10.29 Re-understanding and replaying the rules of the digital big bang game

The previous understanding of the game was completely wrong. I thought it was the player playing with the player. It turned out to be playing with the machine. Then the previous code is completely wrong. Then type a new code. The optimization idea has not changed. Similarly, although it took a lot of time to retype the code, I have a deeper understanding of loops and judgment statements:

import random
rd=random.randint(1, 1001)
min =1
max =1000
countpeo= 0
countcom= 0 
countdel=0
for i in range(1,1000):
    num = int(input("您输入的数字是:"))
    countpeo=countpeo+1
    if num>max or num<min:
        print("你输出超过范围啦!")
        countdel=countdel+1
    else:
        if num>rd:
            max=num-1
            print("你加入后现在的范围是:[{}-{}]".format(min, max))
            machine = random.randint(min, max)
            print(f"机器说的数值{machine}")
            if machine>rd:
                max = machine-1
            elif machine<rd:
                min = machine+1
            else:
                print(f"机器引爆了炸弹,炸弹是{rd}")
                break
            print("机器加入后现在的范围是:[{}-{}]".format(min, max))
            countcom=countcom+1
        if num<rd:
            min = num+1
            print("现在的范围是:[{}-{}]".format(min, max))
            machine = random.randint(min, max)
            print(f"机器说的数值是{machine}")
            if machine>rd:
                max = machine-1
            elif machine<rd:
                min = machine+1
            else:
                print(f"机器引爆了炸弹,炸弹是{rd}",end="")
                print("congratulate!你胜利了")
                countcom=countcom+1
            print("机器加入后现在的范围是:[{}-{}]".format(min, max))
            countcom=countcom+1
        if num==rd:
           print(f"你引爆了炸弹,炸弹是{rd}")
           print("连电脑都输了,remake吧")
           break
countpeo1=countpeo-countdel
countsum=countcom+countpeo1
print(f"你输入了{countpeo1}次,机器输入了{countcom}次,你们总共玩了{countsum}次")

Result graph:
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Origin blog.csdn.net/m0_51981443/article/details/109375296