Как отправить Temu на распознавание.
Этот метод позволяет решить капчи с сайта Temu, с помощью кликов.
Мы определяем объект/ы на капче и отправляем вам координаты для клика.
Temu
| Картинка 1 | Картинка 2 |
|---|---|
 |  |
| Протестировать, нажать тут |
Вам нужно
Вам нужно (нажмите сюда для подробной информации)
Получить целиком изображение капчи и инструкцию, по каким картинкам кликать.
Отправить POST запрос к нашему API: http://api.cap.guru/in.php, в переменной textinstructions обязательно указать текст задачи, например: Pick the ladybug. Сервер принимает изображения в формате multipart или base64.
Сервер вернёт ID задания или код ошибки, если что-то пошло не так.
Подождите 5 секунд и отправьте GET запрос к нашему API: http://api.cap.guru/res.php для получения результата.
Если ваше задание уже решено, сервер вернёт координаты точек, по которым нужно кликнуть.
Например: OK|coordinate:x=44,y=32. Точка с координатами x=0,y=0 — верхний левый угол изображения. Если ваше задание ещё не решено, сервер вернёт CAPCHA_NOT_READY.
В таком случае повторите ваш запрос через 5 секунд, если что-то пошло не так, сервер вернёт код ошибки.Чтобы пройти задание, вам нужно поочередно кликать по полученным координатам.
Полный список параметров приведён в таблице ниже.
Список поддерживаемых заданий
Раскрыть
Please click on all duplicate objects
Please click on all shapes that are the same shape as the blue shape
Please click on all shapes that are the same shape as the gray shape
Please click on all shapes that are the same shape as the green shape
Please click on all shapes that are the same shape as the red shape
Please click on all shapes that are the same shape as the yellow shape
Please click on all the larger blue cones
Please click on all the larger blue cubes
Please click on all the larger blue spheres
Please click on all the larger gray cones
Please click on all the larger gray cubes
Please click on all the larger gray cylinders
Please click on all the larger gray spheres
Please click on all the larger green cones
Please click on all the larger green cylinders
Please click on all the larger green spheres
Please click on all the larger red cylinders
Please click on all the larger yellow cubes
Please click on all the larger yellow cylinders
Please click on all the smaller gray cones
Please click on all the smaller gray spheres
Please click on all the smaller red cubes
Please click on all the smaller red spheres
Please click on all the smaller yellow cubes
Please click on all uppercase letters that correspond to the lowercase letter that appears once
Please click on all lowercase letters that correspond to the uppercase letter that appears once
Please click on the larger blue cone
Please click on the larger blue cube
Please click on the larger blue cylinder
Please click on the larger blue sphere
Please click on the larger gray cone
Please click on the larger gray cube
Please click on the larger gray cylinder
Please click on the larger gray sphere
Please click on the larger green cone
Please click on the larger green cube
Please click on the larger green cylinder
Please click on the larger green sphere
Please click on the larger red cone
Please click on the larger red cube
Please click on the larger red cylinder
Please click on the larger red sphere
Please click on the larger yellow cone
Please click on the larger yellow cube
Please click on the larger yellow cylinder
Please click on the larger yellow sphere
Please click on the letter above the cone
Please click on the letter above the cube
Please click on the letter above the cylinder
Please click on the letter above the sphere
Please click on the letter closest to the blue number.
Please click on the letter closest to the blue shape.
Please click on the letter closest to the gray number.
Please click on the letter closest to the gray shape.
Please click on the letter closest to the green number.
Please click on the letter closest to the green shape.
Please click on the letter closest to the red number.
Please click on the letter closest to the red shape.
Please click on the letter closest to the yellow number.
Please click on the letter closest to the yellow shape.
Please click on the lowercase letter corresponding to the blue letter
Please click on the lowercase letter corresponding to the gray letter
Please click on the lowercase letter corresponding to the green letter
Please click on the lowercase letter corresponding to the red letter
Please click on the lowercase letter corresponding to the yellow letter
Please click on the number above the cone
Please click on the number above the cube
Please click on the number above the cylinder
Please click on the number above the sphere
Please click on the number closest to the blue letter.
Please click on the number closest to the blue shape.
Please click on the number closest to the gray letter.
Please click on the number closest to the gray shape.
Please click on the number closest to the green letter.
