Python利用Turtle绘制Technoblade的示例代码
更新时间：2023年01月06日 10:27:08 作者：Leleprogrammer
国外一位在YouTube拥有上千万粉丝的我的世界游戏主播Technoblade因癌症与世长辞，为了纪念他，特地写了这篇文章，教大家用Turtle绘制出Technoblade，快跟随小编一起学习一下吧
在刚过去不久的6月30日那天，国外一位在YouTube拥有上千万粉丝的我的世界游戏主播Technoblade因癌症与世长辞，年仅23岁，他并没有离开我们，只是用另外一种方式活在了这个世界上。
为了纪念他，特地写了这篇文章，教大家用Turtle绘制出Technoblade，运行效果如下：
代码如下：
首先，用坐标表示每个像素块的颜色，定义一个列表
POS=[
[4,0,(213,164,9)],
[6,0,(213,164,9)],
[9,0,(213,164,9)],
[11,0,(213,164,9)],
[4,1,(213,164,9)],
[5,1,(213,164,9)],
[7,1,(213,164,9)],
[9,1,(213,164,9)],
[11,1,(213,164,9)],
[6,1,(55,72,160)],
[8,1,(30,30,154)],
[8,1,(30,30,154)],
[10,1,(149,172,2)],
[4,2,(208,153,8)],
[5,2,(208,153,8)],
[6,2,(208,153,8)],
[7,2,(208,153,8)],
[8,2,(208,153,8)],
[9,2,(208,153,8)],
[10,2,(208,153,8)],
[11,2,(208,153,8)],
[4,3,(0,0,0)],
[5,3,(255,255,255)],
[6,3,(242,134,132)],
[7,3,(242,134,132)],
[8,3,(242,134,132)],
[9,3,(242,134,132)],
[10,3,(255,255,255)],
[11,3,(0,0,0)],
[4,4,(242,134,132)],
[5,4,(242,134,132)],
[6,4,(241,168,162)],
[7,4,(241,168,162)],
[8,4,(241,168,162)],
[9,4,(241,168,162)],
[10,4,(242,134,132)],
[11,4,(242,134,132)],
[4,5,(242,134,132)],
[5,5,(242,134,132)],
[6,5,(127,46,43)],
[7,5,(242,134,132)],
[8,5,(242,134,132)],
[9,5,(127,46,43)],
[10,5,(242,134,132)],
[11,5,(242,134,132)],
[4,5,(242,134,132)],
[5,5,(242,134,132)],
[6,5,(116,27,29)],
[7,5,(242,134,132)],
[8,5,(242,134,132)],
[9,5,(116,27,29)],
[10,5,(242,134,132)],
[11,5,(242,134,132)],
[4,6,(242,134,132)],
[5,6,(242,134,132)],
[6,6,(212,103,108)],
[7,6,(212,103,108)],
[8,6,(212,103,108)],
[9,6,(212,103,108)],
[10,6,(242,134,132)],
[11,6,(242,134,132)],
[4,7,(242,134,132)],
[5,7,(242,134,132)],
[6,7,(242,134,132)],
[7,7,(242,134,132)],
[8,7,(242,134,132)],
[9,7,(242,134,132)],
[10,7,(242,134,132)],
[11,7,(242,134,132)],
[0,8,(184,25,38)],
[1,8,(184,25,38)],
[2,8,(184,25,38)],
[3,8,(184,25,38)],
[0,9,(184,25,38)],
[1,9,(184,25,38)],
[2,9,(184,25,38)],
[3,9,(184,25,38)],
[0,10,(184,25,38)],
[1,10,(184,25,38)],
[2,10,(184,25,38)],
[3,10,(184,25,38)],
[0,11,(184,25,38)],
[1,11,(184,25,38)],
[2,11,(184,25,38)],
[3,11,(184,25,38)],
[0,12,(184,25,38)],
[1,12,(184,25,38)],
[2,12,(184,25,38)],
[3,12,(184,25,38)],
[0,13,(163,26,36)],
[1,13,(184,25,38)],
[2,13,(163,26,36)],
[3,13,(163,26,36)],
[0,14,(163,26,36)],
[1,14,(163,26,36)],
[2,14,(163,26,36)],
[3,14,(163,26,36)],
[0,15,(229,196,187)],
[1,15,(229,196,187)],
[2,15,(155,121,112)],
[3,15,(229,196,187)],
[0,16,(155,121,112)],
[1,16,(229,196,187)],
[2,16,(229,196,187)],
[3,16,(155,121,112)],
[0,17,(245,119,126)],
[1,17,(245,119,126)],
[2,17,(245,119,126)],
[3,17,(245,119,126)],
