rdmApiDemo.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Usage Of Reference Data Module \n",
    "This notebook demonstrates the usage of Worldcereal Reference data module APIs\n",
    "\n",
    "The project website: https://esa-worldcereal.org/en\n",
    "\n",
    "The Worlcereal Reference Data Module website: https://ewoc-rdm-ui.iiasa.ac.at/\n",
    "\n",
    "The complete documentation of reference data APIs can be found as swagger publish here - https://ewoc-rdm-api.iiasa.ac.at/swagger/index.html\n",
    "\n",
    "\n",
    "1. Initialize Imports for Python scripts.\n",
    "2. Get All Public Collections.\n",
    "3. Get all Features from a given collection (first collection in list).\n",
    "4. Search Collections with Bounding Box, Ewoc Codes, Irrigation Types, Confidence scores and Validity Time.\n",
    "5. Search for Feature Items with Bounding Box, Land Cover Types, Crop Types, Irrigation Types and Validity Time.\n",
    "6. Get Metadata of Collection."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 1. Initialize Imports for Python scripts"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "##################Declarations#############################\n",
    "import requests\n",
    "import random\n",
    "\n",
    "from ipyleaflet import (Map, GeoData, basemaps, WidgetControl, GeoJSON,\n",
    " LayersControl, Icon, Marker,basemap_to_tiles, Choropleth,\n",
    " MarkerCluster, Heatmap,SearchControl, \n",
    " FullScreenControl, Popup, DrawControl, Rectangle) \n",
    "\n",
    "def random_color(feature):    \n",
    "    return {\n",
    "        'color': 'black',\n",
    "        'fillColor': random.choice(['red', 'yellow', 'green', 'orange']),\n",
    "    }\n",
    "\n",
    "apiUrl = 'https://ewoc-rdm-api.iiasa.ac.at'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 2. Get All Public Collections\n",
    "The Get Collection API supports pagination, it has query parameters SkipCount and MaxResultCount, which can be used to get data from API in paginated way."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Total Public Collections: 97\n",
      "Current Response Collection Count: 10\n",
      "{'totalCount': 97, 'items': [{'collectionId': '2017mdgjecamciradpoly111', 'title': 'JECAM, Madagascar, 2017', 'featureCount': 891, 'type': 'Polygon', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 98, 'confidenceCropType': 98, 'confidenceIrrigationType': 0, 'ewocCodes': [1101080000, 1100000000, 1201020060, 1107000040, 1000000000, 7000000000, 1200000000, 2000000000, 1103020010, 3000000000, 6000000000, 1101060000, 1103020040, 5000000000, 1106000020, 1300000000, 1106000050, 1103010010, 1105010010, 1201010020], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[46.6204667148503, -19.982834586523555, 47.37125674799141, -18.849778542978253]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2017-01-16T00:00:00', '2017-02-24T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': None, 'lastModifierId': None, 'creationTime': '2024-06-26T10:14:21.87331', 'creatorId': None, 'id': '3a136636-dfb1-ae1c-1c27-100442555068'}, {'collectionId': '2017ngacgiargardianpoint110', 'title': 'OCP validation trials, Nigeria, 2017', 'featureCount': 702, 'type': 'Point', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 93, 'confidenceCropType': 93, 'confidenceIrrigationType': 0, 'ewocCodes': [1101060000], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[5.325456604, 8.157283895, 11.7149535, 11.617550099999999]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2017-09-03T00:00:00', '2018-02-26T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': None, 'lastModifierId': None, 'creationTime': '2024-06-26T10:14:24.635999', 'creatorId': None, 'id': '3a136636-ea7b-7fa5-a70d-93c1712949a8'}, {'collectionId': '2017ugaradiantearth01poly110', 'title': 'Crop Type, Uganda, 2017', 'featureCount': 466, 'type': 'Polygon', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 98, 'confidenceCropType': 98, 'confidenceIrrigationType': 0, 'ewocCodes': [1101060000, 1101070030], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[33.5466817, 1.4271017, 35.00013415, 3.7269467000000014]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2017-08-01T00:00:00', '2017-08-01T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': '2024-07-26T14:37:29.915001', 'lastModifierId': None, 'creationTime': '2024-06-26T10:14:30.567669', 'creatorId': None, 'id': '3a136637-01a7-088d-84af-02813d7d3bd5'}, {'collectionId': '2017zafjecamciradpoly111', 'title': 'JECAM, South Africa, 2017', 'featureCount': 1740, 'type': 'Polygon', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 98, 'confidenceCropType': 98, 'confidenceIrrigationType': 0, 'ewocCodes': [1100000000, 1201000000, 3000000000, 1000000000, 4300000000, 2000000000, 7000000000, 1101060000, 1200000000, 1106000050, 5000000000, 6000000000, 1103090000, 1103000000], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[30.935983804921857, -25.013144382723766, 31.485580122925263, -24.485125233113283]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2017-01-20T00:00:00', '2017-03-24T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': None, 'lastModifierId': None, 'creationTime': '2024-06-26T10:14:33.461486', 'creatorId': None, 'id': '3a136637-0cf5-2c99-0569-269d872638cf'}, {'collectionId': '2018afoafpoint110', 'title': 'MEL agronomic survey eastern Africa, 2018', 'featureCount': 4171, 'type': 'Point', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 0, 'confidenceCropType': 0, 'confidenceIrrigationType': 0, 'ewocCodes': [1000000000, 1101060000], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[33.184638700396555, -8.995679939242589, 35.90468235016555, 1.2303940788904961]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2018-05-01T00:00:00', '2018-08-01T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': '2024-07-26T10:55:59.959505', 'lastModifierId': None, 'creationTime': '2024-06-26T10:14:36.337225', 'creatorId': None, 'id': '3a136637-1831-7ce0-31d8-d64e36be8295'}, {'collectionId': '2018asremelgadopoly111', 'title': 'A crop type dataset on Central Asia, 2018 (Remelgado et al, 2020)', 'featureCount': 2639, 'type': 'Polygon', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 98, 'confidenceCropType': 98, 'confidenceIrrigationType': 0, 'ewocCodes': [1101060000, 1108000010, 1103090040, 1103000000, 1103020050, 1105010010, 1100000000, 1101010001, 1201000000, 1201000010, 1101080000, 1103060000, 1204000000, 