经典简约
清爽简洁,回归本真
液态水晶
毛玻璃+霓虹光带
赛博朋克
霓虹故障艺术风
🚫
违规操作检测
禁止使用右键菜单
⚠️ 此操作已被系统记录
1

NOIP1995普及组第3题 A类B类

📝 题解 🔵 仅限 C++
题目描述
<p><img src="http://tk.hustoj.com/data:image/png;base64,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" alt="" width="715" height="267" /></p>
输入格式
<p><span style="font-size: medium;">无输入。</span></p>
输出格式
<p><span style="font-size: medium;">输出一行两个数,数之间用一个空格间隔。</span></p>
提交代码
请先登录后提交

🤖 AI 解题助手

DeepSeek
就绪
👋 你好!我是 AI 解题助手。
我已阅读了这道题,可以帮你分析思路、提供代码示例。
⚠️ 请先登录后使用