[0,18,(245,119,126)],
[1,18,(245,119,126)],
[2,18,(245,119,126)],
[3,18,(245,119,126)],
[0,19,(245,119,126)],
[1,19,(245,119,126)],
[2,19,(245,119,126)],
[3,19,(245,119,126)],
[4,8,(195,31,48)],
[4,9,(195,31,48)],
[4,10,(195,31,48)],
[4,11,(195,31,48)],
[4,12,(195,31,48)],
[4,13,(195,31,48)],
[4,14,(195,31,48)],
[5,8,(223,187,178)],
[5,9,(195,31,48)],
[5,10,(167,128,123)],
[5,11,(167,128,123)],
[5,12,(223,187,178)],
[5,13,(223,187,178)],
[5,14,(167,128,123)],
[6,8,(167,128,123)],
[6,9,(167,128,123)],
[6,10,(223,187,178)],
[6,11,(255,255,255)],
[6,12,(255,255,255)],
[6,13,(255,255,255)],
[6,14,(255,255,255)],
[7,8,(255,255,255)],
[7,9,(255,255,255)],
[7,10,(255,255,255)],
[7,11,(255,255,255)],
[7,12,(255,255,255)],
[7,13,(255,255,255)],
[7,14,(255,255,255)],
[8,8,(255,255,255)],
[8,9,(255,255,255)],
[8,10,(252,207,4)],
[8,11,(255,255,255)],
[8,12,(252,207,4)],
[8,13,(255,255,255)],
[8,14,(252,207,4)],
[9,8,(167,128,123)],
[9,9,(223,187,178)],
[9,10,(223,187,178)],
[9,11,(255,255,255)],
[9,12,(255,255,255)],
[9,13,(255,255,255)],
[9,14,(255,255,255)],
[10,8,(202,27,44)],
[10,9,(202,27,44)],
[10,10,(223,187,178)],
[10,11,(167,128,123)],
[10,12,(223,187,178)],
[10,13,(223,187,178)],
[10,14,(167,128,123)],
[11,8,(202,27,44)],
[11,9,(202,27,44)],
[11,10,(202,27,44)],
[11,11,(202,27,44)],
[11,12,(202,27,44)],
[11,13,(223,187,178)],
[11,14,(202,27,44)],
[12,8,(184,25,38)],
[13,8,(184,25,38)],
[14,8,(184,25,38)],
[15,8,(184,25,38)],
[12,9,(184,25,38)],
[13,9,(184,25,38)],
[14,9,(184,25,38)],
[15,9,(184,25,38)],
[12,10,(184,25,38)],
[13,10,(184,25,38)],
[14,10,(184,25,38)],
[15,10,(184,25,38)],
[12,11,(184,25,38)],
[13,11,(184,25,38)],
[14,11,(184,25,38)],
[15,11,(184,25,38)],
[12,12,(184,25,38)],
[13,12,(184,25,38)],
[14,12,(184,25,38)],
[15,12,(184,25,38)],
[12,13,(163,26,36)],
[13,13,(184,25,38)],
[14,13,(163,26,36)],
[15,13,(163,26,36)],
[12,14,(163,26,36)],
[13,14,(163,26,36)],
[14,14,(163,26,36)],
[15,14,(163,26,36)],
[12,15,(229,196,187)],
[13,15,(229,196,187)],
[14,15,(155,121,112)],
[15,15,(229,196,187)],
[12,16,(155,121,112)],
[13,16,(229,196,187)],
[14,16,(229,196,187)],
[15,16,(155,121,112)],
[12,17,(245,119,126)],
[13,17,(245,119,126)],
[14,17,(245,119,126)],
[15,17,(245,119,126)],
[12,18,(245,119,126)],
[13,18,(245,119,126)],
[14,18,(245,119,126)],
[15,18,(245,119,126)],
[12,19,(245,119,126)],
[13,19,(245,119,126)],
[14,19,(245,119,126)],
[15,19,(245,119,126)],
[4,15,(223,187,178)],
[5,15,(223,187,178)],
[6,15,(255,255,255)],
[7,15,(255,255,255)],
[8,15,(255,255,255)],
[9,15,(255,255,255)],
[10,15,(167,128,123)],
[11,15,(202,27,44)],