1000000000], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[65.23059285126112, 38.68345626811097, 71.81920675621566, 40.59466902213666]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2018-03-01T00:00:00', '2018-09-01T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': None, 'lastModifierId': None, 'creationTime': '2024-06-26T10:14:39.382806', 'creatorId': None, 'id': '3a136637-2416-ba14-be1a-636a4237d717'}, {'collectionId': '2018bfjecamciradpoly111', 'title': 'JECAM, Burkina Faso, 2018', 'featureCount': 1108, 'type': 'Polygon', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 98, 'confidenceCropType': 98, 'confidenceIrrigationType': 0, 'ewocCodes': [5000000000, 6000000000, 1101070030, 1000000000, 1101060000, 1105010020, 2000000000, 1101070010, 1106000100, 1105010050, 1106000050, 1300000000, 1106000020, 1108000010, 3000000000, 1100000000, 4300000000, 1101080000, 7000000000, 1201040070], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[-3.8923648333001153, 10.963963989197598, -3.417932962871698, 11.372172014059643]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2018-10-03T00:00:00', '2018-10-19T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': None, 'lastModifierId': None, 'creationTime': '2024-06-26T10:14:42.397062', 'creatorId': None, 'id': '3a136637-2fdc-b137-fa29-a9787b1f2e0d'}, {'collectionId': '2018canaafcacigtdpoint110', 'title': 'Annual Crop Inventory Ground Truth Data, Canada, 2018 (AAFC)', 'featureCount': 77741, 'type': 'Point', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 98, 'confidenceCropType': 98, 'confidenceIrrigationType': 0, 'ewocCodes': [3000000000, 1600000000, 5000000000, 1101060000, 1106000020, 1111040000, 6000000000, 1101000000, 1301000000, 1111020010, 1101010001, 1111020036, 1111010070, 1101010002, 1115000000, 1101040000, 2004000000, 1206000110, 1103000000, 1101060001, 1101020000, 1103010010, 1101030001, 1108020020, 1106000010, 1101030022, 1201010020, 1102000020, 1105010020, 1106000030, 1103020030, 1107000010, 1207000000, 1103120010, 1201050040, 2001000000, 1500000000, 1103060020, 7000000000, 1105010010, 1103020040, 1101020021, 1111010090, 1103120000, 1201050100, 1101000001, 1000000000, 1101020002, 1111020030, 1101010000, 1202000100, 1103110040, 1109000200, 1109000500, 1103060040, 1201010040, 1103010020, 1103060000, 1201050050, 1201010100, 1201010120, 1201010110, 1201040020, 1201010030, 1103060030, 1109000510, 1101070030, 1106000000, 1103040030, 1107000031, 1201010000, 1111010020, 1105000000, 1101050002, 1101050001, 1110000300, 4100000000, 1101010003, 4200000000, 1101070010, 1103090040, 4102000090, 1103020060, 1107000030, 4201000030, 1103030070, 1111010050, 1103020010, 1103070000, 1103080110, 1101050000, 1108020010, 1101030000, 1105010030, 1106000080, 1206000050, 1109000000, 1109000040, 4000000000, 1111020037, 1201040060, 4300000000, 1201050000, 2003000000, 1201040000, 1101010040], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[-123.1725729817577, 41.983744144976356, -52.679119789646506, 51.039803467456125]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2018-06-25T00:00:00', '2018-08-24T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': None, 'lastModifierId': None, 'creationTime': '2024-06-26T12:07:04.255636', 'creatorId': None, 'id': '3a13669e-0f17-32c6-1ee5-2dfbe234f77b'}, {'collectionId': '2018ethwapor1poly111', 'title': 'FAO WAPOR, Ethiopia Koga, 2018', 'featureCount': 129, 'type': 'Polygon', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 93, 'confidenceCropType': 93, 'confidenceIrrigationType': 0, 'ewocCodes': [1107000010, 1101010000, 1103000000, 1100000000, 1000000000, 1103060000, 1101060000, 1103110070, 1103010010, 1201020010, 1300000000, 1105010020, 1101020000, 1111010100, 1105000040, 1103110020], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[37.05029263415487, 11.338709376463484, 37.141004691510915, 11.518618712806504]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2018-01-15T00:00:00', '2018-01-19T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': None, 'lastModifierId': None, 'creationTime': '2024-06-26T10:16:48.131226', 'creatorId': None, 'id': '3a136639-1b02-6059-008f-18430a03838f'}, {'collectionId': '2018ethwapor2poly111', 'title': 'FAO WAPOR, Ethiopia Awash, 2018', 'featureCount': 136, 'type': 'Polygon', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 93, 'confidenceCropType': 93, 'confidenceIrrigationType': 0, 'ewocCodes': [1100000000, 3000000000, 1103110070, 1103000000, 1103060000, 1000000000, 1105010010, 1111010100, 1201020050, 1101060000, 1201000000, 1111000000, 1201030000, 1201030040, 1201020040, 1201000010, 1108000010, 1201020020, 5000000000, 1103010010, 4300000000], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[39.21355503400008, 8.373130618077745, 39.73083689400005, 8.613657259000036]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2018-02-06T00:00:00', '2018-02-11T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': None, 'lastModifierId': None, 'creationTime': '2024-06-26T10:16:50.938484', 'creatorId': None, 'id': '3a136639-25fa-cb20-1477-c44649db15e0'}]}\n",
      "Accumulated Collections Count: 20\n",
      "{'totalCount': 97, 'items': [{'collectionId': '2018eulucaspoint110', 'title': 'LUCAS 2018 Copernicus', 'featureCount': 51579, 'type': 'Point', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 96, 'confidenceCropType': 96, 'confidenceIrrigationType': 0, 'ewocCodes': [1304000000, 1101060000, 1303000000, 1201040000, 1101020000, 1111000010, 4201000020, 4100000000, 1101010010, 1203000010, 1201000010, 1107000031, 1101050000, 1105000000, 1101010020, 1106000030, 4201000010, 1106000010, 1101040000, 1103000000, 1201010110, 1101000000, 1201010020, 1201060000, 1101030000, 1000000000, 1201010040, 1111040000, 1111020010, 4200000000, 4300000000, 4300000020, 1101110001, 4300000010, 1107000010, 1108000010, 1201030040, 1112000000, 1111020030, 1209000000, 1103010010, 1106000020, 1101080000, 1109000500, 1201030000, 1110000000, 1103120010], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[-10.1491122040992, 34.66763, 34.05995, 69.95654]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2018-03-26T00:00:00', '2019-02-21T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': '2024-08-06T08:43:43.896509', 'lastModifierId': '9c8e4c9b-1bb3-47da-8712-2c6db64ad892', 'creationTime': '2024-06-28T14:05:16.609271', 'creatorId': None, 'id': '3a137156-ff94-820c-3165-ab707bae5855'}, {'collectionId': '2018fralpispoly110', 'title': 