{"info":{"_postman_id":"902ad86c-3f01-4eed-9a5d-0202b07d87d6","name":"GDI","description":"

Go Data Insights :

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    \n

  1. APIs provides access to different ML services by providing API key.

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    2. \n

  2. BASE URL: http://api.godatainsights.com:7000

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    3. \n

  3. API key must be provided in the request body. Contact here for Key generation - contact@godatainsights.com

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    4. \n
\n","schema":"https://schema.getpostman.com/json/collection/v2.0.0/collection.json","toc":[],"owner":"15768634","collectionId":"902ad86c-3f01-4eed-9a5d-0202b07d87d6","publishedId":"U16by9xc","public":true,"customColor":{"top-bar":"FFFFFF","right-sidebar":"303030","highlight":"EF5B25"},"publishDate":"2021-08-31T08:12:35.000Z"},"item":[{"name":"firescore_key_api","id":"f69ecfbb-1963-4156-81de-7bc0175539a8","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[],"body":{"mode":"raw","raw":"{\r\n \"box\": [\r\n {\r\n \"box\": [\r\n {\r\n \"lat\": 27.704256396898916,\r\n \"lng\": 76.8752436235517\r\n },\r\n {\r\n \"lat\": 29.75946727519412,\r\n \"lng\": 76.27670387485519\r\n },\r\n {\r\n \"lat\": 29.90824791437628,\r\n \"lng\": 78.41560303576873\r\n },\r\n {\r\n \"lat\": 27.337650227709904,\r\n \"lng\": 76.18428233026847\r\n }\r\n ]\r\n }\r\n ],\r\n \"api_key\": \"f1adf124-04d0-11ec-9d61-0242ac1f0004\",\r\n \"model\": \"firescore\"\r\n}","options":{"raw":{"language":"json"}}},"url":"http://api.godatainsights.com:7000/api/key/firescore/add-details","description":"

Firescore:

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  1. End point: http://api.godatainsights.com:7000/api/key/firescore/add-details
    2. \n
  2. This end point provides firescore of the bounded region. The bounded region is defined by the Latitude and longitude fields in the request body. The response body includes data for past 7 days and prediction data of next day
    3. \n
  3. API key must be provided in the request body.
    4. \n
\n","urlObject":{"protocol":"http","port":"7000","path":["api","key","firescore","add-details"],"host":["api","godatainsights","com"],"query":[],"variable":[]}},"response":[{"id":"33d1a229-f444-4bc6-9920-95d93232cd05","name":"firescore_key_api","originalRequest":{"method":"POST","header":[],"body":{"mode":"raw","raw":"{\r\n \"box\": [\r\n {\r\n \"box\": [\r\n {\r\n \"lat\": 27.704256396898916,\r\n \"lng\": 76.8752436235517\r\n },\r\n {\r\n \"lat\": 29.75946727519412,\r\n \"lng\": 76.27670387485519\r\n },\r\n {\r\n \"lat\": 29.90824791437628,\r\n \"lng\": 78.41560303576873\r\n },\r\n {\r\n \"lat\": 27.337650227709904,\r\n \"lng\": 76.18428233026847\r\n }\r\n ]\r\n }\r\n ],\r\n \"api_key\": \"f1adf124-04d0-11ec-9d61-0242ac1f0004\",\r\n \"model\": \"firescore\"\r\n}","options":{"raw":{"language":"json"}}},"url":"http://api.godatainsights.com:7000/api/key/firescore/add-details"},"status":"CREATED","code":201,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx/1.4.6 (Ubuntu)"},{"key":"Date","value":"Tue, 31 Aug 2021 10:59:58 GMT"},{"key":"Content-Type","value":"application/json"},{"key":"Content-Length","value":"220"},{"key":"Connection","value":"keep-alive"},{"key":"Access-Control-Allow-Origin","value":"*"}],"cookie":[],"responseTime":null,"body":"{\n \"firescore\": {\n \"days\": {\n \"acq_date\": [\n \"2021-08-30\",\n \"2021-08-29\",\n \"2021-08-28\",\n \"2021-08-27\",\n \"2021-08-26\",\n \"2021-08-25\",\n \"2021-08-24\"\n ],\n \"count\": [\n 1,\n 2,\n 3,\n 5,\n 7,\n 9,\n 8\n ]\n },\n \"firescore\": 6.2876216173171997\n },\n \"message\": \"Success!\"\n}"}],"_postman_id":"f69ecfbb-1963-4156-81de-7bc0175539a8"},{"name":"greenscore_key_api","id":"2aaaeb50-1dd0-44b1-83fa-376eda4ab851","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[],"body":{"mode":"raw","raw":"{\r\n \"radius\": \"6\",\r\n \"Lat\": 28.6314022,\r\n \"Long\": 77.2193791,\r\n \"api_key\": \"ebdbad76-0986-11ec-b9ae-0242ac1f0004\"\r\n}","options":{"raw":{"language":"json"}}},"url":"http://api.godatainsights.com:7000/api/key/greenscore/add-details","description":"

