各位大神，我想问一下这串代码
代码起源于019讲：data:image/png;base64,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
为什么会打印出两次结果？？？感觉每一次使用for循环都有点儿乱{:10_266:}
什么是 019 讲？代码呢？ 代码发出来康康啊 我发现竟然发不了图。。。。
代码如下：
nums = input("请录入一个整数（输入STOP结束）：")
nums1 =
while nums != "STOP":
nums1 = nums1.append('nums')
nums = input("请录入一个整数（输入STOP结束）：")
target = input("请录入目标整数：")
for x in range(1,10000):
for y in range(1,10000):
if nums1 + nums1 == target:
print(x,y)
jackz007 发表于 2022-10-31 22:05
什么是 019 讲？代码呢？
没想到竟然发不了图...
代码如下：
nums = input("请录入一个整数（输入STOP结束）：")
nums1 =
while nums != "STOP":
nums1 = nums1.append('nums')
nums = input("请录入一个整数（输入STOP结束）：")
target = input("请录入目标整数：")
for x in range(1,10000):
for y in range(1,10000):
if nums1 + nums1 == target:
print(x,y)
caco3jy 发表于 2022-11-1 01:09
代码发出来康康啊
没想到竟然发不了图...
代码如下：
nums = input("请录入一个整数（输入STOP结束）：")
nums1 =
while nums != "STOP":
nums1 = nums1.append('nums')
nums = input("请录入一个整数（输入STOP结束）：")
target = input("请录入目标整数：")
for x in range(1,10000):
for y in range(1,10000):
if nums1 + nums1 == target:
print(x,y)
samhanyu 发表于 2022-11-1 19:50
没想到竟然发不了图...
代码如下：
nums = input("请录入一个整数（输入STOP结束）：")
题目要求是什么？ 问题通过画流程图解决了，非常尴尬，但是鱼币依旧散了，感谢大神们 代码？ 我们可以抓住关键词 : "for"和"两次结果" samhanyu 发表于 2022-11-1 19:49
我发现竟然发不了图。。。。
代码如下：
nums = input("请录入一个整数（输入STOP结束）：")
原来是这个，我看看
你打印完后应该退出import sys
nums = input("请录入一个整数（输入STOP结束）：")
nums1 =
while nums != "STOP":
nums1 = nums1.append('nums')
nums = input("请录入一个整数（输入STOP结束）：")
target = input("请录入目标整数：")
for x in range(1,10000):
for y in range(1,10000):
if nums1 + nums1 == target:
print(x,y)
sys.exit(0)掉啊：
什么竟然是19讲的 samhanyu 发表于 2022-11-1 19:49
我发现竟然发不了图。。。。
代码如下：
nums = input("请录入一个整数（输入STOP结束）：")
当第一次x加y=target是打印一次
第二次是应为x的变成了y，y变成了x
所以x+y打印2次 {:10_258:} 看看 {:10_258:} 我们可以抓住关键词 : "for"和"两次结果" 来学习一下
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