'Land Parcel Identification System data of France for 2018', 'featureCount': 9301728, 'type': 'Polygon', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 97, 'confidenceCropType': 97, 'confidenceIrrigationType': 0, 'ewocCodes': [1101000000, 1101010001, 1101010002, 1101010011, 1101010012, 1101010021, 1101010022, 1101010040, 1101020011, 1101020012, 1101020021, 1101020022, 1101030011, 1101030012, 1101030021, 1101030022, 1101040011, 1101040012, 1101040021, 1101040022, 1101050001, 1101050002, 1101060000, 1101060001, 1101060002, 1101060003, 1101070010, 1101070020, 1101070030, 1101080000, 1101100000, 1101110000, 1102000020, 1103000000, 1103010010, 1103010020, 1103020010, 1103020030, 1103020040, 1103020050, 1103020060, 1103030080, 1103040020, 1103060060, 1103060120, 1103070020, 1103080000, 1103080010, 1103080050, 1103080060, 1103080070, 1103080080, 1103080100, 1103090010, 1103090040, 1103090041, 1103090050, 1103090060, 1103090061, 1103090070, 1103090071, 1103090072, 1103090073, 1103090080, 1103090090, 1103090100, 1103110010, 1103110020, 1103110030, 1103110070, 1103120010, 1104000010, 1105000000, 1105000020, 1105000030, 1105000031, 1105000041, 1105000042, 1105000043, 1105000044, 1105010010, 1105010020, 1105010021, 1105010022, 1105010024, 1105010025, 1105010031, 1105010032, 1105010040, 1105010050, 1105010070, 1105020000, 1106000000, 1106000010, 1106000020, 1106000031, 1106000032, 1106000040, 1106000050, 1106000071, 1106000072, 1106000073, 1106000080, 1106000110, 1106010000, 1107000010, 1107000032, 1108020020, 1109000000, 1109000010, 1109000040, 1109000050, 1109000060, 1109000080, 1109000090, 1109000100, 1109000120, 1109000140, 1109000150, 1109000160, 1109000180, 1109000200, 1109000210, 1109000230, 1109000260, 1109000270, 1109000280, 1109000310, 1109000350, 1109000370, 1109000380, 1109000390, 1109000410, 1109000500, 1109000510, 1109000520, 1109000540, 1109000551, 1109000552, 1110000100, 1110000130, 1110000280, 1110000300, 1110000350, 1110000400, 1110000420, 1110000510, 1111000000, 1111010000, 1111010020, 1111010030, 1111010040, 1111010050, 1111010080, 1111010090, 1111010110, 1111020010, 1111020030, 1111020040, 1111020050, 1111020060, 1111020070, 1111020080, 1111020090, 1111040000, 1114000000, 1115000000, 1115000001, 1115000002, 1201000000, 1201000010, 1201010040, 1201010100, 1201010110, 1201010120, 1201020010, 1201030000, 1201040000, 1201040020, 1201040040, 1201040050, 1201050000, 1203000010, 1204000010, 1206000000, 1207000000, 1305000000, 1308000000, 1309000000, 1310000000, 1500000000, 2000000000, 2005000000, 2006000000, 4000000000, 4102000040], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[-4.91118664149838, 42.36097443385756, 8.189816058078035, 51.0647667549949]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2018-06-01T00:00:00', '2018-06-01T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': '2024-08-06T08:57:31.066595', 'lastModifierId': '9c8e4c9b-1bb3-47da-8712-2c6db64ad892', 'creationTime': '2024-07-25T08:15:55.084881', 'creatorId': None, 'id': '3a13fb22-dacb-90ee-6e5a-491ed41a6d9b'}, {'collectionId': '2018ingardian29point110', 'title': 'Wheat, Northern India, 2018', 'featureCount': 761, 'type': 'Point', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 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      "Accumulated Collections Count: 40\n",
      "{'totalCount': 97, 'items': [{'collectionId': '2019kennhicropharvestpoint100', 'title': 'Rapid response crop maps Kenya (2019) by NASA Harvest', 'featureCount': 1954, 'type': 'Point', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 93, 'confidenceCropType': 93, 'confidenceIrrigationType': 0, 'ewocCodes': [1600000000], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[33.41964557170922, -4.48920109520689, 41.44893559747902, 3.813499611947027]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2019-09-01T00:00:00', '2019-09-01T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': None, 'lastModifierId': None, 'creationTime': '2024-08-08T13:09:10.653973', 'creatorId': None, 'id': '3a144448-5f7d-31a2-7f44-8ed04416c4a3'}, {'collectionId': '2019keradiantearth01poly101', 'title': 'Crop Type, 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'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2022-06-01T00:00:00', '2022-06-01T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': '2024-08-08T19:34:24.743042', 'lastModifierId': None, 'creationTime': '2024-08-08T13:05:05.137821', 'creatorId': None, 'id': '3a144444-a070-5ee1-0f8a-061353714667'}, {'collectionId': '2023idnvitocampaignpoly110', 'title': 'VITO in-situ crop type campaign Indonesia 2023', 'featureCount': 335, 'type': 'Polygon', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 96, 'confidenceCropType': 96, 'confidenceIrrigationType': 0, 'ewocCodes': [1201020040, 1201020050, 1109000500, 1106000050, 1201020020, 1101060000, 3000000000, 1115000000, 1103110060, 1101080000, 4000000000, 1103030080, 1202000010, 1107000020, 5011000000, 1103010010, 1111010100, 1206000080, 1107000040, 1201020070, 1103060000, 1107000010, 1103090040, 1300000000, 1202000020, 1109000080, 1106000020, 1201020080, 1203000030, 1201000000], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[106.72489022086212, -7.647584500516091, 110.16661566561196, -6.310180974966168]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2023-01-15T00:00:00', '2023-10-20T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': None, 'lastModifierId': None, 'creationTime': '2024-06-26T10:44:42.812315', 'creatorId': None, 'id': '3a136652-a8bc-9489-840b-d0add99a6742'}, {'collectionId': '2023idnvitomanualpoint100', 'title': 'LC points based on photo-interpretation for Indonesia', 'featureCount': 1290, 'type': 'Point', 'accessType': 'Public', 'typeOfObservationMethod': 'Unknown', 'confidenceLandCover': 0, 'confidenceCropType': 0, 'confidenceIrrigationType': 0, 'ewocCodes': [1100000000, 4300000000, 6000000000, 5000000000, 1200000000, 3000000000, 7000000000, 1300000000], 'irrTypes': [0], 'extent': {'spatial': {'bbox': [[97.82557148555232, -8.797858911280569, 119.75055423750136, 3.561522334628644]], 'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'}, 'temporal': {'interval': [['2023-11-01T00:00:00', '2023-11-01T00:00:00']], 'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}}, 'additionalData': '', 'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'], 'lastModificationTime': '2024-07-25T14:53:45.35956', 'lastModifierId': None, 'creationTime': '2024-06-26T10:44:45.486286', 'creatorId': None, 'id': '3a136652-b32e-2339-10bc-ef10afe3e775'}]}\n",