Greenscore:

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  1. End point: http://api.godatainsights.com:7000/api/key/greenscore/add-details
    2. \n
  2. This end point provides greenscore of the selected location. User has to provide Latitude and Longitude of the selected location and the radius around the location in Km. The response body includes green score data out of 100
    3. \n
  3. API key must be provided in the request body.
    4. \n
\n","urlObject":{"protocol":"http","port":"7000","path":["api","key","greenscore","add-details"],"host":["api","godatainsights","com"],"query":[],"variable":[]}},"response":[{"id":"d2d0ff51-c9ac-40db-9916-dfbf731d102b","name":"greenscore_key_api","originalRequest":{"method":"POST","header":[],"body":{"mode":"raw","raw":"{\r\n \"radius\": \"6\",\r\n \"Lat\": 28.6314022,\r\n \"Long\": 77.2193791,\r\n \"api_key\": \"ebdbad76-0986-11ec-b9ae-0242ac1f0004\"\r\n}","options":{"raw":{"language":"json"}}},"url":"http://api.godatainsights.com:7000/api/key/greenscore/add-details"},"status":"CREATED","code":201,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx/1.4.6 (Ubuntu)"},{"key":"Date","value":"Tue, 31 Aug 2021 10:59:40 GMT"},{"key":"Content-Type","value":"application/json"},{"key":"Content-Length","value":"66"},{"key":"Connection","value":"keep-alive"},{"key":"Access-Control-Allow-Origin","value":"*"}],"cookie":[],"responseTime":null,"body":"{\n \"greenscore\": {\n \"score\": 0.2861487989026079\n },\n \"message\": \"Success!,\"\n}"}],"_postman_id":"2aaaeb50-1dd0-44b1-83fa-376eda4ab851"},{"name":"geosocial_key_api","id":"284d57c5-153d-49a1-9dc9-610cf7f53b56","protocolProfileBehavior":{"disableBodyPruning":true},"request":{"method":"POST","header":[],"body":{"mode":"raw","raw":"{\r\n \"radius\": \"8\",\r\n \"search\": \"lockdown\",\r\n \"Lat\": 28.6314022,\r\n \"Long\": 77.2193791,\r\n \"api_key\": \"7bdf8e16-0986-11ec-a0f8-0242ac1f0004\"\r\n}","options":{"raw":{"language":"json"}}},"url":"http://api.godatainsights.com:7000/api/key/geosocial/add-details/","description":"

Geosocial:

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  1. End point: http://api.godatainsights.com:7000/api/key/geosocial/add-details
    2. \n
  2. This end point provides sentiment analysis result of the selected location and search query text. User has to provide Latitude and Longitude of the selected location and the radius around the location as well. The response body includes an image of pie chart in base64 format and hashtag used for that search query text.
    3. \n
  3. API key must be provided in the request body.
    4. \n
\n","urlObject":{"protocol":"http","port":"7000","path":["api","key","geosocial","add-details",""],"host":["api","godatainsights","com"],"query":[],"variable":[]}},"response":[{"id":"1bdbb565-8a2d-4341-8472-22b0c879c979","name":"geosocial_key_api","originalRequest":{"method":"POST","header":[],"body":{"mode":"raw","raw":"{\r\n \"radius\": \"8\",\r\n \"search\": \"lockdown\",\r\n \"Lat\": 28.6314022,\r\n \"Long\": 77.2193791,\r\n \"api_key\": \"7bdf8e16-0986-11ec-a0f8-0242ac1f0004\"\r\n}","options":{"raw":{"language":"json"}}},"url":"http://api.godatainsights.com:7000/api/key/geosocial/add-details/"},"status":"CREATED","code":201,"_postman_previewlanguage":"json","header":[{"key":"Server","value":"nginx/1.4.6 (Ubuntu)"},{"key":"Date","value":"Tue, 31 Aug 2021 10:58:34 GMT"},{"key":"Content-Type","value":"application/json"},{"key":"Content-Length","value":"42318"},{"key":"Connection","value":"keep-alive"},{"key":"Access-Control-Allow-Origin","value":"*"}],"cookie":[],"responseTime":null,"body":"{\n \"geosocial\": {\n \"geosocial\": [\n \"COVID19\",\n \"LivelihoodInPandemic\",\n \"ThoughtGasm\",\n \"BellbottomTeam\",\n \"TOISpecial\",\n \"OLMag\"\n ],\n \"image\": {\n \"image\": 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\"\n }\n },\n \"message\": \"Success!\"\n}"}],"_postman_id":"284d57c5-153d-49a1-9dc9-610cf7f53b56"}]}