# BossCannotSee

**Repository Path**: Mr_Xbing/BossCannotSee

## Basic Information

- **Project Name**: BossCannotSee
- **Description**: 划水神器，让你与老板进行极致拉扯。
- **Primary Language**: Python
- **License**: LGPL-3.0
- **Default Branch**: master
- **Homepage**: None
- **GVP Project**: No

## Statistics

- **Stars**: 18
- **Forks**: 1
- **Created**: 2021-11-16
- **Last Updated**: 2022-08-25

## Categories & Tags

**Categories**: Uncategorized

**Tags**: None

## README

# 		老 板 不 能 看   Boss Cannot See

​		上个月前（2021，10） 我刷视频的时候看到了那种百分百躲避别人偷看的视频。（我知道这个是剪辑）

那时候萌生了这样的一个想法，要是我借助一个前置摄像头和一个姿态识别模型，然后通过计算识别到的人识别有观看我电脑的行为。如果有观看我电脑的行为，我就切换到一个普通的桌面，如果没有观看我电脑的行为，我就继续保持这个隐私页面。

这个是我产生想法以及实现的过程：https://www.bilibili.com/video/BV1z341187Xz

下面我主要说明一下使用到技术。

这里使用到了

opencv（获取摄像头）：https://opencv.org/（官网）

openpose（姿态识别）：https://github.com/CMU-Perceptual-Computing-Lab/openpose （github）

pyautogui（快捷键进行桌面切换）：https://github.com/asweigart/pyautogui

大家可以提交一些其他姿态到motion目录下。

openpose的安装比较麻烦一些，需要去到github下载源码，然后自己进行编译。编译生成python的api才能使用。大家如果会C++的话也可以使用c++来进行这个项目。



重点讲解一下需要大家理解的代码（很多我都写了中文注释）

讲解一下识别出来的这个数组：

相关代码：

```python
  ref, image = cap.read()
  datum = op.Datum()
  imageToProcess = image
  datum.cvInputData = imageToProcess
   #识别操作
   opWrapper.emplaceAndPop(op.VectorDatum([datum]))
   if datum.poseKeypoints is not None:
    # 生成的结果  datum.poseKeypoints 这是一个数组.详细数组的解释请查看  README
   print(datum.poseKeypoints)
```



这个datum.poesKeypoints  就是生成的数组，这里包含的关键节点的信息。



图片：

![人体各个节点](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJ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%0APdp5rmZn5MdZ5p8/m8IRcAf/2Q==)

数组：

```
[
	第一个人
    [
     		  坐标X             坐标 Y         准确度
          [0.00000000e+00 0.00000000e+00 0.00000000e+00] // 鼻子  0
          [2.09311020e+02 1.64949844e+02 2.93577045e-01] // 脖子下面（不知道这个位置）  1
          [2.02802353e+02 1.63670731e+02 2.05316409e-01] // 剩下的依次按图
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [2.04113098e+02 2.01509033e+02 2.93194354e-01]
          [2.01507797e+02 2.01491440e+02 2.47375146e-01]
          [1.94979874e+02 2.23672958e+02 1.17320523e-01]
          [1.93663696e+02 2.45888687e+02 1.00509174e-01]
          [2.09321976e+02 2.02781281e+02 2.85587937e-01]
          [2.04107986e+02 2.22376419e+02 1.47930026e-01]
          [2.02821365e+02 2.49784515e+02 1.39970988e-01]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [2.01489700e+02 2.53707657e+02 1.24115810e-01]
          [2.01500916e+02 2.54990494e+02 1.16797745e-01]
          [2.04113480e+02 2.53660400e+02 1.36032313e-01]
          [1.91053360e+02 2.47195160e+02 7.76875839e-02]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [1.93689651e+02 2.48496048e+02 1.02683805e-01]
    ]
    第二个人
    [
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [2.09311020e+02 1.64949844e+02 2.93577045e-01]
          [2.02802353e+02 1.63670731e+02 2.05316409e-01]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [2.04113098e+02 2.01509033e+02 2.93194354e-01]
          [2.01507797e+02 2.01491440e+02 2.47375146e-01]
          [1.94979874e+02 2.23672958e+02 1.17320523e-01]
          [1.93663696e+02 2.45888687e+02 1.00509174e-01]
          [2.09321976e+02 2.02781281e+02 2.85587937e-01]
          [2.04107986e+02 2.22376419e+02 1.47930026e-01]
          [2.02821365e+02 2.49784515e+02 1.39970988e-01]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [2.01489700e+02 2.53707657e+02 1.24115810e-01]
          [2.01500916e+02 2.54990494e+02 1.16797745e-01]
          [2.04113480e+02 2.53660400e+02 1.36032313e-01]
          [1.91053360e+02 2.47195160e+02 7.76875839e-02]
          [0.00000000e+00 0.00000000e+00 0.00000000e+00]
          [1.93689651e+02 2.48496048e+02 1.02683805e-01]
    ]
]
```