      "Accumulated Collections Count: 97\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[{'collectionId': '2017afoneacrefundmelpoint110',\n",
       "  'title': 'MEL agronomic survey eastern Africa, 2017',\n",
       "  'featureCount': 3373,\n",
       "  'type': 'Point',\n",
       "  'accessType': 'Public',\n",
       "  'typeOfObservationMethod': 'Unknown',\n",
       "  'confidenceLandCover': 0,\n",
       "  'confidenceCropType': 0,\n",
       "  'confidenceIrrigationType': 0,\n",
       "  'ewocCodes': [1000000000, 1101060000],\n",
       "  'irrTypes': [0],\n",
       "  'extent': {'spatial': {'bbox': [[34.05331037027546,\n",
       "      -1.118192880866231,\n",
       "      35.39540334981372,\n",
       "      1.14123478203019]],\n",
       "    'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'},\n",
       "   'temporal': {'interval': [['2017-08-01T00:00:00', '2017-08-01T00:00:00']],\n",
       "    'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}},\n",
       "  'additionalData': '',\n",
       "  'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'],\n",
       "  'lastModificationTime': '2024-08-06T08:43:18.391259',\n",
       "  'lastModifierId': '9c8e4c9b-1bb3-47da-8712-2c6db64ad892',\n",
       "  'creationTime': '2024-06-26T10:13:48.646894',\n",
       "  'creatorId': None,\n",
       "  'id': '3a136636-5dbd-301f-abb9-54202babd91f'},\n",
       " {'collectionId': '2017ascawaprojectpoly111',\n",
       "  'title': 'A crop type dataset on Central Asia, 2017 (Remelgado et al, 2020)',\n",
       "  'featureCount': 498,\n",
       "  'type': 'Polygon',\n",
       "  'accessType': 'Public',\n",
       "  'typeOfObservationMethod': 'Unknown',\n",
       "  'confidenceLandCover': 98,\n",
       "  'confidenceCropType': 98,\n",
       "  'confidenceIrrigationType': 0,\n",
       "  'ewocCodes': [1101060000,\n",
       "   1101080000,\n",
       "   1103000000,\n",
       "   1101070030,\n",
       "   1101070010,\n",
       "   1100000000,\n",
       "   1106000020,\n",
       "   1101020002,\n",
       "   1108000010,\n",
       "   1101010001,\n",
       "   1201000000,\n",
       "   1204000000,\n",
       "   1201000010],\n",
       "  'irrTypes': [0],\n",
       "  'extent': {'spatial': {'bbox': [[70.81434037291103,\n",
       "      40.32024248653031,\n",
       "      71.66640200857353,\n",
       "      40.623060414705684]],\n",
       "    'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'},\n",
       "   'temporal': {'interval': [['2017-04-01T00:00:00', '2017-10-01T00:00:00']],\n",
       "    'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}},\n",
       "  'additionalData': '',\n",
       "  'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'],\n",
       "  'lastModificationTime': None,\n",
       "  'lastModifierId': None,\n",
       "  'creationTime': '2024-06-26T10:13:51.959962',\n",
       "  'creatorId': None,\n",
       "  'id': '3a136636-6ad7-f292-ca8c-6274e89696a2'}]"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import requests\n",
    "collectionResponse = requests.get(f'{apiUrl}/collections?SkipCount=0&MaxResultCount=10')\n",
    "res = collectionResponse.json()\n",
    "\n",
    "total = res['totalCount']\n",
    "items = res['items']\n",
    "\n",
    "print(f'Total Public Collections: {total}')\n",
    "print(f'Current Response Collection Count: {len(items)}')\n",
    "\n",
    "accumulatedCount = len(items)\n",
    "\n",
    "while(accumulatedCount < total):\n",
    " reqUrl = f'{apiUrl}/collections?SkipCount={accumulatedCount}&MaxResultCount=10'\n",
    " collectionResponse = requests.get(reqUrl)\n",
    " res2 = collectionResponse.json()\n",
    " print(res2)\n",
    " total = res2['totalCount']\n",
    " items += res2['items']\n",
    " accumulatedCount = accumulatedCount + len(res2['items'])\n",
    " print(f'Accumulated Collections Count: {accumulatedCount}')\n",
    "\n",
    "items[0:2] # Display only 2 "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 3. Get all features from a given collection\n",
    "The Get Features API supports pagination, it has query parameters SkipCount and MaxResultCount, which can be used to get data from API in paginated way."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CollectionId=2021ugacopernicusgeoglamlrpoint111\n",
      "Total Number of Features in Collection:6811\n",
      "Number Returned:50\n",
      "SkipCount:0\n",
      "accumulatedItemsCount: 100\n",
      "accumulatedItemsCount: 150\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[{'type': 'Feature',\n",
       "  'geometry': {'type': 'Point', 'coordinates': [32.8251837, 3.0541268]},\n",
       "  'properties': {'sample_id': '2021_UGA_COPERNICUS-GEOGLAM-LR_POINT_111_42',\n",
       "   'ewoc_code': 1105010010,\n",
       "   'irrigation_status': 71,\n",
       "   'valid_time': '2021-07-10',\n",
       "   'extract': 1,\n",
       "   'quality_score_lc': 71,\n",
       "   'quality_score_ct': 71,\n",
       "   'h3_l3_cell': '836aedfffffffff'}},\n",
       " {'type': 'Feature',\n",
       "  'geometry': {'type': 'Point', 'coordinates': [32.2636837, 3.038178]},\n",
       "  'properties': {'sample_id': '2021_UGA_COPERNICUS-GEOGLAM-LR_POINT_111_29',\n",
       "   'ewoc_code': 1101080000,\n",
       "   'irrigation_status': 71,\n",
       "   'valid_time': '2021-06-13',\n",
       "   'extract': 1,\n",
       "   'quality_score_lc': 71,\n",
       "   'quality_score_ct': 71,\n",
       "   'h3_l3_cell': '836ae8fffffffff'}},\n",
       " {'type': 'Feature',\n",
       "  'geometry': {'type': 'Point', 'coordinates': [31.0282404, 3.6082387]},\n",
       "  'properties': {'sample_id': '2021_UGA_COPERNICUS-GEOGLAM-LR_POINT_111_4',\n",
       "   'ewoc_code': 1000000000,\n",
       "   'irrigation_status': 71,\n",
       "   'valid_time': '2021-06-13',\n",
       "   'extract': 0,\n",
       "   'quality_score_lc': 71,\n",
       "   'quality_score_ct': 71,\n",
       "   'h3_l3_cell': '836aecfffffffff'}},\n",
       " {'type': 'Feature',\n",
       "  'geometry': {'type': 'Point', 'coordinates': [32.3902128, 2.9814045]},\n",
       "  'properties': {'sample_id': '2021_UGA_COPERNICUS-GEOGLAM-LR_POINT_111_34',\n",
       "   'ewoc_code': 1101060000,\n",
       "   'irrigation_status': 71,\n",
       "   'valid_time': '2021-06-13',\n",
       "   'extract': 1,\n",
