diff --git a/other-topics/animated_fsas.ipynb b/other-topics/animated_fsas.ipynb
new file mode 100644
index 0000000..04a8b12
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+ " [-78.8692, 43.9354]]]]},\n",
+ " 'properties': {'id': 'L1G'}}"
+ ]
+ },
+ "execution_count": 2,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "import json\n",
+ "\n",
+ "with open('ontario_fsa.geojson') as f:\n",
+ " geojson = json.load(f)\n",
+ "\n",
+ "geojson['features'][0]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "id": "ba67d82f-b766-47e5-9c37-82c54c16e679",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
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+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " fsa | \n",
+ " date | \n",
+ " score1 | \n",
+ " score2 | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " L1G | \n",
+ " 2021-07-23 | \n",
+ " 0.960244 | \n",
+ " 0.491028 | \n",
+ "
\n",
+ " \n",
+ " | 1 | \n",
+ " L1G | \n",
+ " 2021-07-24 | \n",
+ " 0.812501 | \n",
+ " 0.803046 | \n",
+ "
\n",
+ " \n",
+ " | 2 | \n",
+ " L1G | \n",
+ " 2021-07-25 | \n",
+ " 0.976291 | \n",
+ " 0.195229 | \n",
+ "
\n",
+ " \n",
+ " | 3 | \n",
+ " L1G | \n",
+ " 2021-07-26 | \n",
+ " 0.112472 | \n",
+ " 0.191477 | \n",
+ "
\n",
+ " \n",
+ " | 4 | \n",
+ " L1G | \n",
+ " 2021-07-27 | \n",
+ " 0.038513 | \n",
+ " 0.831991 | \n",
+ "
\n",
+ " \n",
+ " | ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ "
\n",
+ " \n",
+ " | 2027 | \n",
+ " M6S | \n",
+ " 2021-07-26 | \n",
+ " 0.255640 | \n",
+ " 0.163997 | \n",
+ "
\n",
+ " \n",
+ " | 2028 | \n",
+ " M6S | \n",
+ " 2021-07-27 | \n",
+ " 0.481239 | \n",
+ " 0.091219 | \n",
+ "
\n",
+ " \n",
+ " | 2029 | \n",
+ " M6S | \n",
+ " 2021-07-28 | \n",
+ " 0.670513 | \n",
+ " 0.362441 | \n",
+ "
\n",
+ " \n",
+ " | 2030 | \n",
+ " M6S | \n",
+ " 2021-07-29 | \n",
+ " 0.475514 | \n",
+ " 0.227716 | \n",
+ "
\n",
+ " \n",
+ " | 2031 | \n",
+ " M6S | \n",
+ " 2021-07-30 | \n",
+ " 0.709351 | \n",
+ " 0.238644 | \n",
+ "
\n",
+ " \n",
+ "
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+ "
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+ "
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+ ],
+ "text/plain": [
+ " fsa date score1 score2\n",
+ "0 L1G 2021-07-23 0.960244 0.491028\n",
+ "1 L1G 2021-07-24 0.812501 0.803046\n",
+ "2 L1G 2021-07-25 0.976291 0.195229\n",
+ "3 L1G 2021-07-26 0.112472 0.191477\n",
+ "4 L1G 2021-07-27 0.038513 0.831991\n",
+ "... ... ... ... ...\n",
+ "2027 M6S 2021-07-26 0.255640 0.163997\n",
+ "2028 M6S 2021-07-27 0.481239 0.091219\n",
+ "2029 M6S 2021-07-28 0.670513 0.362441\n",
+ "2030 M6S 2021-07-29 0.475514 0.227716\n",
+ "2031 M6S 2021-07-30 0.709351 0.238644\n",
+ "\n",
+ "[2032 rows x 4 columns]"
+ ]
+ },
+ "execution_count": 16,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# generate fake data\n",
+ "from random import uniform\n",
+ "\n",
+ "import pandas as pd\n",
+ "\n",
+ "data = []\n",
+ "for fsa in [fsa['properties']['id'] for fsa in geojson['features']]:\n",
+ " if not (fsa.startswith('L') or fsa.startswith('M')):\n",
+ " continue\n",
+ "\n",
+ " for date in pd.date_range(start='2021-07-23', end='2021-07-30'):\n",
+ " data.append({\n",
+ " 'fsa': fsa,\n",
+ " 'date': date.strftime('%Y-%m-%d'),\n",
+ " 'score1': uniform(0, 1),\n",
+ " 'score2': uniform(0, 1),\n",
+ " })\n",
+ "\n",
+ "df = pd.DataFrame(data)\n",
+ "df"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "id": "03e3191f-34d0-47c2-9a5c-1abc1b0557a8",
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+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import plotly.express as px\n",
+ "\n",
+ "fig = px.bar(\n",
+ " df,\n",
+ " x='fsa',\n",
+ " y='score1',\n",
+ " animation_frame='date',\n",
+ " animation_group='fsa',\n",
+ ")\n",
+ "\n",
+ "fig.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 23,
+ "id": "7aebff92-0487-4549-afd2-f8ed64bb0603",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.plotly.v1+json": {
+ "config": {
+ "plotlyServerURL": "https://plot.ly"
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