Metadata-Version: 2.1
Name: kaptcha
Version: 1.0.0
Summary: 一个图形验证码生成工具
Home-page: https://github.com/antonvanke/kaptcha
Author: AntonVanke
Author-email: antonvanke@hotmail.com
License: MIT License
Keywords: captcha
Platform: UNKNOWN
Classifier: Programming Language :: Python :: 3
Classifier: License :: OSI Approved :: MIT License
Classifier: Operating System :: OS Independent
Requires-Python: >3.7
Description-Content-Type: text/markdown
License-File: LICENSE

## Kaptcha:python 验证码生成工具

![Kaptcha](data:image/jpg;base64,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)

## 简述

### 优点

- 调用简单
- 高度自定义
- 生成快速

### 示例

| 类型(干扰都为5) | 内容 | 图片                                                         |
| --------------- | ---- | ------------------------------------------------------------ |
| 字母数字混合型  | 7w8W | 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lWAKkYII4NYVz4M8P3MplOnRxy9Q8JKYPrgcfmKiVeM6DozW6sTKV4tHAuQx4oruf8AhC9N/wCe91/32v8A8TRXz0cFUirI+Yq5biqk3NpXfmdHRRRXrn0wUUUUAFUtWhim0y4EyBgqFh6ggcEVdpGRXQo6hlIwQRkGj1BpPR7HnQAHSlrvP7Psv+fO3/79D/Cj+z7L/nzt/wDv0P8ACt1VilZI6IVYQjyxVkUNI0DTrJ/t0dsn2uZVYyFQSp2AHb6Z5J7nJzXzRexeRf3EPTy5WX8jivq4AAAAAAdAK8G1r4b+KbjXdRntdL328lzI8TfaIhuUsSDgtkcV5mLg5JcqO7Lq6Upe0l23Zl+APD//AAkPiu3hkTdawfv589CqnhfxOB9M17h41t/tXgrWI8Zxau//AHyN39Kyvhx4Um8M6HIb6IR6hdPulXcG2KOFXIyPU/jXV39v9r066tuvnQvH+YIq6NLlp2e7McXieeumnpE+Ua9N+DuhfadWudalTMdovlQk95GHJ/Bf/Qq5/wD4Vj4w/wCgR/5Mw/8Axde2+D9CHh3wxZ6eygThd85HOZG5PPfHT6CubD0Zc95LY7sdioeycYSTb7EmsaQbz9/BjzgMFT/EP8a5llZGKMCGU4IPY131ZUugWs0zytJMGdixwRjJ/CtVgqcK0q8FZy3/AMzwK8p1Kah2OVqezUPfW6sAVMigg9xmug/4Ryz/AOek/wD30P8ACnxaBawzJKskxZGDDJGMj8K39m+pyqjJO5q1j+IfE+k+F7JbnVLny9+4RRKNzykDOFH5DJwASMkZrYr57+Lup3N545ns5W/cWMaRwoCcfMgdmIzjJLYyMcKvpXrZbg1i6/s5PRK7O+lDnlZnrXhr4haB4pufslpLLBdncVt7lArOAASVIJB6njOeCcYGa6qvkvStTudG1W11K0bbPbSCReSAcdVOCDgjIIzyCRX1pW2bYCGEnH2e0v0KrU1B6BRRRXkmJjeJ7fVbnSDHpEjJceYpba+xmXuAe3OD1HAP0JWzRWM6Km7ts6aWKlSjypJ+qP/Z) |
| 数字型          | 5244 | ![5244](data:image/jpeg;base64,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) |
| 字母型          | Ehqx | ![jFbF](data:image/jpeg;base64,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) |
| 增强型          | wd81 | ![wd81](data:image/jpeg;base64,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) |
| 边缘凸显        | bpCk | ![bpCk](data:image/jpeg;base64,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) |
| 浮雕效果        | MkT6 | ![MkT6](data:image/jpeg;base64,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) 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| 轮廓            | qXLT | 