       "   'quality_score_lc': 71,\n",
       "   'quality_score_ct': 71,\n",
       "   'h3_l3_cell': '836ae8fffffffff'}},\n",
       " {'type': 'Feature',\n",
       "  'geometry': {'type': 'Point', 'coordinates': [31.028121, 3.6077932]},\n",
       "  'properties': {'sample_id': '2021_UGA_COPERNICUS-GEOGLAM-LR_POINT_111_41',\n",
       "   'ewoc_code': 1107000040,\n",
       "   'irrigation_status': 71,\n",
       "   'valid_time': '2021-06-13',\n",
       "   'extract': 0,\n",
       "   'quality_score_lc': 71,\n",
       "   'quality_score_ct': 71,\n",
       "   'h3_l3_cell': '836aecfffffffff'}}]"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "collectionId = collectionResponse.json()['items'][0]['collectionId']\n",
    "\n",
    "itemUrl = f'{apiUrl}/collections/{collectionId}/items?SkipCount=0&MaxResultCount=50'\n",
    "\n",
    "itemsResponse = requests.get(itemUrl)\n",
    "res = itemsResponse.json()\n",
    "\n",
    "print(f'CollectionId={collectionId}')\n",
    "print(f'Total Number of Features in Collection:{res['NumberMatched']}')\n",
    "print(f'Number Returned:{res['NumberReturned']}')\n",
    "print(f'SkipCount:{res['SkipCount']}')\n",
    "\n",
    "total = res['NumberMatched']\n",
    "accumulatedItemsCount = res['NumberReturned']\n",
    "features = res['features']\n",
    "\n",
    "# use SkipCount and MaxResultCount to paginate and get all the features in the collection\n",
    "while(accumulatedItemsCount < total):\n",
    " reqUrl =  f'{apiUrl}/collections/{collectionId}/items?SkipCount={accumulatedItemsCount}&MaxResultCount=50'\n",
    " itemsSkipResponse = requests.get(reqUrl)\n",
    " res2 = itemsSkipResponse.json()\n",
    " features += res2['features']\n",
    " accumulatedItemsCount = accumulatedItemsCount + len(res2['features'])\n",
    " print(f'accumulatedItemsCount: {accumulatedItemsCount}')\n",
    " if(accumulatedItemsCount > 100):\n",
    "    break\n",
    "\n",
    "features[0:5] # display only first 5 features"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 4. Search Collections with Bounding Box, Validity Time and other parameters\n",
    "The data APIs provide a way to search for collections with filter parameters. Refer the swagger documentation for filter details.\n",
    "The below script demonstrates how we can call the REST APIs to search for the collections."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Search Bounding Box"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "b1a21789a8364369894710b81b3c57e4",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Map(center=[-1.18, 34.54], controls=(ZoomControl(options=['position', 'zoom_in_text', 'zoom_in_title', 'zoom_o…"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "center=[-1.18,34.54]\n",
    "zoom=4\n",
    "m1=Map(basemap=basemaps.CartoDB.Positron, center=center, zoom=zoom)\n",
    "#-6.926427,28.696289,4.434044,40.605469\n",
    "aoi = Rectangle(bounds=[[ -6.926427,28.696289], [ 4.434044,40.605469]], color=\"tomato\", weight=2) \n",
    "\n",
    "#add layers\n",
    "m1.add_layer(aoi)\n",
    "\n",
    "# display map\n",
    "m1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import Image\n",
    "Image(filename='searchBox.jpg') "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "https://ewoc-rdm-api.iiasa.ac.at/collections/search?SkipCount=0&MaxResultCount=100&&Bbox=28.696289&Bbox=-6.926427&Bbox=40.605469&Bbox=4.434044&ValidityTime.Start=2019-01-01T00%3A00%3A00Z&ValidityTime.End=2021-12-30T00%3A00%3A00Z&EwocCodes=1201020020&EwocCodes=1101080000&EwocCodes=1201000000&EwocCodes=1107000040&EwocCodes=1103030000&EwocCodes=1103110070&EwocCodes=1201030040&EwocCodes=1105010010&EwocCodes=1103010010&EwocCodes=4300000000&EwocCodes=7000000000&EwocCodes=1101060000&EwocCodes=1103060000&EwocCodes=1103020050&EwocCodes=1106000020&EwocCodes=1000000000&EwocCodes=1201010000&EwocCodes=1103090040&EwocCodes=1103000000&EwocCodes=1300000000&EwocCodes=1101070030&EwocCodes=1111010100&EwocCodes=1107000020&EwocCodes=2000000000&EwocCodes=1107000010&EwocCodes=1103010020&IrrigationTypes=0&CropTypeConfidence.Start=60&CropTypeConfidence.End=99\n",
      "Search matched:10\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[{'collectionId': '2019afnhicropharvestpoly100',\n",
       "  'title': 'Rapid response crop maps Kenya, Mali and Togo (2019) by NASA Harvest',\n",
       "  'featureCount': 3846,\n",
       "  'type': 'Polygon',\n",
       "  'accessType': 'Public',\n",
       "  'typeOfObservationMethod': 'Unknown',\n",
       "  'confidenceLandCover': 0,\n",
       "  'confidenceCropType': 89,\n",
       "  'confidenceIrrigationType': 0,\n",
       "  'ewocCodes': [1000000000, 1600000000],\n",
       "  'irrTypes': [0],\n",
       "  'extent': {'spatial': {'bbox': [[-7.505459141380701,\n",
       "      -0.062508704213765,\n",
       "      34.88243885389093,\n",
       "      12.41620026942137]],\n",
       "    'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'},\n",
       "   'temporal': {'interval': [['2019-08-01T00:00:00', '2019-09-01T00:00:00']],\n",
       "    'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}},\n",
       "  'additionalData': '',\n",
       "  'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'],\n",
       "  'lastModificationTime': '2024-08-08T13:09:07.877871',\n",
       "  'lastModifierId': None,\n",
       "  'creationTime': '2024-06-26T10:17:34.739508',\n",
       "  'creatorId': None,\n",
       "  'id': '3a136639-d113-d738-b5f1-26bd436edfff'},\n",
       " {'collectionId': '2020rwwapor2point111',\n",
       "  'title': 'FAO WAPOR, Rwanda Yanze, 2020',\n",
       "  'featureCount': 173,\n",
       "  'type': 'Point',\n",
       "  'accessType': 'Public',\n",
       "  'typeOfObservationMethod': 'Unknown',\n",
       "  'confidenceLandCover': 93,\n",
       "  'confidenceCropType': 93,\n",
       "  'confidenceIrrigationType': 0,\n",
       "  'ewocCodes': [1107000010,\n",
       "   4300000000,\n",
       "   5000000000,\n",
       "   1105010010,\n",
       "   1000000000,\n",
       "   1105010020],\n",
       "  'irrTypes': [0],\n",
       "  'extent': {'spatial': {'bbox': [[29.9219083333333,\n",
       "      -1.93269333333333,\n",
       "      30.0272183333333,\n",
       "      -1.72265333333333]],\n",
       "    'crs': 'http://www.opengis.net/def/crs/OGC/1.3/CRS84'},\n",
       "   'temporal': {'interval': [['2020-07-20T00:00:00', '2020-07-24T00:00:00']],\n",
       "    'trs': 'http://www.opengis.net/def/uom/ISO-8601/0/Gregorian'}},\n",
