rotate.py 75 KB

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  1. from PIL import Image
  2. from base64 import b64encode,b64decode
  3. from random import random
  4. import numpy as np
  5. def getCentrePoint(width,height):
  6. return (width//2,height//2)
  7. def imageRotate(background:Image.Image,rotate_im,degree):
  8. # print(getCentrePoint(background.width,background.height))
  9. img_cp = background.copy()
  10. if degree==0:
  11. rotate_tmp = rotate_im.copy()
  12. else:
  13. rotate_tmp = rotate_im.rotate(degree)
  14. b_c_w,b_c_h = getCentrePoint(img_cp.width,img_cp.height)
  15. img_cp.paste(rotate_tmp,(b_c_w-rotate_im.width//2,b_c_h-rotate_im.height//2),rotate_tmp)
  16. return img_cp
  17. def circle(ima,point,radius,appendColor=True):
  18. width,height = ima.size
  19. x,y = point #圆心
  20. # 要使用圆形,所以使用刚才处理好的正方形的图片
  21. # 最后生成圆的半径
  22. r3 = radius
  23. imb = Image.new('RGBA', (r3*2, r3*2),(255,255,255,0))
  24. pima = ima.load() # 像素的访问对象
  25. pimb = imb.load()
  26. r3_1 = r3/3*2
  27. for i in range(height):
  28. for j in range(width):
  29. lx = abs(j-x) #到圆心距离的横坐标
  30. ly = abs(i-y)#到圆心距离的纵坐标
  31. if lx>r3 or ly>r3:
  32. continue
  33. elif lx<r3_1 and ly<r3_1:
  34. l = 1
  35. else:
  36. l = int((pow(lx,2) + pow(ly,2))** 0.5) # 三角函数 半径
  37. if l<r3:
  38. _x = r3+(j-x)
  39. _y = r3+(i-y)
  40. if appendColor:
  41. if l>=r3-1:
  42. pimb[_x,_y] = (128,138,135,255)
  43. elif l>=r3-2:
  44. pimb[_x,_y] = (31,31,31,255)
  45. elif l>=r3-3:
  46. pimb[_x,_y] = (34,255,3,255)
  47. elif l>=r3-4:
  48. pimb[_x,_y] = (30,255,80,255)
  49. elif l>=r3-5:
  50. if lx%2==1 or ly%2==1:
  51. pimb[_x,_y] = (64,255,64,255)
  52. else:
  53. pimb[_x,_y] = pima[j,i]
  54. else:
  55. pimb[_y,_x] = pima[j,i]
  56. return imb
  57. def circle_center(im,appendColor=True,radius = 100):
  58. width,height = im.size
  59. center_x,center_y = getCentrePoint(width,height)
  60. im_c = circle(im,(center_x,center_y),radius,appendColor)
  61. # im_c.show()
  62. return im_c
  63. def tailor_concat(im,width):
  64. if width==0:
  65. return im
  66. wid,heig = im.size
  67. boxes = [width,0,wid,heig]
  68. cp_im = Image.new(mode="RGB",size=(wid,heig))
  69. im_right = im.crop(boxes)
  70. im_left:Image.Image = im.crop([0,0,width,heig])
  71. cp_im.paste(im_right,(0,0))
  72. cp_im.paste(im_left,(wid-width,0))
  73. return cp_im
  74. def tailor_height(im,height_pc):
  75. width,heig = im.size
  76. if height_pc<1:
  77. height = int(heig*height_pc)+1
  78. else:
  79. height = height_pc
  80. boxes = [0,0,width,height]
  81. # print(width,heig,height_pc,boxes)
  82. new_im = im.crop(boxes)
  83. return new_im
  84. def tailor(img,height,width):
  85. cp_img = img.copy()
  86. _tailor_h = tailor_height(img,height)
  87. _tailor_c = tailor_concat(_tailor_h,width)
  88. cp_img.paste(_tailor_c,(0,0))
  89. return cp_img
  90. from io import BytesIO
  91. def getImageFromBase64(_bs64):
  92. _bytes = b64decode(_bs64)
  93. _bio = BytesIO()
  94. _bio.write(_bytes)
  95. im = Image.open(_bio)
  96. return im
  97. if __name__ == '__main__':
  98. a = '''
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
  100. '''
  101. b = '''
  102. 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
  103. '''
  104. # getImageFromBase64(b).show()
  105. # tailor_height(getImageFromBase64(b),86/159).show()
  106. background:Image.Image = Image.open("rotate_b.jfif","r")
  107. # # background.show()
  108. # b = tailor_height(background,90)
  109. # c = tailor_concat(b,150)
  110. # # c.show()
  111. # tailor(background,90,0).show()
  112. #
  113. #
  114. rotate_im:Image.Image = Image.open("rotate.png","r")
  115. background = imageRotate(background,rotate_im,0)
  116. # background.show()
  117. circle_center(background).show()
  118. # b = a.rotate(90)
  119. # a.show()
  120. # b.show()
  121. # print(a.size)