18178191160 发表于 2021-7-23 23:42:27

纯吐槽

差点被if绕晕的就只有我一个吗
第4讲作业




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

Q=5

print('猜猜我现在想的是什么数字?')

p=1

while p<=3 :

            a=input()

            b=int(a)



            if b<Q:

                  if p==3:
                        print('三次都猜不中,不和你玩了')
                  else:
                        print('小了,请重新输入吧')
                        p=p+1
            if b==Q:
                  print('对了,你可以哦')
                  p=5
            if b>Q:
                  if p==3:
                        print('三次都猜不中,不和你玩了')
                  else:
                        print('大了,请重新输入吧')
                        p=p+1

青出于蓝 发表于 2021-7-24 06:31:04

Q=5

print('猜猜我现在想的是什么数字?')

p=1

while p<=3 :

            a=input()

            b=int(a)



            if b<Q:

                  if p==3:
                        print('三次都猜不中,不和你玩了')
                        p=p+1
                  else:
                        print('小了,请重新输入吧')
                        p=p+1
            if b==Q:
                  print('对了,你可以哦')
                  p=5
            if b>Q:
                  if p==3:
                        print('三次都猜不中,不和你玩了')
                        p=p+1
                  else:
                        print('大了,请重新输入吧')
                        p=p+1

青出于蓝 发表于 2021-7-24 06:33:07

本帖最后由 青出于蓝 于 2021-7-24 06:34 编辑

如果已经3次了,也要继续p加1,不然会进入死循环
思路很好,上面是实例代码,有问题欢迎追问

18178191160 发表于 2021-7-24 13:05:02

青出于蓝 发表于 2021-7-24 06:33
如果已经3次了,也要继续p加1,不然会进入死循环
思路很好,上面是实例代码,有问题欢迎追问

谢谢,确实没发现这个漏洞
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