       "  'additionalData': '',\n",
       "  'crs': ['http://www.opengis.net/def/crs/EPSG/0/4326'],\n",
       "  'lastModificationTime': None,\n",
       "  'lastModifierId': None,\n",
       "  'creationTime': '2024-06-26T10:25:56.40828',\n",
       "  'creatorId': None,\n",
       "  'id': '3a136641-78b8-8b4b-ca56-622b52b31a15'}]"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import requests\n",
    "\n",
    "# Parameters\n",
    "bbox='&Bbox=28.696289&Bbox=-6.926427&Bbox=40.605469&Bbox=4.434044' #bbox: minimum longitude, minimum latitude, maximum longitude and maximum latitude \n",
    "valTime='ValidityTime.Start=2019-01-01T00%3A00%3A00Z&ValidityTime.End=2021-12-30T00%3A00%3A00Z' # date time in yyyy-MM-ddTHH:mm:ssZ format with url escaped\n",
    "ewocCodes='&EwocCodes=1201020020&EwocCodes=1101080000&EwocCodes=1201000000&EwocCodes=1107000040&EwocCodes=1103030000&EwocCodes=1103110070&EwocCodes=1201030040&EwocCodes=1105010010&EwocCodes=1103010010&EwocCodes=4300000000&EwocCodes=7000000000&EwocCodes=1101060000&EwocCodes=1103060000&EwocCodes=1103020050&EwocCodes=1106000020&EwocCodes=1000000000&EwocCodes=1201010000&EwocCodes=1103090040&EwocCodes=1103000000&EwocCodes=1300000000&EwocCodes=1101070030&EwocCodes=1111010100&EwocCodes=1107000020&EwocCodes=2000000000&EwocCodes=1107000010&EwocCodes=1103010020'\n",
    "# wheat, winter wheat and spring wheat\n",
    "irrTypes='&IrrigationTypes=0'\n",
    "# crop confidence of 60 to 99\n",
    "cropConfidence='&CropTypeConfidence.Start=60&CropTypeConfidence.End=99'\n",
    "\n",
    "colSearchUrl=f'{apiUrl}/collections/search?SkipCount=0&MaxResultCount=100&{bbox}&{valTime}{ewocCodes}{irrTypes}{cropConfidence}'\n",
    "#https://ewoc-rdm-api.iiasa.ac.at/collections/search?MaxResultCount=100&&Bbox=28.696289&Bbox=-6.926427&Bbox=40.605469&Bbox=4.434044&?ValidityTime.Start=2019-01-01T00%3A00%3A00Z&ValidityTime.End=2021-12-30T00%3A00%3A00Z&EwocCodes=1201020020&EwocCodes=1101080000&EwocCodes=1201000000&EwocCodes=1107000040&EwocCodes=1103030000&EwocCodes=1103110070&EwocCodes=1201030040&EwocCodes=1105010010&EwocCodes=1103010010&EwocCodes=4300000000&EwocCodes=7000000000&EwocCodes=1101060000&EwocCodes=1103060000&EwocCodes=1103020050&EwocCodes=1106000020&EwocCodes=1000000000&EwocCodes=1201010000&EwocCodes=1103090040&EwocCodes=1103000000&EwocCodes=1300000000&EwocCodes=1101070030&EwocCodes=1111010100&EwocCodes=1107000020&EwocCodes=2000000000&EwocCodes=1107000010&EwocCodes=1103010020&irrTypes=0&CropTypeConfidence.Start=60&CropTypeConfidence.End=99\n",
    "print(colSearchUrl)\n",
    "colSearchResponse = requests.get(colSearchUrl)\n",
    "cols = colSearchResponse.json()\n",
    "print(f'Search matched:{len(cols)}')\n",
    "cols[0:2]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Display results on map"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "10\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "6ed6f8f722fa45d08202eed6a6a06eba",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Map(center=[-1.18, 34.54], controls=(ZoomControl(options=['position', 'zoom_in_text', 'zoom_in_title', 'zoom_o…"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "center=[-1.18,34.54]\n",
    "zoom=4\n",
    "m2=Map(basemap=basemaps.CartoDB.Positron, center=center, zoom=zoom)\n",
    "\n",
    "cols = colSearchResponse.json()\n",
    "print(len(cols))\n",
    "\n",
    "for col in cols:\n",
    "  colbbox = col['extent']['spatial']['bbox'][0]\n",
    "  bbox = [[colbbox[1],colbbox[0]],[colbbox[3],colbbox[2]]]\n",
    "  aoi2 = Rectangle(bounds=bbox, color=\"green\", weight=2 ) \n",
    "  m2.add_layer(aoi2)\n",
    "\n",
    "aoi = Rectangle(bounds=[[ -6.926427,28.696289], [ 4.434044,40.605469]], color=\"tomato\", weight=2) \n",
    "\n",
    "#add Search BBOx on top\n",
    "m2.add_layer(aoi)\n",
    "\n",
    "# display map\n",
    "m2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import Image\n",
    "Image(filename='searchImage.jpg') "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 5. Search for Feature Items with Bounding Box, Land Cover Types, Crop Types, Irrigation Types and Validity Time"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2019afnhicropharvestpoly100\n",
      "[[-0.062508704213765, -7.505459141380701], [12.41620026942137, 34.88243885389093]]\n",
      "https://ewoc-rdm-api.iiasa.ac.at/collections/2020rwwapor2point111/items?SkipCount=0&MaxResultCount=1000&&Bbox=28.696289&Bbox=-6.926427&Bbox=40.605469&Bbox=4.434044&?ValidityTime.Start=2019-01-01T00%3A00%3A00Z&ValidityTime.End=2021-12-30T00%3A00%3A00Z&EwocCodes=1201020020&EwocCodes=1101080000&EwocCodes=1201000000&EwocCodes=1107000040&EwocCodes=1103030000&EwocCodes=1103110070&EwocCodes=1201030040&EwocCodes=1105010010&EwocCodes=1103010010&EwocCodes=4300000000&EwocCodes=7000000000&EwocCodes=1101060000&EwocCodes=1103060000&EwocCodes=1103020050&EwocCodes=1106000020&EwocCodes=1000000000&EwocCodes=1201010000&EwocCodes=1103090040&EwocCodes=1103000000&EwocCodes=1300000000&EwocCodes=1101070030&EwocCodes=1111010100&EwocCodes=1107000020&EwocCodes=2000000000&EwocCodes=1107000010&EwocCodes=1103010020&IrrigationTypes=0\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[{'type': 'Feature',\n",
       "  'geometry': {'type': 'Point',\n",
       "   'coordinates': [29.9827283333333, -1.75169166666666]},\n",
       "  'properties': {'sample_id': '2020_RWA_FAO-WAPOR-2_POINT_111_1',\n",
       "   'ewoc_code': 1107000010,\n",
       "   'irrigation_status': 0,\n",
       "   'valid_time': '2020-07-20',\n",
       "   'extract': 2,\n",
       "   'quality_score_lc': 93,\n",
       "   'quality_score_ct': 93,\n",
       "   'h3_l3_cell': '836ad8fffffffff'}},\n",
       " {'type': 'Feature',\n",
       "  'geometry': {'type': 'Point', 'coordinates': [29.983975, -1.75222833333333]},\n",
       "  'properties': {'sample_id': '2020_RWA_FAO-WAPOR-2_POINT_111_2',\n",
       "   'ewoc_code': 4300000000,\n",
       "   'irrigation_status': 0,\n",
       "   'valid_time': '2020-07-20',\n",
       "   'extract': 0,\n",
       "   'quality_score_lc': 93,\n",
       "   'quality_score_ct': 93,\n",
       "   'h3_l3_cell': '836ad8fffffffff'}},\n",
       " {'type': 'Feature',\n",
       "  'geometry': {'type': 'Point',\n",
       "   'coordinates': [29.9815083333333, -1.75106666666666]},\n",
       "  'properties': {'sample_id': '2020_RWA_FAO-WAPOR-2_POINT_111_3',\n",
       "   'ewoc_code': 4300000000,\n",
       "   'irrigation_status': 0,\n",
