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@caoya171193579
Created December 19, 2018 03:07
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入门
迭代遍历、 变量序列
偏移指数(索引):
![image.png](data:image/png;base64,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)
![image.png](data:image/png;base64,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)
遍历字典:
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)
代码执行:
root@kali:~/xuexi# python 5.py
8
1
2
6
只打印出了字典z 的keys 值. 键
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)
代码执行:
root@kali:~/xuexi# python 6.py
999
111
222
333
这样打印出来了values 值。
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)
root@kali:~/xuexi# python 6.py
999
111
222
333
[(8, 999), (1, 111), (2, 222), (6, 333)]
运用了参数 .items() , 返回z 的键值(key:value),转换成元祖的列表。
元祖拆分:
>>> l=[1,2,3,'a','b']
>>> l
[1, 2, 3, 'a', 'b']
>>> a,b,c,d,e=l
>>> l
[1, 2, 3, 'a', 'b']
>>> a,b,c,d,e
(1, 2, 3, 'a', 'b')
遍历字典,键值对:
![image.png](data:image/png;base64,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)
代码执行:
root@kali:~/xuexi# python 6.py
999
111
222
333
8
999
1
111
2
222
6
333
for o,b in z.items():
print o
print b
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)
root@kali:~/xuexi# python 6.py
8 999
1 111
2 222
6 333
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