困難武士數獨
五個重疊的9×9網格共享角落宮。同時解決所有五個 — 每個共享宮同時屬於兩個網格。
基於 中等武士數獨。所有五個網格中更少的給定數字——並行處理子網格並利用共享宮進行跨網格推理。
分數
-
錯誤
0/3
時間
00:00
8
2
7
4
6
3
8
2
6
3
5
1
2
1
6
5
3
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2
1
9
6
5
5
4
1
9
1
7
6
4
1
3
4
5
5
2
1
2
4
8
6
7
9
3
7
9
9
1
6
9
2
1
6
8
3
2
4
1
4
3
2
9
6
1
5
3
8
9
2
6
1
8
3
5
4
1
5
6
4
2
6
5
1
8
7
2
7
2
3
1
3
1
4
4
2
7
3
7
2
3
1
9
1
2
2
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9
8
7
8
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9
2
1
8
4
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9
5
9
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2
9
困難· 武士數獨 · 5 個子網格
0%
如何遊玩武士數獨
五個重疊的9x9數獨網格。每個子網格必須獨立滿足標準數獨規則（每個行、列和宮中1-9）。當兩個子網格共享一個3x3角落宮時，該宮必須同時滿足兩個網格。先解決提示最多的子網格，然後使用共享宮解鎖其他。
如何遊玩武士數獨 →
什麼是 Samurai數獨？
難度
★★★★★
5/5
約束類型
5 Overlapping Grids
典型給定數
~30 per sub-grid
平均解題時間（困難）
150分鐘
解題技巧：困難 等級
| 技巧 | 描述 | 等級 |
|---|---|---|
| Sub-Grid Independence | Each of the five 9×9 sub-grids satisfies standard Sudoku rules independently. Solve each one using all standard techniques. | 初學者 |
| 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. | 中級 |
| 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. | 中級 |
| Shared Box Forcing | When a shared box is nearly complete, use both sub-grids' row and column constraints to force the remaining digits. | 進階 |
| 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. | 進階 |
準備好終極測試了嗎？試試 專家 Samurai數獨 — 數獨 上最難的謎題。
在 困難 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-Wing 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.
依難度平均解題時間
簡單
45分鐘
中等
90分鐘
困難
150分鐘
專家
240分鐘
想要規則、策略和解題步驟的完整演練嗎？
如何遊玩 Samurai數獨 →
相關變體
拼圖數獨
A different geometry challenge in one grid — region shapes that snake instead of grids that overlap.
混沌建構
For solvers who enjoyed scale, chaos offers depth: deduce the hidden region borders while solving.
Hyper數獨
Overlapping regions condensed into a single 9×9 — four windows that share cells with the standard boxes.
常見問題 — 困難 武士數獨
還有問題？請參閱完整 Samurai數獨指南.