Examples
Coming soon…
with this POST
request you can solve GeeTest V4 image challenges.
POST https://api.nocaptchaai.com/createTaskHost: api.nocaptchaai.comContent-Type: application/json
Properties | Value | Required | Description |
---|---|---|---|
value | String | Required | BinanceClassification |
images | List[String] | Required | Base64-encoded images; can be an empty array or contain multiple images |
question | String | Required | Value of challenge, e.g., 'slide' |
websiteURL | String | Optional | Page source URL to improve accuracy |
Examples
Coming soon…
Examples
Coming soon…
{ "clientKey": "userxxxxx-2782xx2-065e-x-7daa-xxxxx", "task": { "type": "BinanceClassification", "images": [ "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" ], "slice": [], "question": "binance_slide:Slide to complete the puzzle", "websiteURL": "accounts.binance.com" }}
{ "clientKey": "userxxxxx-2782xx2-065e-x-7daa-xxxxx", "task": { "type": "BinanceClassification", "images": [ 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", 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" ], "slice": [], "question": "binance_grid:bicycle", "websiteURL": "accounts.binance.com" } }
{ "errorId": 0, "solution": { "slide": [ 252, 97 ] }, "status": "ready"}
{ "errorId": 0, "solution": [ false, true, false, false, true, false, true, true, true ], "status": "ready"}