from NumPy import *
函数形式： tile(A，rep)
功能：重复A的各个维度
参数类型：
- A: Array类的都可以
- rep：A沿着各个维度重复的次数
举例：
tile([17,29],2)
输出[17,29,17,29]
tile([29,17],(3,5))
此时的(3,5)和[3,5]是相同的效果。
结果是3组，每组重复5次，也可以理解为二维表，3行，5列。先分3组（重复3次），每组重复5次。
array([[29, 17, 29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17, 29, 17]])
tile([29,17],[3,5,7])
结果是3组，每组一个二维表，每个二维表5行，7列，可以理解为三维表
array([[[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17]],
[[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17]],
[[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17, 29, 17]]])
tile([29,17],[3,5,7,4])
结果是4组，怎样理解？我也不知道，这已经超过了人类空间的认知。
依次分组，先分3组重复，然后分5组重复，然后分7组，最后重复4次。
如果5维会怎样？也是继续按组重复下去。先分5组，用中括号分隔。
array([[[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]],
[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]],
[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]],
[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]],
[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]]],
[[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]],
[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]],
[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]],
[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]],
[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]]],
[[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]],
[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]],
[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]],
[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]],
[[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17],
[29, 17, 29, 17, 29, 17, 29, 17]]]])