       "   'valid_time': '2020-07-20',\n",
       "   'extract': 0,\n",
       "   'quality_score_lc': 93,\n",
       "   'quality_score_ct': 93,\n",
       "   'h3_l3_cell': '836ad8fffffffff'}},\n",
       " {'type': 'Feature',\n",
       "  'geometry': {'type': 'Point',\n",
       "   'coordinates': [29.9793566666666, -1.74603333333333]},\n",
       "  'properties': {'sample_id': '2020_RWA_FAO-WAPOR-2_POINT_111_4',\n",
       "   'ewoc_code': 1107000010,\n",
       "   'irrigation_status': 0,\n",
       "   'valid_time': '2020-07-20',\n",
       "   'extract': 2,\n",
       "   'quality_score_lc': 93,\n",
       "   'quality_score_ct': 93,\n",
       "   'h3_l3_cell': '836ad8fffffffff'}},\n",
       " {'type': 'Feature',\n",
       "  'geometry': {'type': 'Point', 'coordinates': [29.9793766666666, -1.75207]},\n",
       "  'properties': {'sample_id': '2020_RWA_FAO-WAPOR-2_POINT_111_5',\n",
       "   'ewoc_code': 1107000010,\n",
       "   'irrigation_status': 0,\n",
       "   'valid_time': '2020-07-20',\n",
       "   'extract': 2,\n",
       "   'quality_score_lc': 93,\n",
       "   'quality_score_ct': 93,\n",
       "   'h3_l3_cell': '836ad8fffffffff'}}]"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "itemSearchCollectionId=cols[1]['collectionId']\n",
    "colbbox = cols[0]['extent']['spatial']['bbox'][0]\n",
    "itembbox = [[colbbox[1],colbbox[0]],[colbbox[3],colbbox[2]]]\n",
    "bbox='&Bbox=28.696289&Bbox=-6.926427&Bbox=40.605469&Bbox=4.434044' #bbox: minimum longitude, minimum latitude, maximum longitude and maximum latitude \n",
    "valTime='ValidityTime.Start=2019-01-01T00%3A00%3A00Z&ValidityTime.End=2021-12-30T00%3A00%3A00Z' # date time in yyyy-MM-ddTHH:mm:ssZ format with url escaped\n",
    "ewocCodes='&EwocCodes=1201020020&EwocCodes=1101080000&EwocCodes=1201000000&EwocCodes=1107000040&EwocCodes=1103030000&EwocCodes=1103110070&EwocCodes=1201030040&EwocCodes=1105010010&EwocCodes=1103010010&EwocCodes=4300000000&EwocCodes=7000000000&EwocCodes=1101060000&EwocCodes=1103060000&EwocCodes=1103020050&EwocCodes=1106000020&EwocCodes=1000000000&EwocCodes=1201010000&EwocCodes=1103090040&EwocCodes=1103000000&EwocCodes=1300000000&EwocCodes=1101070030&EwocCodes=1111010100&EwocCodes=1107000020&EwocCodes=2000000000&EwocCodes=1107000010&EwocCodes=1103010020'\n",
    "# wheat, winter wheat and spring wheat\n",
    "irrTypes='&IrrigationTypes=0'\n",
    "# crop confidence of 60 to 99\n",
    "cropConfidence='&CropTypeConfidence.Start=60&CropTypeConfidence.End=99'\n",
    "\n",
    "itemSearchUrl = f'{apiUrl}/collections/{itemSearchCollectionId}/items?SkipCount=0&MaxResultCount=1000&{bbox}&?{valTime}{ewocCodes}{irrTypes}'\n",
    "\n",
    "print(cols[0]['collectionId'])\n",
    "print(itembbox)\n",
    "print(itemSearchUrl)\n",
    "\n",
    "#'https://ewoc-rdm-api.iiasa.ac.at/collections/2017ugaradiantearth01poly110/items?MaxResultCount=1000&&Bbox=28.696289&Bbox=-6.926427&Bbox=40.605469&Bbox=4.434044&?ValidityTime.Start=2019-01-01T00%3A00%3A00Z&ValidityTime.End=2021-12-30T00%3A00%3A00Z&EwocCodes=1201020020&EwocCodes=1101080000&EwocCodes=1201000000&EwocCodes=1107000040&EwocCodes=1103030000&EwocCodes=1103110070&EwocCodes=1201030040&EwocCodes=1105010010&EwocCodes=1103010010&EwocCodes=4300000000&EwocCodes=7000000000&EwocCodes=1101060000&EwocCodes=1103060000&EwocCodes=1103020050&EwocCodes=1106000020&EwocCodes=1000000000&EwocCodes=1201010000&EwocCodes=1103090040&EwocCodes=1103000000&EwocCodes=1300000000&EwocCodes=1101070030&EwocCodes=1111010100&EwocCodes=1107000020&EwocCodes=2000000000&EwocCodes=1107000010&EwocCodes=1103010020&irrTypes=0'\n",
    "itemSearchResponse = requests.get(itemSearchUrl)\n",
    "itemSearchResponse.json()['features'][0:5]\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Display Result on Map. \n",
    "The APIs are page based, the skip and max count needs to be used to get all the results page wise"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "95bf96cc6a664e7093c022d0d4e1a5a7",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Map(center=[0.4, 36.14], close_popup_on_click=False, controls=(ZoomControl(options=['position', 'zoom_in_text'…"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from ipywidgets import Text, HTML\n",
    "center=[0.4,36.14]\n",
    "zoom=9\n",
    "m=Map(basemap=basemaps.CartoDB.Positron, center=center, zoom=zoom,close_popup_on_click=False)\n",
    "\n",
    "aoi = Rectangle(bounds=itembbox, color=\"green\", weight=2) \n",
    "\n",
    "data = itemSearchResponse.json()\n",
    "layer= GeoJSON(\n",
    "    data=data,\n",
    "    style={\n",
    "        'opacity': 1, 'fillOpacity': 0.5, 'weight': 2\n",
    "    },\n",
    "    hover_style={\n",
    "        'color': 'white', 'dashArray': '0', 'fillOpacity': 0.5\n",
    "    },\n",
    "    point_style={'radius': 5, 'color': 'red', 'fillOpacity': 0.8, 'fillColor': 'blue', 'weight': 3},\n",
    "    style_callback=random_color\n",
    ")\n",
    "\n",
    "\n",
    "#add layers\n",
    "m.add_layer(aoi)\n",
    "m.add_layer(layer)\n",
    "\n",
    "# display map\n",
    "m\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Below Image is sample output only."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 59,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import Image\n",
    "Image(filename='image.jpg') "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 6. Get Metadata of Collection"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[{'id': 37,\n",
       "  'name': 'SampleDownloadUrl',\n",
       "  'value': 'https://ewocstorage.blob.core.windows.net/public/2019afnhicropharvestpoly100/sample_2019afnhicropharvestpoly100.geoparquet',\n",
       "  'type': 'text'},\n",
       " {'id': 36,\n",
       "  'name': 'GeoParquetDownloadUrl',\n",
       "  'value': 'https://ewocstorage.blob.core.windows.net/public/2019afnhicropharvestpoly100/2019_AF_NHI-CROP-HARVEST_POLY_100.geoparquet',\n",
       "  'type': 'text'},\n",
       " {'id': 38,\n",
       "  'name': 'CuratedDataSet:Harmonization:Pdf',\n",
       "  'value': 'https://ewocstorage.blob.core.windows.net/public/2019afnhicropharvestpoly100/2019_AF_NHI-CROP-HARVEST_POLY_100.pdf',\n",
       "  'type': 'text'},\n",
       " {'id': 40,\n",
       "  'name': 'codeStats',\n",
       "  'value': '{\"LcStats\":[{\"Code\":16,\"Count\":1236},{\"Code\":10,\"Count\":687}],\"EwocStats\":[{\"Code\":1600000000,\"Count\":1236},{\"Code\":1000000000,\"Count\":687}],\"IrrStats\":[{\"Code\":0,\"Count\":1923}]}',\n",