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TLKGo2+w/2hCyR3MCcs7bVeMclXPp1IPY+xIM11qNtY6e19dSeVAqhiSCTz0AA5JJIAAySSAOay7i8huIm1O/fydJtyGiQg5nbPysQOTzjYo5JwcE7QM+5urhry2vL23D6lIT/ZmmM4C246GWUjIDfMATztzsXLMd28KfNvsv6t/m9ktX0Tluwuo3y3VzFLqMT+SJMafpPAmvJAch3U9FGMgHhQN7YIAXQ0ayI1G5vdQkWbWNoV8AhLeNuRHFn+HI5bqxXJwAqrY0OzghimuftH2u9mci5uWXBZlJG0D+FV5AXtz1JJNi/snuNk9s4ivIcmKQjgjurDupxyPoRggGnOomvZx0X9f1+PRJCXUg8QaVNrOk/ZLe5jtp1uLe4jlkiMqhopklAKhlJBKY6jrVQWfi/POuaGR7aNL/8AJVa1jdi8t95QxyodksROSjjqP5EHuCDVmsNYso45bHxD4l0mwluNU0wWM7215sj06RJCqukoXJnYAnaAeD3ra0f/AJCniD/r/T/0mgpfC/8AyKOi/wDXhB/6LWqiajbaLqWrNfGVBc3ayRbIHk3KIIlz8qnupH4Vzuo0ozqy/CK6PskWlq0i74k02bWPC2r6XbtGs95ZTW8bSEhQzoVBOATjJ9DXK/8ACI/9U58D/wDgR/8AcddF/wAJdo3/AD2uf/AKb/4ij/hL9EH3rmZB/ee1lVR9SVwKpYqivtr7xckuxY8N6bNo/hbSNLuGjaezsobeRoySpZECkjIBxkegrUqOCeG6t4ri3lSaCVA8ckbBldSMggjggjvUlaknMeN9BuNY0uC505C2qafMtxbhJFjaRekkQdlO3cucdBuCbuAazvCuoNNdabfz3Ed/bataYsr9VKvkKHMcqjKh8Bud3HlkcdK7iuDudMkt9W1PQlZ0ivphqmkXDIXW2vMs7puYtgF4zJ0AIkkA6Upaxt8/n/WhvRhSrTjCsk7Xs+q0fzstZW23dr6neVkXP/I46b/2D7v/ANGW9T6Nqi6vYef5XkzxyPDcQFw5hlQ4ZSR+YPcEHAzUOs6ZJdSRX1te3drdW8UkSG28o7w5QkHzEYdUXtSlqroI/uaklU0smvwa6foL4n/5FPWf+vGf/wBANFcdcTXGoQTxwax4u1TSijJcXUVvp8cBTLK4DPEjuuATujBBBG0k0Vx4qk6jTidOEqqmmpG740MsMvhq8SEyRW2tQmbBA2rJHJCp5I/jlQfjW3d6ibOznupbO48uGNpGw0ecAZPVsdqZrukQ69od3pk7tGs6YWVPvRODlHX/AGlYBh7gVjaR4tSOJtO8UNDpmsWwCz+adkFx/wBNIXbAZW64+8ucMARXY4XfMm/w/wAvM8xrW9yaDxTfXVvFcW/hLWZoJUDxyR3FiyupGQQRc4II5zWH4NtxdXXh2Pyiz+HdFOn3cgw0a3TiANGjgkMyCFwxGQCwGc5Afe2vw7it528+2lt3be+n2V5I8U7E5/49o22uSQP4D2rW0nxRosEC2U4tNE8mGJls55UhaJWXcEK8AEDGQMgZxmrsPmH64Zbjxh4Ws4lBEUtzfysTjCJC0PHqd1yn4ZrpK5TT7m21n4hXN7a3kdzbafpUcMbQOHjLzysZASO4FvFx/te4qK719tV1iezt9aj0WxspGjmuGaIT3Eo4KosoIWNT1YrliPlwBltaVGVRu3QmdWMNZPc7CuZj1KfUNAt9U1hLaw06SFJ3ihmaZpQwBVCdinknG0AljgdyDWSy8NctP4nvJ5mYs8ja/LHuJOfuxyKij2VQB6U27l0y1t7e4ttdtr6WwBa3hu7qNh93HBHJbH8Ry3J55Odo0Feyv91vu3+97b+RnLE01q3p6rT11/K5JNNcyXttdXVr5mpSZOmaWW+W3XoZpSMgEA8tztztXJJLWlsLjSLy0uSVvbi5mVLq4klMRJIIBVQrfKoyFTIA3EkljuqLSdR06xiNy51K8u7tUlmu10u4IkBGVC4QhUAPC54yc5YsTYudatr24sYYbfUtxukJL6bcIoHPJZkAA9yaU3J+6o+76P8Aq3XXVvV67bLuW7BZ21nUpWijiiDrH8ku7zSEUhyNo2nDbep4UVq1hLrVtZ6hqMc1vqWfPBDR6bcSKw8tBkMqEEZB6HtUy65ZXc8UQivlBb5jcafPEgGD1Z0CjnHU1jKEnrYG7bFi7spftS3tkypcqNrq5ISZP7rYB6ZyDjI57Egmj302o6f59xBHBMJpoXjjlMigxyMmQxVc5256DrUm/T/71r+a1UksNJdiRcyRAknbBfSRLkkknajgZJJPSlo1ZjinfUx9D8UaPpOgabp2taja6VqFtbRwzW99KsLB0UKdu4gMuQcMuQRyDVLV/F0V/q1pb6RriNpQRmurrRdl9cJJ/AjRhX2RkZO/a2SAPl6t0uiReTLqaJLPJALseS007y/L5MedrMScbt3fGc1rVML0n0fqv07r7r9C52uefW998PWtoj/wmu/KA7pPFEyseOpHnDB9sD6CoYPEdvp2o2T6Nr11qOitNIty+oMWtoo8nmK6ZN0rh/lVN0mckfLjI9HorR4io003e/fVevTXs1YhJGF4Qt5bfw8olgkg8y6up44pFKskclxI8YKnlTsZeDyOnGK3aKKwSsrFN3dyvfX9nplnJeX93BaWseN808gjRckAZY8DJIH41y0Nza+OtLvb7SjLDJE0YtJLq3MTRzxlpI3w6k7GV42BA5RyODkBvjOyW01bR/FEy/abLTZQt1ayNKyIGYKtyiAld8W5iSVzsZjkFVqnrfiTw/pOsQ+JNO1rSZGIW31KCK6DPPCWUCQKhO54+SPlJKl1GMiq5OZGlGL54zjundevZl+x1Qx6lHqyR+Xa6hOtjqFsXLtaXaExq3y5XDELGeBn92c1ueIrR77RJoEkRMsjESEhHUMCUYjnawBU9eCeD0rA8QwBLu+jis31Gy1m3Mc0EMiDy7hFwj7nbagZBjOODGnUnB6HTZZf7It4tVubZ7wRhZ3hlyrsONwOFxnrjAxnHbNYxlq0dWLqU+WFelJJ9FddNtN9H7uu6S7sxLvxdoraVdafd3Eel6i1u8a6fekQyliGUCMHAkBIIDJkHsaK2IIo4tYh+zzzSRtBKZA1w8ig7o9v3iQD979aKOVz36HDQxF73XXuf//Z) 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| GIF动态图       | VbFe | 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) |

