这段猜数字的代码自己写的,但是最后一句有点问题,希望大神能知道一下
'''猜数字'''import random
number = random.randint(1,100)
print("guess one num in 1 to 100, you have 6 times chance !")
i = 1
while i < 10:
guess = input("第"+str(i)+"次猜数字:")
if int(guess) < number:
print('猜小了')
elif int(guess) > number:
print('猜大了')
else:
print('猜对了')
break
i = i + 1
print("次数用完了哦!")
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
本帖最后由 刘鑫豪 于 2021-2-21 12:01 编辑
你前面的 i 应该要<11才对吧,不然只有9次机会
你最后一句少了个条件,把print("次数用完了哦!")改成
if i == 11 :
print("次数用完了哦!")
试试你前面的 i 应该要<11才对吧,不然只有9次机会
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