001b[39mantenna_bounds_checker(am\u001b[38;5;241m.\u001b[39mfinal_metrics[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mcorrXPol\u001b[39m\u001b[38;5;124m'\u001b[39m], bad\u001b[38;5;241m=\u001b[39m[am_xpol_bad], suspect\u001b[38;5;241m=\u001b[39m[am_xpol_suspect], good\u001b[38;5;241m=\u001b[39m[(\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m, \u001b[38;5;241m1\u001b[39m)])\n\u001b[1;32m 5\u001b[0m ant_metrics_class \u001b[38;5;241m=\u001b[39m am_totally_dead \u001b[38;5;241m+\u001b[39m am_corr \u001b[38;5;241m+\u001b[39m am_xpol\n", "\u001b[0;31mKeyError\u001b[0m: 'corr'" ] } ], "source": [ "totally_dead_ants = [ant for ant, i in am.removal_iteration.items() if i == -1]\n", "am_totally_dead = ant_class.AntennaClassification(good=[ant for ant in ants if ant not in totally_dead_ants], bad=totally_dead_ants)\n", "am_corr = ant_class.antenna_bounds_checker(am.final_metrics['corr'], bad=[am_corr_bad], suspect=[am_corr_suspect], good=[(0, 1)])\n", "am_xpol = ant_class.antenna_bounds_checker(am.final_metrics['corrXPol'], bad=[am_xpol_bad], suspect=[am_xpol_suspect], good=[(-1, 1)])\n", "ant_metrics_class = am_totally_dead + am_corr + am_xpol\n", "print('ant_metrics Classification:\\n\\n', ant_metrics_class)" ] }, { "cell_type": "markdown", "id": "102587ce", "metadata": {}, "source": [ "### Examine and classify autocorrelations" ] }, { "cell_type": "code", "execution_count": 9, "id": "bca07198", "metadata": { "execution": { "iopub.execute_input": "2022-08-20T18:03:23.400551Z", "iopub.status.busy": "2022-08-20T18:03:23.400110Z", "iopub.status.idle": "2022-08-20T18:03:23.762178Z", "shell.execute_reply": "2022-08-20T18:03:23.760872Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Autocorrelation Classification:\n", "\n", " Jee:\n", "----------\n", "good (2 antpols):\n", "36, 120\n", "\n", "suspect (22 antpols):\n", "41, 52, 67, 68, 70, 83, 84, 90, 98, 99, 103, 104, 106, 107, 118, 119, 123, 125, 126, 165, 185, 324\n", "\n", "bad (123 antpols):\n", "3, 4, 5, 7, 8, 9, 10, 15, 16, 17, 18, 19, 20, 21, 27, 28, 29, 30, 31, 32, 33, 37, 38, 40, 42, 45, 46, 50, 51, 53, 54, 55, 56, 57, 65, 66, 69, 71, 72, 73, 81, 82, 85, 86, 87, 88, 91, 92, 93, 94, 100, 101, 102, 105, 108, 109, 110, 111, 112, 116, 117, 121, 122, 127, 128, 129, 130, 135, 136, 137, 138, 140, 141, 142, 143, 144, 145, 150, 155, 156, 157, 158, 160, 161, 162, 163, 164, 166, 167, 168, 169, 170, 176, 177, 178, 179, 180, 181, 182, 183, 184, 186, 187, 189, 190, 191, 203, 205, 206, 207, 220, 221, 222, 223, 224, 241, 242, 243, 320, 321, 323, 329, 333\n", "\n", "\n", "Jnn:\n", "----------\n", "good (4 antpols):\n", "36, 84, 103, 123\n", "\n", "suspect (33 antpols):\n", "51, 52, 53, 55, 66, 67, 68, 70, 72, 81, 82, 83, 85, 90, 93, 98, 99, 106, 112, 116, 117, 121, 126, 129, 138, 143, 163, 164, 165, 184, 185, 187, 324\n", "\n", "bad (110 antpols):\n", "3, 4, 5, 7, 8, 9, 10, 15, 16, 17, 18, 19, 20, 21, 27, 28, 29, 30, 31, 32, 33, 37, 38, 40, 41, 42, 45, 46, 50, 54, 56, 57, 65, 69, 71, 73, 86, 87, 88, 91, 92, 94, 100, 101, 102, 104, 105, 107, 108, 109, 110, 111, 118, 119, 120, 122, 125, 127, 128, 130, 135, 136, 137, 140, 141, 142, 144, 145, 150, 155, 156, 157, 158, 160, 161, 162, 166, 167, 168, 169, 170, 176, 177, 178, 179, 180, 181, 182, 183, 186, 189, 190, 191, 203, 205, 206, 207, 220, 221, 222, 223, 224, 241, 242, 243, 320, 321, 323, 329, 333\n" ] } ], "source": [ "auto_power_class = ant_class.auto_power_checker(data, good=auto_power_good, suspect=auto_power_suspect)\n", "auto_slope_class = ant_class.auto_slope_checker(data, good=auto_slope_good, suspect=auto_slope_suspect, edge_cut=100, filt_size=17)\n", "auto_class = auto_power_class + auto_slope_class\n", "print('Autocorrelation Classification:\\n\\n', auto_class)" ] }, { "cell_type": "code", "execution_count": 10, "id": "ae2e2234", "metadata": { "execution": { "iopub.execute_input": "2022-08-20T18:03:23.768410Z", "iopub.status.busy": "2022-08-20T18:03:23.767788Z", "iopub.status.idle": "2022-08-20T18:03:26.536897Z", "shell.execute_reply": "2022-08-20T18:03:26.535822Z" }, "scrolled": false }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "if PLOT:\n", " fig, axes = plt.subplots(1, 2, figsize=(12, 4), dpi=100, sharey=True, gridspec_kw={'wspace': 0})\n", " labels = []\n", " colors = ['darkgreen', 'goldenrod', 'maroon']\n", " for ax, pol in zip(axes, antpols):\n", " for ant in auto_class.ants:\n", " if ant[1] == pol:\n", " color = colors[auto_class.quality_classes.index(auto_class[ant])]\n", "# ax.semilogy(hd.freqs / 1e6, np.mean(data[utils.join_bl(ant, ant)], axis=0), color=color, lw=.5)\n", " ax.semilogy(np.mean(data[utils.join_bl(ant, ant)], axis=0), color=color, lw=.5)\n", "# ax.set_xlabel('Frequency (MHz)', fontsize=12)\n", " ax.set_xlabel('Channel', fontsize=12)\n", "\n", " axes[0].set_ylabel('Raw Autocorrelation', fontsize=12)\n", " axes[1].legend([matplotlib.lines.Line2D([0], [0], color=color) for color in colors], \n", " [cls.capitalize() for cls in auto_class.quality_classes], ncol=1, fontsize=12, loc='upper right', framealpha=1)\n", " plt.tight_layout()" ] }, { "cell_type": "markdown", "id": "b8d42f45", "metadata": {}, "source": [ "### Show antenna classification summary array plot" ] }, { "cell_type": "code", "execution_count": 11, "id": "afd5cdcc", "metadata": { "execution": { "iopub.execute_input": "2022-08-20T18:03:26.543233Z", "iopub.status.busy": "2022-08-20T18:03:26.542886Z", "iopub.status.idle": "2022-08-20T18:03:26.575811Z", "shell.execute_reply": "2022-08-20T18:03:26.574906Z" } }, "outputs": [ { "ename": "NameError", "evalue": "name 'ant_metrics_class' is not defined", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", "Input \u001b[0;32mIn [11]\u001b[0m, in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[0;32m----> 1\u001b[0m final_class \u001b[38;5;241m=\u001b[39m auto_class \u001b[38;5;241m+\u001b[39m \u001b[43mant_metrics_class\u001b[49m\n\u001b[1;32m 2\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m PLOT:\n\u001b[1;32m 3\u001b[0m fig, axes \u001b[38;5;241m=\u001b[39m plt\u001b[38;5;241m.\u001b[39msubplots(\u001b[38;5;241m1\u001b[39m, \u001b[38;5;241m2\u001b[39m, figsize\u001b[38;5;241m=\u001b[39m(\u001b[38;5;241m12\u001b[39m, \u001b[38;5;241m6\u001b[39m), dpi\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m100\u001b[39m, gridspec_kw\u001b[38;5;241m=\u001b[39m{\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mwidth_ratios\u001b[39m\u001b[38;5;124m'\u001b[39m: [\u001b[38;5;241m2\u001b[39m, \u001b[38;5;241m1\u001b[39m]})\n", "\u001b[0;31mNameError\u001b[0m: name 'ant_metrics_class' is not defined" ] } ], "source": [ "final_class = auto_class + ant_metrics_class\n", "if PLOT:\n", " fig, axes = plt.subplots(1, 2, figsize=(12, 6), dpi=100, gridspec_kw={'width_ratios': [2, 1]})\n", " plot_antclass(hd.antpos, final_class, ax=axes[0], ants=[ant for ant in hd.data_ants if ant < 320], legend=False, title='HERA Core')\n", " plot_antclass(hd.antpos, final_class, ax=axes[1], ants=[ant for ant in hd.data_ants if ant >= 320], radius=50, title='Outriggers')" ] }, { "cell_type": "markdown", "id": "f52a30f9", "metadata": {}, "source": [ "## Metadata" ] }, { "cell_type": "code", "execution_count": 12, "id": "78d18d26", "metadata": { "execution": { "iopub.execute_input": "2022-08-20T18:03:26.579784Z", "iopub.status.busy": "2022-08-20T18:03:26.579369Z", "iopub.status.idle": "2022-08-20T18:03:26.586917Z", "shell.execute_reply": "2022-08-20T18:03:26.586087Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "hera_cal: 3.1.4.dev3+g68bd8c3\n", "hera_qm: 2.0.3.dev44+g7d4aa18\n" ] } ], "source": [ "from hera_cal import __version__\n", "print('hera_cal:', __version__)\n", "from hera_qm import __version__\n", "print('hera_qm:', __version__)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.7" }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": true, "sideBar": true, "skip_h1_title": true, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": { "height": "calc(100% - 180px)", "left": "10px", "top": "150px", "width": "248.391px" }, "toc_section_display": true, "toc_window_display": false } }, "nbformat": 4, "nbformat_minor": 5 }