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如何在python請求中實作它?

2022-01-29 05:29:58 軟體設計

我需要用 python 請求語法撰寫這個請求。但我不明白該怎么做。請幫忙。

要求

  • 發布 http://localhost:8000
  • 內容型別:x-www-form-urlencoded

引數

  • full_image => Base64 編碼的完整拼圖影像,
  • partial_image => Base64 編碼的拼圖影像

示例 curl 請求

curl -X POST \
  http://localhost:8000 \
  -H 'Content-Type: application/x-www-form-urlencoded' \
  -H 'cache-control: no-cache' \
  -d 'full_image=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
'

uj5u.com熱心網友回復:

如果您將您的curl請求發送到postman軟體,您可以將您的請求轉換為不同型別的代碼(例如 python、java ......)

只需在此軟體中設定您的請求,然后從該Code部分中您可以提取任何語言的相關命令。

用這個:

import requests

url = "http://localhost:8000"
payload='full_image=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
'

headers = {
  'Content-Type': 'application/x-www-form-urlencoded',
  'cache-control': 'no-cache'
}
response = requests.request("POST", url, headers=headers, data=payload)

print(response.text)

uj5u.com熱心網友回復:

試試這個:

  1. 安裝請求:

pip install requests

  1. 使用此代碼:
import requests

headers = {
    'Content-Type': 'application/x-www-form-urlencoded',
    'cache-control': 'no-cache',
}

data = 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
'

response = requests.post('http://localhost:8000', headers=headers, data=data)
print(response.content)

我使用了這個將 curl 轉換為 python 的網站: https ://formatter.xyz/curl-to-python-converter

uj5u.com熱心網友回復:

你有一個將 curl 轉換為 python的網站

結果:

import requests

headers = {
    'Content-Type': 'application/x-www-form-urlencoded',
    'cache-control': 'no-cache',
}

data = 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
'

response = requests.post('http://localhost:8000', headers=headers, data=data)
print(response.content)

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    * 中介者模式是一種行為型設計模式,它可以用來減少類之間的直接依賴關系,
    * 將物件之間的通信封裝到一個中介者物件中,從而使得各個物件之間的關系更加松散。
    * 在中介者模式中,物件之間不再直接相互互動,而是通過中介者來中轉訊息。 ......

    uj5u.com 2023-04-20 08:20:47 more
  • 露天煤礦現場調研和交流案例分享

    他們集團的資訊化公司及研究院在一個礦區正在做智能礦山的統一平臺的 試點,專案投資大概1億,包括了礦山的各方面的內容,顯示得我們這次交流有點多余。他們2年前開始做智能礦山的規劃,有很多煤礦行業專家的加持,他們的描述是非常完美,但是去年底應該上線的平臺,現在還沒有看到影子。他們確實有很多場景需求,但是被... ......

    uj5u.com 2023-04-20 08:20:25 more
  • 《社區人員管理》實戰案例設計&個人案例分享

    設計是一個讓人夢想成真程序,開始編碼、測驗、除錯之前進行需求分析和架構設計,才能保證關鍵方面都做正確 ......

    uj5u.com 2023-04-20 08:20:17 more
  • 軟體架構生態化-多角色交付的探索實踐

    作為一個技術架構師,不僅僅要緊跟行業技術趨勢,還要結合研發團隊現狀及痛點,探索新的交付方案。在日常中,你是否遇到如下問題 “ 業務需求排期長研發是瓶頸;非研發角色感受不到研發技改提效的變化;引入ISV 團隊又擔心質量和安全,培訓周期長“等等,基于此我們探索了一種新的技術體系及交付方案來解決如上問題。 ......

    uj5u.com 2023-04-20 08:20:10 more
  • 【中介者設計模式詳解】C/Java/JS/Go/Python/TS不同語言實作

    * 中介者模式是一種行為型設計模式,它可以用來減少類之間的直接依賴關系,
    * 將物件之間的通信封裝到一個中介者物件中,從而使得各個物件之間的關系更加松散。
    * 在中介者模式中,物件之間不再直接相互互動,而是通過中介者來中轉訊息。 ......

    uj5u.com 2023-04-20 08:19:44 more
  • 露天煤礦現場調研和交流案例分享

    他們集團的資訊化公司及研究院在一個礦區正在做智能礦山的統一平臺的 試點,專案投資大概1億,包括了礦山的各方面的內容,顯示得我們這次交流有點多余。他們2年前開始做智能礦山的規劃,有很多煤礦行業專家的加持,他們的描述是非常完美,但是去年底應該上線的平臺,現在還沒有看到影子。他們確實有很多場景需求,但是被... ......

    uj5u.com 2023-04-20 08:19:07 more
  • 《社區人員管理》實戰案例設計&個人案例分享

    設計是一個讓人夢想成真程序,開始編碼、測驗、除錯之前進行需求分析和架構設計,才能保證關鍵方面都做正確 ......

    uj5u.com 2023-04-20 08:18:57 more
  • 軟體架構生態化-多角色交付的探索實踐

    作為一個技術架構師,不僅僅要緊跟行業技術趨勢,還要結合研發團隊現狀及痛點,探索新的交付方案。在日常中,你是否遇到如下問題 “ 業務需求排期長研發是瓶頸;非研發角色感受不到研發技改提效的變化;引入ISV 團隊又擔心質量和安全,培訓周期長“等等,基于此我們探索了一種新的技術體系及交付方案來解決如上問題。 ......

    uj5u.com 2023-04-20 08:18:49 more
  • 05單件模式

    #經典的單件模式 public class Singleton { private static Singleton uniqueInstance; //一個靜態變數持有Singleton類的唯一實體。 // 其他有用的實體變數寫在這里 //構造器宣告為私有,只有Singleton可以實體化這個類! ......

    uj5u.com 2023-04-19 08:42:51 more
  • 【架構與設計】常見微服務分層架構的區別和落地實踐

    軟體工程的方方面面都遵循一個最基本的道理:沒有銀彈,架構分層模型更是如此,每一種都有各自優缺點,所以請根據不同的業務場景,并遵循簡單、可演進這兩個重要的架構原則選擇合適的架構分層模型即可。 ......

    uj5u.com 2023-04-19 08:42:41 more