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ischurov/lesson26.ipynb Secret

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lesson26.ipynb
{
"cells": [
{
"metadata": {},
"id": "reported-catering",
"cell_type": "markdown",
"source": "## Работа с геоданными"
},
{
"metadata": {
"trusted": true
},
"id": "logical-practice",
"cell_type": "code",
"source": "# %pip install geopandas",
"execution_count": 1,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"id": "dense-cover",
"cell_type": "code",
"source": "# %conda install geopandas",
"execution_count": 2,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"id": "bulgarian-prefix",
"cell_type": "code",
"source": "import requests\n\nurl = \"https://apidata.mos.ru/v1/\"\nparams = {\"api_key\": \"409da9eedb996a27d999087244445209\"}\nr = requests.get(url + \"/datasets/60801/features\", params=params)\n\ntroika_json = r.json()\n\nimport geopandas as gpd",
"execution_count": 3,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"id": "available-spring",
"cell_type": "code",
"source": "adm_moscow = gpd.read_file(\"http://gis-lab.info/data/mos-adm/mo.geojson\")",
"execution_count": 4,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"id": "surface-watts",
"cell_type": "code",
"source": "%matplotlib inline",
"execution_count": 5,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"id": "acquired-instrumentation",
"cell_type": "code",
"source": "adm_moscow",
"execution_count": 6,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 6,
"data": {
"text/plain": " NAME OKATO OKTMO NAME_AO OKATO_AO \\\n0 Киевский 45298555 45945000 Троицкий 45298000 \n1 Филёвский Парк 45268595 45328000 Западный 45268000 \n2 Новофёдоровское 45298567 45954000 Троицкий 45298000 \n3 Роговское 45298575 45956000 Троицкий 45298000 \n4 \"Мосрентген\" 45297568 45953000 Новомосковский 45297000 \n.. ... ... ... ... ... \n141 Ивановское 45263567 45306000 Восточный 45263000 \n142 Косино-Ухтомский 45263573 45308000 Восточный 45263000 \n143 Новокосино 45263579 45310000 Восточный 45263000 \n144 Некрасовка 45290574 45391000 Юго-Восточный 45290000 \n145 Кунцево 45268562 45320000 Западный 45268000 \n\n ABBREV_AO TYPE_MO \\\n0 Троицкий Поселение \n1 ЗАО Муниципальный округ \n2 Троицкий Поселение \n3 Троицкий Поселение \n4 Новомосковский Поселение \n.. ... ... \n141 ВАО Муниципальный округ \n142 ВАО Муниципальный округ \n143 ВАО Муниципальный округ \n144 ЮВАО Муниципальный округ \n145 ЗАО Муниципальный округ \n\n geometry \n0 MULTIPOLYGON (((36.80310 55.44083, 36.80319 55... \n1 POLYGON ((37.42765 55.74821, 37.42849 55.74875... \n2 POLYGON ((36.80357 55.45162, 36.80451 55.46551... \n3 POLYGON ((36.93724 55.24139, 36.93726 55.24161... \n4 POLYGON ((37.43956 55.62731, 37.44018 55.63042... \n.. ... \n141 POLYGON ((37.79981 55.76232, 37.79981 55.76243... \n142 POLYGON ((37.83602 55.70978, 37.83620 55.71008... \n143 POLYGON ((37.84042 55.73049, 37.84063 55.73196... \n144 POLYGON ((37.90613 55.70626, 37.90701 55.70699... \n145 MULTIPOLYGON (((37.29050 55.80199, 37.29542 55... \n\n[146 rows x 8 columns]",
"text/html": "<div>\n<style scoped>\n .dataframe tbody tr th:only-of-type {\n vertical-align: middle;\n }\n\n .dataframe tbody tr th {\n vertical-align: top;\n }\n\n .dataframe thead th {\n text-align: right;\n }\n</style>\n<table border=\"1\" class=\"dataframe\">\n <thead>\n <tr style=\"text-align: right;\">\n <th></th>\n <th>NAME</th>\n <th>OKATO</th>\n <th>OKTMO</th>\n <th>NAME_AO</th>\n <th>OKATO_AO</th>\n <th>ABBREV_AO</th>\n <th>TYPE_MO</th>\n <th>geometry</th>\n </tr>\n </thead>\n <tbody>\n <tr>\n <th>0</th>\n <td>Киевский</td>\n <td>45298555</td>\n <td>45945000</td>\n <td>Троицкий</td>\n <td>45298000</td>\n <td>Троицкий</td>\n <td>Поселение</td>\n <td>MULTIPOLYGON (((36.80310 55.44083, 36.80319 55...</td>\n </tr>\n <tr>\n <th>1</th>\n <td>Филёвский Парк</td>\n <td>45268595</td>\n <td>45328000</td>\n <td>Западный</td>\n <td>45268000</td>\n <td>ЗАО</td>\n <td>Муниципальный округ</td>\n <td>POLYGON ((37.42765 55.74821, 37.42849 55.74875...</td>\n </tr>\n <tr>\n <th>2</th>\n <td>Новофёдоровское</td>\n <td>45298567</td>\n <td>45954000</td>\n <td>Троицкий</td>\n <td>45298000</td>\n <td>Троицкий</td>\n <td>Поселение</td>\n <td>POLYGON ((36.80357 55.45162, 36.80451 55.46551...</td>\n </tr>\n <tr>\n <th>3</th>\n <td>Роговское</td>\n <td>45298575</td>\n <td>45956000</td>\n <td>Троицкий</td>\n <td>45298000</td>\n <td>Троицкий</td>\n <td>Поселение</td>\n <td>POLYGON ((36.93724 55.24139, 36.93726 55.24161...</td>\n </tr>\n <tr>\n <th>4</th>\n <td>\"Мосрентген\"</td>\n <td>45297568</td>\n <td>45953000</td>\n <td>Новомосковский</td>\n <td>45297000</td>\n <td>Новомосковский</td>\n <td>Поселение</td>\n <td>POLYGON ((37.43956 55.62731, 37.44018 55.63042...</td>\n </tr>\n <tr>\n <th>...</th>\n <td>...</td>\n <td>...</td>\n <td>...</td>\n <td>...</td>\n <td>...</td>\n <td>...</td>\n <td>...</td>\n <td>...</td>\n </tr>\n <tr>\n <th>141</th>\n <td>Ивановское</td>\n <td>45263567</td>\n <td>45306000</td>\n <td>Восточный</td>\n <td>45263000</td>\n <td>ВАО</td>\n <td>Муниципальный округ</td>\n <td>POLYGON ((37.79981 55.76232, 37.79981 55.76243...</td>\n </tr>\n <tr>\n <th>142</th>\n <td>Косино-Ухтомский</td>\n <td>45263573</td>\n <td>45308000</td>\n <td>Восточный</td>\n <td>45263000</td>\n <td>ВАО</td>\n <td>Муниципальный округ</td>\n <td>POLYGON ((37.83602 55.70978, 37.83620 55.71008...