Please click on the number closest to the green shape.
Please click on the number closest to the red letter.
Please click on the number closest to the red shape.
Please click on the number closest to the yellow letter.
Please click on the number closest to the yellow shape.
Please click on the object that only appears once.
Please click on the shape closest to the blue letter.
Please click on the shape closest to the blue number.
Please click on the shape closest to the gray letter.
Please click on the shape closest to the gray number.
Please click on the shape closest to the green letter.
Please click on the shape closest to the green number.
Please click on the shape closest to the red letter.
Please click on the shape closest to the red number.
Please click on the shape closest to the yellow letter.
Please click on the shape closest to the yellow number.
Please click on the smaller blue cone
Please click on the smaller blue cube
Please click on the smaller blue cylinder
Please click on the smaller blue sphere
Please click on the smaller gray cone
Please click on the smaller gray cube
Please click on the smaller gray cylinder
Please click on the smaller gray sphere
Please click on the smaller green cone
Please click on the smaller green cube
Please click on the smaller green cylinder
Please click on the smaller green sphere
Please click on the smaller red cone
Please click on the smaller red cube
Please click on the smaller red cylinder
Please click on the smaller red sphere
Please click on the smaller yellow cone
Please click on the smaller yellow cube
Please click on the smaller yellow cylinder
Please click on the smaller yellow sphere
Please click on the uppercase letter corresponding to the blue letter
Please click on the uppercase letter corresponding to the gray letter
Please click on the uppercase letter corresponding to the green letter
Please click on the uppercase letter corresponding to the red letter
Please click on the uppercase letter corresponding to the yellow letterОтправка
| Параметр | Тип | Обязателен | Описание |
|---|---|---|---|
| key | Строка | Да | Ключ можно посмотреть тут |
| method | Строка | Да | post — говорит о том, что вы отправляете изображение с помощью multipart-фомы base64 — говорит о том, что вы отправляете изображение в формате base64 |
| textinstructions | Строка | Да | Например: Please click on the smaller yellow sphere. Поддерживаются задания только на английском языке! |
| click | Строка | Да | temu |
| file | Фаил | Да* | Файл изображения. * - обязателен, если вы отправляете картинку как файл (method=post) |
| body | Строка | Да* | Изображение, закодированное в формат Base64, * - обязателен, если вы отправляете картинку в Base64 (method=base64) |
| json | Число По умолчанию: 0 | Нет | 0 - сервер отправит ответ в виде обычного текста 1 - сервер отправит ответ в формате JSON |
Пример запроса/ответа
Пример запроса
text
POST http://api.cap.guru/in.php
Host: api.cap.guru
Content-Type: application/jsonjson
{
"key": "YOUR_API_KEY",
"method": "base64",
"textinstructions": "Please click on all duplicate objects",
"click": "temu",
"body": "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",
"json": 1
}После отправки задания нам, вы должны получить в ответ 'OK|65787087' или {"status":1,"request":"65787087"} в случае успешного выполнения запроса. Пожалуйста, ознакомьтесь с полным списком возможных ошибок в случае если вы не получили номер задания.
Пример ответа
json
{
"status":1,
"request":"65787087"
}Получение ответа
| Параметр | Тип | Обязателен | Описание |
|---|---|---|---|
| key | Строка | Да | Ключ можно посмотреть тут |
| action | Строка | Да | get — получить ответ |
| id | Число | Да | ID капчи, полученный от in.php |
| json | Число По умолчанию: 0 | Нет | 0 — сервер вернёт ответ в виде простого текста 1 — сервер вернёт ответ в формате JSON |
Пример запроса/ответа
Пример запроса
text
POST http://api.cap.guru/res.php
Host: api.cap.guru
Content-Type: application/jsonjson
{
"key": "YOUR_API_KEY",
"action": "get",
"id": "XXXXXXXXXXXXXXXXXX", // for example 65787087
"json": 1
}После отправки задания нам, вы должны получить в ответ 'OK|coordinate:x=44,y=32' или {"status":1,"request":"coordinate:x=44,y=32"} в случае успешного выполнения запроса. Пожалуйста, ознакомьтесь с полным списком возможных ошибок в случае если вы не получили ответ.
Пример ответа
json
{
"status":1,
"request":"coordinate:x=44,y=32"
}