### 生成速度

| 类型                | 1000次生成平均单次速度 |
| ------------------- | ---------------------- |
| 基本样式(Base64)    | 1.48ms                 |
| 基本样式(PIL.Image) | 1.32ms                 |
| 滤镜渲染(Base64)    | 1.57ms                 |
| GIF动图             | 10.93ms                |

## 如何使用

#### 简单的使用

```python
import kaptcha

x, y = kaptcha.Captcha().letter_digit()
# x 是生成的文字
# y 是生成的 base64 图像
print(x, y)
```

1. 数英混合

   ```PYTHON
   import kaptcha
   
   x, y = kaptcha.Captcha().letter_digit()
   print(x, y)
   ```

2. 纯英文

   ```python
   import kaptcha
   
   x, y = kaptcha.Captcha().letter()
   print(x, y)
   ```

3. 纯数字

   ```python
   import kaptcha
   
   x, y = kaptcha.Captcha().digit()
   print(x, y)
   #4696 data:image/jpeg;base64,/9j/4AAQSkZJR……
   
   ```

#### 详细使用方法

```python
kaptcha.Captcha(width=200,  # 验证码的宽度 px
                 height=80,  # 验证码的高度 px
                 chips=5,  # 干扰点 强度(1-20)
                 mode="RGB",  # 色彩模式 RGB\L
                 imageObj=False,  # 返回 PIL.Image 格式
                 gif=False,  # gif 格式验证码(不可与imageObj同为真)
                 font: list = None,  # 字体路径列表
                 bg="white",  # 背景颜色 颜色代码或 16 进制
                 contour=False,  # 以下四个滤镜只可开启一个
                 enhance=False,
                 edge=False,
                 emboss=False
                 )

# length调整字符串长度(建议同时调整width)
Captcha().letter(length=4)  # 英文
Captcha().digit(length=4)  # 数字
Captcha().letter_digit(length=4)  # 数英
Captcha(gif=True).letter_digit(length=4)  # 动态图
 
# 绘制函数
kaptcha.CaptchaPainter(text="",  # 绘制文字
                       im_x=260,  # 验证码的宽度 px
                       im_y=125,   # 验证码的高度 px
                       gran=5,  # 干扰点 强度(1-20)
                       mode="RGB",  # 色彩模式 RGB\L
                       font: list = None,  # 字体路径列表
                       bg="white"  # 背景颜色 颜色代码或 16 进制
                      )
CaptchaPainter().normal  # 静态图(-> PIL.Image)
CaptchaPainter().gif()  # 动态图(-> BytesIO())
```

##### 返回值

```python
# 当imageObj=False(默认) -> 返回 (str, base64: str)
Captcha().letter(length=4)
print(Captcha().letter(length=4)[1])  # > data:image/jpeg;base64,/9j/4AAQSkZJR......


# 当imageObj=True -> 返回 (str, PIL.Image)
Captcha(imageObj=True).letter(length=4)
Captcha(imageObj=True).letter(length=4)[1].show()
```