</td>\n </tr>\n <tr>\n <th>143</th>\n <td>Новокосино</td>\n <td>45263579</td>\n <td>45310000</td>\n <td>Восточный</td>\n <td>45263000</td>\n <td>ВАО</td>\n <td>Муниципальный округ</td>\n <td>POLYGON ((37.84042 55.73049, 37.84063 55.73196...</td>\n </tr>\n <tr>\n <th>144</th>\n <td>Некрасовка</td>\n <td>45290574</td>\n <td>45391000</td>\n <td>Юго-Восточный</td>\n <td>45290000</td>\n <td>ЮВАО</td>\n <td>Муниципальный округ</td>\n <td>POLYGON ((37.90613 55.70626, 37.90701 55.70699...</td>\n </tr>\n <tr>\n <th>145</th>\n <td>Кунцево</td>\n <td>45268562</td>\n <td>45320000</td>\n <td>Западный</td>\n <td>45268000</td>\n <td>ЗАО</td>\n <td>Муниципальный округ</td>\n <td>MULTIPOLYGON (((37.29050 55.80199, 37.29542 55...</td>\n </tr>\n </tbody>\n</table>\n<p>146 rows × 8 columns</p>\n</div>"
},
"metadata": {}
}
]
},
{
"metadata": {
"trusted": true
},
"id": "concerned-siemens",
"cell_type": "code",
"source": "adm_moscow.plot()",
"execution_count": 7,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 7,
"data": {
"text/plain": "<matplotlib.axes._subplots.AxesSubplot at 0x7f8ce11556a0>"
},
"metadata": {}
},
{
"output_type": "display_data",
"data": {
"text/plain": "<Figure size 432x288 with 1 Axes>",
"image/png": 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\n"
},
"metadata": {
"needs_background": "light"
}
}
]
},
{
"metadata": {
"trusted": true
},
"id": "included-covering",
"cell_type": "code",
"source": "troika_json[\"features\"]",
"execution_count": 8,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 8,
"data": {
"text/plain": "[{'geometry': {'coordinates': [37.574516, 55.818619], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Дмитровское шоссе, дом 13А',\n 'LocationClarification': 'остановка наземного городского пассажирского транспорта станция метро «Тимирязевская» - пересадка на первый диаметр',\n 'SKU_refill': 'да',\n 'Provider': 'Мосгортранс',\n 'global_id': 880182646}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.211169, 55.997504], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'город Зеленоград, корпус 433',\n 'LocationClarification': 'остановка наземного городского пассажирского транспорта «Магазин «Океан»',\n 'SKU_refill': 'да',\n 'Provider': 'Мосгортранс',\n 'global_id': 880182649}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.188602, 55.994697], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'город Зеленоград, корпус 1104',\n 'LocationClarification': 'остановка наземного городского пассажирского транспорта «12-й микрорайон»',\n 'SKU_refill': 'да',\n 'Provider': 'Мосгортранс',\n 'global_id': 880182650}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.435267, 55.862247], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Планерная улица, дом 7',\n 'LocationClarification': 'северный вестибюль станции метро «Планерная»',\n 'SKU_refill': 'да',\n 'Provider': 'Мосгортранс',\n 'global_id': 880182651}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.152062, 55.984317], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 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'RowId': None,\n 'Attributes': {'LocationDescription': 'Бескудниковский проезд, дом 10, корпус 5',\n 'LocationClarification': 'магазин «Норман»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184059}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.797966, 55.808028], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': '9-я Парковая улица, дом 59, корпус 2',\n 'LocationClarification': 'магазин «Добрынинский и партнеры»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184060}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.554378, 55.876075], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Бескудниковский проезд, дом 4, корпус 2',\n 'LocationClarification': '«Бейби-клуб»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184062}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.604478, 55.861997], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'улица Хачатуряна, дом 20',\n 'LocationClarification': 'отделение «Отрадное 2»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184063}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.803903, 55.802412], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Сиреневый бульвар, дом 32',\n 'LocationClarification': 'аптека «АВЕ»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184064}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.653029, 55.869066], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Чукотский проезд, дом 8',\n 'LocationClarification': 'поликлиника №32',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184065}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.653029, 55.869066], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Чукотский проезд, дом 8',\n 'LocationClarification': 'поликлиника №32',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184066}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.588098, 55.894292], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Алтуфьевское шоссе, дом 80',\n 'LocationClarification': 'отделение «Алтуфьевское»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184067}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.665934, 55.869047], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'улица Менжинского, дом 21',\n 'LocationClarification': 'отделение «Бабушкинское»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184068}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.64776, 55.826078], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'проспект Мира, дом 182',\n 'LocationClarification': 'отделение «ВДНХ»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184069}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.428729, 55.83843], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Строительный проезд, дом 6, корпус 1',\n 'LocationClarification': 'АЗС',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184070}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.60744, 55.776915], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Краснопролетарская улица, дом 16, строение 1',\n 'LocationClarification': 'супермаркет «Победа Вкуса»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184071}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.60744, 55.776915], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Краснопролетарская улица, дом 16, строение 1',\n 'LocationClarification': 'супермаркет «Победа Вкуса»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184072}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.782119, 55.796044], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': '3-я Парковая улица, дом 33',\n 'LocationClarification': 'аптека «АВЕ»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184073}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.744003, 55.801198], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Большая Черкизовская улица, владение 125',\n 'LocationClarification': '«Гормост» 33',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184074}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.601208, 55.785787], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Тихвинская улица, дом 3, корпус 1',\n 'LocationClarification': 'супермаркет «Перекресток»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184076}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.4223, 55.876753], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': '73-й километр Московской Кольцевой Автодороги, внешняя сторона, владение 7',\n 'LocationClarification': 'торговый центр «АРФА»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184077}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.396874, 55.798677], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Таллинская улица, дом 10',\n 'LocationClarification': 'аптека «Ригла»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184078}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.449866, 55.806504], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Авиационная улица, дом 79, корпус 1',\n 'LocationClarification': 'фитнес клуб «Дон Спорт»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184079}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.406019, 55.832778], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Походный проезд, дом 1, корпус 1',\n 'LocationClarification': 'АЗС',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184080}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.608149, 55.854734], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Отрадный проезд, дом 3А',\n 'LocationClarification': 'аптека',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184081}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.600747, 55.781848], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Сущевская улица, дом 19',\n 'LocationClarification': 'магазин «Норман»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184082}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.473617, 55.85486], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Фестивальная улица, дом 5',\n 'LocationClarification': 'отделение «Речной Вокзал»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184083}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.597816, 55.825934], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'улица Кашенкин Луг, дом 6, корпус 3',\n 'LocationClarification': 'магазин «Норман»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184084}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.464886, 55.785078], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'улица Маршала Тухачевского, дом 49',\n 'LocationClarification': 'управляющая компания',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184085}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.146718, 55.968996], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'город Зеленоград, проезд №657, дом 3',\n 'LocationClarification': 'АЗС «Татнефть»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184087}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.358211, 55.846113], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Дубравная улица, дом 34/29',\n 'LocationClarification': 'офис продаж «МТС»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184088}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.603532, 55.774102], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Долгоруковская улица, дом 9',\n 'LocationClarification': 'магазин продуктов «МясновЪ»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184089}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.522523, 55.895822], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Лобненская улица, дом 14',\n 'LocationClarification': 'пиццерия «ПАПА ДЖОНС»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184090}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.434214, 55.851121], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'бульвар Яна Райниса, дом 2, корпус 1',\n 'LocationClarification': 'отделение «Сходненское»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184091}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.544423, 55.905679], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Дмитровское шоссе, дом 118, корпус 1',\n 'LocationClarification': 'торговый центр «Мебель Сити», в холле',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184092}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.544423, 55.905679], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Дмитровское шоссе, дом 118, корпус 1',\n 'LocationClarification': 'торговый центр «Мебель Сити»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184093}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.743939, 55.800702], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Большая Черкизовская улица, владение 32',\n 'LocationClarification': '«Гормост» 34',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184094}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.564741, 55.801893], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Петровско-Разумовский проезд, дом 24, корпус 2',\n 'LocationClarification': 'магазин продуктов «МясновЪ»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184095}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.592888, 55.79454], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'улица Сущевский Вал, дом 5, строение 1А',\n 'LocationClarification': 'магазин электроники «DNS»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184096}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.623097, 55.778445], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Олимпийский проспект, дом 14',\n 'LocationClarification': 'ресторан «Чайхона» №1',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184097}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.818054, 55.820627], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Алтайская улица, дом 13',\n 'LocationClarification': 'поликлиника №191',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184098}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.422126, 55.849718], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Туристская улица, дом 13, корпус 2',\n 'LocationClarification': 'магазин мебели «СТОЛПЛИТ»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184099}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.452962, 55.837122], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'улица Свободы, дом 29',\n 'LocationClarification': 'магазин мебели «СТОЛПЛИТ»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184100}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.530409, 55.790464], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Ходынский бульвар, дом 4',\n 'LocationClarification': 'офис продаж «ТЕЛЕ2»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184101}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.449866, 55.806504], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Авиационная улица, дом 79',\n 'LocationClarification': 'фитнес клуб «Дон Спорт»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184102}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.59154, 55.898662], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'улица Лескова, дом 3Г',\n 'LocationClarification': 'аптека',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184103}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.63001, 55.818128], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'улица Цандера, дом 7, корпус 2А',\n 'LocationClarification': 'аптека «Димфарм»',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184104}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.612463, 55.797417], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Октябрьская улица, дом 91, корпус 1',\n 'LocationClarification': 'магазин продуктов',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184105}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.623913, 55.820944], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'улица Академика Королева, дом 9, корпус 1',\n 'LocationClarification': 'аптека',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184106}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.811878, 55.796405], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Измайловский бульвар, дом 58',\n 'LocationClarification': 'аптека',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184107}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.744007, 55.817269], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Открытое шоссе, дом 18, строение 1',\n 'LocationClarification': 'офис организации',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184108}},\n 'type': 'Feature'},\n {'geometry': {'coordinates': [37.456167, 55.827795], 'type': 'Point'},\n 'properties': {'DatasetId': 60801,\n 'VersionNumber': 1,\n 'ReleaseNumber': 51,\n 'RowId': None,\n 'Attributes': {'LocationDescription': 'Большая Набережная улица, дом 9, строение 1',\n 'LocationClarification': 'магазин продуктов',\n 'SKU_refill': 'да',\n 'Provider': 'МКБ',\n 'global_id': 880184109}},\n 'type': 'Feature'},\n ...]"
