困难 武士数独
五个重叠的9×9网格共享角宫。同时解决所有五个——每个共享宫同时属于两个网格。
基于 中等武士数独。所有五个网格中已知数更少——并行处理子网格,并利用共享宫进行跨网格推理。
分数
-
错误
0/3
时间
00:00
8
2
7
4
6
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8
2
6
3
5
1
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1
6
5
3
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1
9
6
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5
4
1
9
1
7
6
4
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3
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5
5
2
1
2
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8
6
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9
3
7
9
9
1
6
9
2
1
6
8
3
2
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1
4
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2
9
6
1
5
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8
9
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6
1
8
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5
4
1
5
6
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6
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1
8
7
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7
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3
1
3
1
4
4
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7
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7
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3
1
9
1
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2
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9
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1
8
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9
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9
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2
9
困难 · 武士数独 · 5个子网格
0%
如何玩武士数独
五个重叠的9x9数独网格。每个子网格必须独立满足标准数独规则(每行、每列和每宫包含1-9)。当两个子网格共享一个3x3角宫时,该宫必须同时满足两个网格。首先解决提示数最多的子网格,然后使用共享宫解锁其他网格。
如何玩武士数独 →
什么是武士数独?
难度
★★★★★
5/5
约束类型
5 Overlapping Grids
典型给定数
~30 per sub-grid
平均解题 (困难)
150 分钟
困难 级别的解题技巧
| 技巧 | 描述 | 级别 |
|---|---|---|
| Sub-Grid Independence | Each of the five 9×9 sub-grids satisfies standard Sudoku rules independently. Solve each one using all standard techniques. | 初级 |
| Overlap Box Exploitation | The four corner boxes where sub-grids meet are shared between two grids. Any digit placed in a shared box eliminates that digit from two sub-grids at once. | 中级 |
| Cross-Grid Cascade | Completing a corner box in the central grid forces values in the corresponding corner grid's box, which may cascade further through that grid. | 中级 |
| Shared Box Forcing | When a shared box is nearly complete, use both sub-grids' row and column constraints to force the remaining digits. | 高级 |
| Global Number Counting | Across all five sub-grids, each digit 1–9 appears 5×9=45 times total. This global count can confirm placement decisions near the end. | 高级 |
准备好终极测试了吗?试试 专家 武士数独 — 数独 上最难的谜题。
在困难需要掌握的技巧
- Hidden Pairs technique — Cross-grid eliminations through shared boxes thin candidates in cells you weren't watching — periodically recount the boxes bordering each overlap, per grid, to catch hidden pairs.
- X翼技巧 — Fish stay inside a single 9×9 — never build an X-Wing from rows of two different sub-grids — but a fish elimination inside a shared box still exports to the neighbour grid.
按难度划分的平均解题时间
简单
45 分钟
中等
90 分钟
困难
150 分钟
专家
240 分钟
想要规则、策略和解题步骤的完整指南吗?
如何玩武士数独 →
相关变体
锯齿数独
A different geometry challenge in one grid — region shapes that snake instead of grids that overlap.
混沌构造
For solvers who enjoyed scale, chaos offers depth: deduce the hidden region borders while solving.
超数独
Overlapping regions condensed into a single 9×9 — four windows that share cells with the standard boxes.
常见问题 — 困难 武士数独
更多问题?请参阅完整 武士数独指南.