[4,16,(202,27,44)],
[5,16,(167,128,123)],
[6,16,(247,34,56)],
[7,16,(247,34,56)],
[8,16,(247,34,56)],
[9,16,(247,34,56)],
[10,16,(223,187,178)],
[11,16,(202,27,44)],
[4,17,(202,27,44)],
[5,17,(245,119,126)],
[6,17,(247,34,56)],
[7,17,(247,34,56)],
[8,17,(247,34,56)],
[9,17,(247,34,56)],
[10,17,(245,119,126)],
[11,17,(202,27,44)],
[4,18,(245,119,126)],
[5,18,(167,128,123)],
[6,18,(247,34,56)],
[7,18,(247,34,56)],
[8,18,(247,34,56)],
[9,18,(247,34,56)],
[10,18,(167,128,123)],
[4,19,(157,20,30)],
[5,19,(157,20,30)],
[6,19,(157,20,30)],
[7,19,(157,20,30)],
[8,19,(157,20,30)],
[9,19,(157,20,30)],
[10,19,(157,20,30)],
[11,19,(157,20,30)],
[4,20,(157,20,30)],
[5,20,(157,20,30)],
[6,20,(157,20,30)],
[7,20,(157,20,30)],
[8,20,(157,20,30)],
[9,20,(157,20,30)],
[10,20,(157,20,30)],
[11,20,(157,20,30)],
[4,21,(47,32,29)],
[5,21,(47,32,29)],
[6,21,(47,32,29)],
[7,21,(47,32,29)],
[8,21,(47,32,29)],
[9,21,(47,32,29)],
[10,21,(47,32,29)],
[11,21,(47,32,29)],
[4,22,(47,32,29)],
[5,22,(161,128,119)],
[6,22,(47,32,29)],
[7,22,(161,128,119)],
[8,22,(161,128,119)],
[9,22,(47,32,29)],
[10,22,(161,128,119)],
[11,22,(47,32,29)],
[4,23,(97,80,73)],
[5,23,(47,32,29)],
[6,23,(97,80,73)],
[7,23,(47,32,29)],
[8,23,(47,32,29)],
[9,23,(97,80,73)],
[10,23,(47,32,29)],
[11,23,(97,80,73)],
[4,24,(47,32,29)],
[5,24,(97,80,73)],
[6,24,(47,32,29)],
[7,24,(97,80,73)],
[8,24,(97,80,73)],
[9,24,(47,32,29)],
[10,24,(97,80,73)],
[11,24,(47,32,29)],
[4,25,(47,32,29)],
[5,25,(47,32,29)],
[6,25,(47,32,29)],
[7,25,(47,32,29)],
[8,25,(47,32,29)],
[9,25,(47,32,29)],
[10,25,(47,32,29)],
[11,25,(47,32,29)],
[4,26,(47,32,29)],
[5,26,(47,32,29)],
[6,26,(47,32,29)],
[7,26,(47,32,29)],
[8,26,(47,32,29)],
[9,26,(47,32,29)],
[10,26,(47,32,29)],
[11,26,(47,32,29)],
[4,27,(29,25,24)],
[5,27,(29,25,24)],
[6,27,(29,25,24)],
[7,27,(29,25,24)],
[8,27,(29,25,24)],
[9,27,(29,25,24)],
[10,27,(29,25,24)],
[11,27,(29,25,24)],
[4,28,(0,0,0)],
[5,28,(0,0,0)],
[6,28,(0,0,0)],
[7,28,(0,0,0)],
[8,28,(0,0,0)],
[9,28,(0,0,0)],
[10,28,(0,0,0)],
[11,28,(0,0,0)],
]我们要的坐标轴是x向右递增，y向下递增，但是y坐标和turtle的坐标轴反了，所以，在遍历并绘制的时候，y坐标这一项要求出相反数
导入Turtle模块，因为我们使用的是rgb，所以要先把colormode设置为255，然后加速，sx和sy表示起始坐标，这个可以自行设定，接下来遍历并绘制即可！最后别忘了隐藏画笔并保持窗口显示！
from turtle import *
colormode(255)
speed(0)
W=20
sx,sy=-150,250
for x,y,(r,g,b) in POS:
x2,y2=x*W+sx,(-y)*W+sy
pu()
goto(x2,y2)
pd()
color((r,g,b))
begin_fill()
for i in range(4):
fd(W)
right(90)
end_fill()
ht()
done()
到此这篇关于Python利用Turtle绘制Technoblade的示例代码的文章就介绍到这了,更多相关Python Turtle绘制Technoblade内容请搜索脚本之家以前的文章或继续浏览下面的相关文章希望大家以后多多支持脚本之家！
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