},
"metadata": {}
}
]
},
{
"metadata": {
"trusted": true
},
"id": "beginning-romantic",
"cell_type": "code",
"source": "from shapely.geometry import Point",
"execution_count": 9,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"id": "extra-component",
"cell_type": "code",
"source": "geometry = [\n Point(feature[\"geometry\"][\"coordinates\"]) for feature in troika_json[\"features\"]\n]\nattributes = [\n feature[\"properties\"][\"Attributes\"] for feature in troika_json[\"features\"]\n]",
"execution_count": 10,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"id": "starting-radar",
"cell_type": "code",
"source": "repr(geometry[0])",
"execution_count": 11,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 11,
"data": {
"text/plain": "'<shapely.geometry.point.Point object at 0x7f8ce11b69e8>'"
},
"metadata": {}
}
]
},
{
"metadata": {
"trusted": true
},
"id": "informed-contamination",
"cell_type": "code",
"source": "troika_df = gpd.GeoDataFrame(attributes, geometry=geometry, crs=\"EPSG:4326\")",
"execution_count": 12,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"id": "suspected-victorian",
"cell_type": "code",
"source": "gpd.sjoin(adm_moscow, troika_df)[\"NAME\"].value_counts()",
"execution_count": 13,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 13,
"data": {
"text/plain": "Тверской 229\nБасманный 153\nТаганский 140\nПресненский 134\nДаниловский 119\n ... \nФилимонковское 3\nКлёновское 2\nМихайлово-Ярцевское 2\nКиевский 2\nРоговское 1\nName: NAME, Length: 146, dtype: int64"
},
"metadata": {}
}
]
},
{
"metadata": {
"trusted": true
},
"id": "choice-locator",
"cell_type": "code",
"source": "# adm_moscow['n_troika'] = gpd.sjoin(adm_moscow, troika_df)['NAME'].value_counts()",
"execution_count": 14,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"id": "thousand-privilege",
"cell_type": "code",
"source": "adm_moscow_troika = adm_moscow.set_index(\"NAME\").assign(\n n_troika=gpd.sjoin(adm_moscow, troika_df)[\"NAME\"].value_counts()\n)",
"execution_count": 15,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"id": "exposed-uncle",
"cell_type": "code",
"source": "adm_moscow_troika.plot(column=\"n_troika\", figsize=(10, 10), legend=True)",
"execution_count": 16,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 16,
"data": {
"text/plain": "<matplotlib.axes._subplots.AxesSubplot at 0x7f8ce17284a8>"
},
"metadata": {}
},
{
"output_type": "display_data",
"data": {
"text/plain": "<Figure size 720x720 with 2 Axes>",
"image/png": 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\n"
},
"metadata": {
"needs_background": "light"
}
}
]
},
{
"metadata": {
"trusted": true
},
"id": "small-belfast",
"cell_type": "code",
"source": "# %pip install ipyleaflet",
"execution_count": 17,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"id": "finnish-norway",
"cell_type": "code",
"source": "# После установки ipyleaflet нужно выполнить (можно прямо в Jupyter)\n# !jupyter nbextension enable --py --sys-prefix ipyleaflet\n# потом перезапустить Jupyter",
"execution_count": 18,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"id": "visible-assumption",
"cell_type": "code",
"source": "from ipyleaflet import Map, GeoJSON, Choropleth",
"execution_count": 19,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"id": "focused-platform",
"cell_type": "code",
"source": "import json",
"execution_count": 20,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"id": "blank-delta",
"cell_type": "code",
"source": "adm_moscow_troika.to_json()",
"execution_count": 21,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 21,
"data": {
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