Classic
Clean & simple
Crystal
Glassmorphism + Neon
Cyberpunk
Neon glitch art
🚫
违规Action检测
禁止Use右键菜单
⚠️ 此Action已被系统记录
1

求圆周率

📝 Solutions 🔵 仅限 C++
Problems Description
<p><span style="font-size: medium;"><img 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" alt="" width="265" height="62" />,当某项绝对值小于10<sup>-6</sup>时停止累加。(保留6位小数)</span></p>
Input格式
<p><span style="font-size: medium;">无</span></p>
Output格式
<p><span style="font-size: medium;">一items小数。</span></p>
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