求助!为什么我这个会出现跑四遍的情况呢?
"""猜数字小游戏"""import random
answer = random.randint(1,10)
temp = input("请你来猜数:")
guess = int(temp)
count = 3
while count>0:
if guess==answer:
print("恭喜你,猜对啦!")
break
else:
if guess > answer:
print("大啦")
else:
print("小啦")
temp=input("再试一次吧,请输入数字:")
guess=int(temp)
count=count-1
print("游戏结束,不玩啦")
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
你的代码逻辑中存在一个常见的循环条件与输入位置问题。当前循环跑四次的根本原因在于:初始输入在循环外部,而后续的输入在循环内部处理。这会导致用户有4次输入机会(第1次在循环外,循环内3次)。以下是具体分析和解决方案:
问题分析
当前代码结构如下:
answer = random.randint(1,10)
temp = input("第一次输入")# 输入在循环外
guess = int(temp)
count = 3
while count > 0: # 循环条件
if guess == answer: # 检查的是上一次输入的值
print("猜对")
break
else:
# 提示并获取新输入
temp = input("再试一次")# 循环内再次输入
guess = int(temp)
count -=1
print("结束")
当用户连续猜错时:
1. 第1次输入(循环外) → 进入循环
2. 第2次输入(循环内) → count=2
3. 第3次输入(循环内) → count=1
4. 第4次输入(循环内) → count=0
虽然循环体只执行3次,但用户会看到4次输入提示。
解决方案
将输入操作完全移至循环内部,确保每次循环只处理一次输入:
"""猜数字小游戏"""
import random
answer = random.randint(1, 10)
count = 3
while count > 0:
temp = input("请输入猜测(还剩{}次机会): ".format(count))
guess = int(temp)
if guess == answer:
print("恭喜你,猜对啦!")
break
else:
if guess > answer:
print("大啦")
else:
print("小啦")
count -= 1
print("游戏结束,不玩啦")
改进说明
[*]输入提示整合到循环内,使用format(count)显示剩余次数
[*]每次循环只处理一次输入,确保循环次数与剩余机会严格对应
[*]移除循环外的冗余输入操作
修改后,用户最多只能输入3次,循环逻辑与提示次数完全匹配。如果仍有疑问,欢迎继续交流!
以上回复来自 FishC AI 小助理,如未能正确解答您的问题,请继续追问。 【原因】:因为有一次键盘输入是在 while 循环开始前,只要把它合并到循环内就可以解决问题。
【参考代码】:
"""猜数字小游戏"""
import random
answer = random.randint(1,10)
count = 3
while count > 0 :
temp = input("请你来猜数:")
guess = int(temp)
if guess == answer:
print("恭喜你,猜对啦!")
break
else:
if guess > answer:
print("大啦")
else:
print("小啦")
count = count - 1
print("游戏结束,不玩啦")
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