       "  'type': 'text'},\n",
       " {'id': 136,\n",
       "  'name': 'CuratedDataSet:ReferenceCuratedDataSet:NameCuratedDataSet:',\n",
       "  'value': '2019afnhicropharvestpoly100',\n",
       "  'type': 'text'}]"
      ]
     },
     "execution_count": 57,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "colId = cols[0]['collectionId']\n",
    "metadataUrl = f'{apiUrl}/collections/{colId}/metadata/items'\n",
    "metadata = requests.get(metadataUrl)\n",
    "metadata.json()[0:5]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Get Excel"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<Response [200]>\n",
      "2019afnhicropharvestpoly100_metadata.xlsx saved to local path\n"
     ]
    },
    {
     "data": {
      "image/jpeg": 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4p/8AQ++D/wDwjrr/AOWlAG7RWF/wrX4p/wDQ++D/APwjrr/5aUf8K1+Kf/Q++D//AAjrr/5aUAbtFYX/AArX4p/9D74P/wDCOuv/AJaUf8K1+Kf/AEPvg/8A8I66/wDlpQBu0Vhf8K1+Kf8A0Pvg/wD8I66/+WlH/Ctfin/0Pvg//wAI66/+WlAG7RWF/wAK1+Kf/Q++D/8Awjrr/wCWlH/Ctfin/wBD74P/APCOuv8A5aUAbtFYX/Ctfin/AND74P8A/COuv/lpR/wrX4p/9D74P/8ACOuv/lpQBu0Vhf8ACtfin/0Pvg//AMI66/8AlpR/wrX4p/8AQ++D/wDwjrr/AOWlAG7RWF/wrX4p/wDQ++D/APwjrr/5aUf8K1+Kf/Q++D//AAjrr/5aUAbtFYX/AArX4p/9D74P/wDCOuv/AJaUf8K1+Kf/AEPvg/8A8I66/wDlpQBu0Vhf8K1+Kf8A0Pvg/wD8I66/+WlH/Ctfin/0Pvg//wAI66/+WlAG7RWF/wAK1+Kf/Q++D/8Awjrr/wCWlH/Ctfin/wBD74P/APCOuv8A5aUAbtFYX/Ctfin/AND74P8A/COuv/lpR/wrX4p/9D74P/8ACOuv/lpQBS+In/Hr4U/7HPwx/wCnyxr7Vr4U8beCPH2j/wDCI3et+LvDeqaZH4z8Meda2Hhq4tJnzrliF2yvfyquGIJyjZAI4zkfddAHy1+0L8VW+Cfgvxt4yTShrb6fd2irYtc/ZxKZRbRDMmx9uPMz909MVz+k/Hu40fx9N4Q+IeiWPhDUX0qTWrK+sdVN/YXNtEQJ8yvDC8ciZBKtHgjkMelaH7UXwy1f4xfDfx54S0Kayt9VvruyaGTUJHjgHlG1lIZkR2GRGQMKeSK4TxT8F/iX8QvEup+L73VNE8HeJdP8OXei+GINGvJ72O3uLjaZLmaeSCIg/IqhViO0HdkkAVN2k36/+k6f+Taf8AqyaS8/1X6XNT4j/teeE/Bvw38XeJdItNT1zUfDZtlu9Du9MvtNuEM5/dGQTW++JGUMRIybCRjOSK6rXP2jPA3hjSbTUdZvdU0u2nhSeRrjQdQX7HG0hjR7oeRm1VnBCtOEDbSRkAmvB2/Y98aa34e+LtrqWpadZ3XjHRdPsbITa9f6y8Vxas7EzXN1GJCjnaflX5dxAX5QW0/jt+z78XfjXpuqWc+o6NY2eo6JDYxabF4o1GGz066SV2kkMUVsi3qyqIhmcDyznCvtG63pZb6/hZ/qvlfUS1t0/qP5Xf3PfQ9+tvjF4SvPHVz4Pt9SmuNctWSO4WGxuHtoJGj81I3uRH5KyMnzBC4YjoKytK/aJ8A65qw07T9YubueT7ULWWPS7s2981vnz0tJ/K8u6ddrfJCzsdrYBwa89uP2e/FH/C5NP8S6Tcad4XsGlRtb1DSNVvFm1q3S0aFLeewK/Z2dWbIuN+4AA7Aax/gd+yxqnwzuPCWm69pVhr9l4YuZ5bDXh4z1cshPmiOZdJeNraOQrJtYLJtG5yM9CrX0v/Xf5dnv001cXdr2/r+u23rovR/gX8e2+Pfwzn8SaP4en03VUa4jTT9TFzBau6SyRxgXbWwDhvLBYxo5jLbWGRg8lov7Q3jzxLP8TLJfCPhXQJPA4mgvtSu/EV3dwrMLUzRusKWCPLEDt3DcjY3bQTgHr/2bPhr4i+DvgWbwhrQ0u4sbG+u5tO1CwupJJbmGa5lm/fRNEgiZRIowryA88jHOFovwJ1/TZPj20t3prDx9K8mmbJZP3INn5A8/5Pl+bn5d3HvxUVG7ScF9lteulv1No250ntz/APkuv/AK3gn9qiHWfHngvwZf6ZLqF7rnhW316TXNF0+/ayaaQxqFija33LAfM3edIwCcK+Gqx8Jf2nLLXfhD4Z8UeNZIrLWtcv7+ytdN0LT7q7muTb3EyfubaISzPiOIM5AIHU4BArN8CfAPxf8AD/xj8LddtpNE1L+w/BUXhDWYZbyaHbteFzcWxEDebzG42P5eeORk44jSv2PfFuheG/hlIt/p+oaz4Tn1lbnT7fX9Q0iG4gvp3lV4r21Tzo5E+QFTGVYMwyMAnedr6d393NK33rl+/wAmZR+Hz93/ANJ1/wDJun+aPqfwf4x0bx94cs9e0C+TUdKuwTFOqshyrFWVlYBkZWBVlYBlIIIBBFbNcT8HfAcPw68DwaTHo1toMr3E93cWdrrFzqyebLIzu/2q5RJZGYncSyjBJHPU9tUysnoCuFeb/s//APIi6p/2Nfib/wBPl9XpFeb/ALP/APyIuqf9jX4m/wDT5fVIz0iiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKR3WNGdiFVRkk9AKWo7q3jvLaWCVd0UqFHXOMgjBqZX5Xy7jVr67Hm/gv4neKPHX9ma3p3g62HgXUm3WupTauU1Frcg7Lk2Zg2CNuGA8/zNjAlA2UBpP7SHw/1zw0/iCw1e8utH8yGCC6j0e923k0hIWK1Hk5uZMqwaOEOyFSGCkGs/4Y+E/iJ8PdH0PwWYvDV34U0ZFsoNcN7cfbpbKNdsSNZiAIJdoRDJ55HBfZzsGNo/wV8UeGPhR8LNPsJ9Ju/FngWaOcW9xczR2F7mCW3mjMqxl0/dzuyv5bYZRlcE1o+XW22lu9ut/wCvwsG9+/4ddPm7a9vmdpJ8fPAsPhtdcn1qS1smvzpRiubC5iuo7zaXFs9s0YmSVlGVRkDPuTaDvTOx4b+IOnePvDuo6h4UcX91aPJbNZalFPp8kV0qgiG4SWLzYM7kPzRk7WDBWBGfEvHXhDxZoN1oWuy/2LH4v8QeObW+GnpNLLp8HlafLCkJm2I7bkh5l8sFS/8Aq2CAN6z8LfBus6DeeKtd8RCxg1vxJqK3s9jplxJcW1qsdvFbxokrpG0hKQhmby05YjGFBMx95Sb0tp87Qfz3flovmS91xt11/GS/Rf5duO0P49eJI9S8XyeLfDHh/wAOeHPCFyLbWtUtfEF1fPFm2jnDxQjT03oBMgYsybfmPIXnv/E3xc8I+DbrUINa1uHT20+0gv7ySVH8u3gmmMMUjyBSqhnBHJ4CljhQTWR4b+Fr22rfFL+3BZ3uj+L79Zlt1JY/ZzYwWzpKGUAEmN+ASMEc9QPnzw1o2tyfsp654i1DUoL/AFrWdV06Cx1KSFmR7K0vbe1spGXcCwdYjOQGXJnbG3PCvovSPzb3Xyf3q4NK/wA7f5P7r+jsfRul/HLwVq2ka7qS6rNY2+hxpNqEeqafc2M8EbgmN/JnjSRlfBCMqkOQQpJBFa3gv4kaF4/a/j0mW8S6sWRbmy1PTbnT7qLeMozQXMccmxgDtfbtO1gCSpx5L4t+BXin4qQeKdT8TyaVomt31tplrY2WjaldS2+2xumu1aS4EcMqNLI7JmNd0agMrM3SXRfCHir4aaXres6d4St/+Ez1N7HTLSWbxdq3iZGj85smd7tI2giiEsjnYT1PfANq19f67ff23XUUtNv67/drrsz1Xxp40/4Q+88MQfY/tf8AbWrR6Xu83Z5O6KWTzPundjysbePvdeKydT+L2meH/E3ivT9YjNhp+gWNhePfLvmedrqSaNIkhRCzPuiVVVdzO0gAGcZl+LHg3VvFmm6Lc6DPaRa1oeqw6taw35Zbe5KB0aGR1VmjDJI43hWKnB2tjB8T+NfhnxDpvgzxR4t8UXVhoGsa1qmhQRDSb4PZ6VDaXQkjmmvri2AjBkeRmma3ZUBRdj/xZp2T5v5vwfKvz5vP8CmrtW2t+N23+FvI9f034/eDdW0nUdQtpdaaOwvF0+a3k8OalHdNcFS/lR27W4llcIC7CNGKqNzYHNLd/tAeBbPSNB1FtXuJoteE39mW9rpl3PdXTRMFljW3SIy+YhPzRlN42uSPlbHiXgPS/EXxF8FX1v4Y1SDVbi38RG/1vU7LxfMlp4kElsRiPVrGzhaJoW8kMkMCqBCqEnc1d98Jfgbr/gSTwS+o3tjcHRZNekujFdXE7P8AbroTRbXmBdyF4ZpG3Z7tnNW1+n5a/jt5b6kX6+b/ADdvyV/XQ7a6+OXg218PaDrSaheX1prm/wDs6LTdKu7y6n2AmT/RoYmmXZgh9yDYeGwTiud8HftD6PffDWw8Va5M7pfXWoLbroOmXd+ZLa3upYln8qBJZAgRYy0hGwFxyNyisTSfg/418D3vhzXNB/sHVtY05tctrjT9Rvp7W3kt7++F0kiTJBIRIhjjBUxkNubDDaCcm4+BPxDh8K6BpCa1ZX0UMmrSaja2OuajoULz3V200N0slqDLII0eRTbO4Ql/9YSoapk3ytrf/h/z010Wtns2qVrq/wDX9dt+3RH0LpOrWevaXZ6lp9wl3YXkKXFvcRnKyRuoZWB9CCDXnnj74p+IvAOtWk114StZfCE2qWWktqf9r4vTJcyJEkkdoIWVoxJKqndMr8OQhAG6v8GdL8VeC7Xw94GvrS1bRfDfhawtLnU0jlH2nUANhWB2wHjVIyWyoILpz94DM8VeE/iVrXxag1mXSPC+ueE9JdJNEsbnX7myeGYptkup41spVllG5ljG8KgJONx3LpJRVVKOsb/gn+q29bka8j5t7fi109Ovpbck0X4/32reINMlbwvHD4L1bXLjw9p+tf2mDdS3MJlXe9qYgqwu8EqqwlZj8hKANxteDfilrvjLUPHGlp4Sj0fWPD7QLbWep6ov+kGaASoJnhjkWE84OwzAdQT0rlfDvwX8U6XqWh6DcTaSfBWg+IrrxFa30d1Mb+5MjzyxW0kHlCNAj3BzJ5r7hEvyKWJXX+Gfhf4gaN8T/GOveINH8NWml+Imt5f+JbrtxdT27QQCJV2PZRK4bGSdw29MNWcb8uv9aL8b82npoXLSTtt/wX+Frf1oXvA/xM8W658TNV8I694W0XTl03Tor651DRtemv0iklcrFA6yWcGGZUkfgnAUZHzCvT64T4R+BtT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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "excelUrl = f'{apiUrl}/collections/{colId}/metadata/download'\n",
    "response = requests.get(excelUrl)\n",
    "print(response)\n",
    "fileName=f\"{colId}_metadata.xlsx\"\n",
    "open(fileName, \"wb\").write(response.content)\n",
    "print(f\"{fileName} saved to local path\")\n",
    "# Sample Excel Output\n",
    "Image(filename='meta.jpg') \n"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "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": "3.12.3"
  },
  "orig_nbformat": 4
 },
 "nbformat": 4,
 "nbformat_minor": 2
}