Samurai-Sudoku

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Neues Spiel
Einfach · Samurai · 5 Untergitter0%
Spielanleitung für Samurai Sudoku
Fünf überlappende 9×9-Sudoku-Gitter. Jedes Teilgitter muss unabhängig die Standard-Sudoku-Regeln erfüllen (1–9 in jeder Zeile, Spalte und jedem Block). Wo zwei Teilgitter einen gemeinsamen 3×3-Eckblock haben, muss dieser Block beide Gitter gleichzeitig erfüllen.
Vollständiger Leitfaden →

Fünf überlappende 9×9-Gitter, die sich Eckboxen teilen

Was ist Samurai-Sudoku?

Samurai-Sudoku besteht aus fünf ineinandergreifenden 9×9-Gittern, die in einer X-Form angeordnet sind – ein zentrales Gitter und vier Eckgitter, die alle einen 3×3-Block teilen, wo sie sich überlappen. Jedes der fünf Teilgitter muss unabhängig die Standard-Sudoku-Regeln erfüllen. Das Lösen eines Teilgitters liefert oft Hinweise, die ein anderes freischalten. Das vollständige Puzzle erstreckt sich über ein 21×21-Gitter.

Auf einen Blick

Constraint-Typ5 Overlapping Grids
Typische Vorgaben~30 per sub-grid
Schwierigkeitsbewertung ★★★★★ 5/5
Durchschn. Lösungszeit — Einfach45 Min.
Durchschn. Lösungszeit — Mittel90 Min.
Durchschn. Lösungszeit — Schwer150 Min.
Durchschn. Lösungszeit — Experte240 Min.

Lösungsanleitung für Samurai-Sudoku

TechnikWas es tutLevel
Sub-Grid Independence Each of the five 9×9 sub-grids satisfies standard Sudoku rules independently. Solve each one using all standard techniques. Fortgeschritten
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. Fortgeschritten
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. Fortgeschritten
Shared Box Forcing When a shared box is nearly complete, use both sub-grids' row and column constraints to force the remaining digits. Fortgeschritten
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. Fortgeschritten

Durchschnittliche Lösungszeiten

Einfach
45 Min.
Mittel
90 Min.
Schwer
150 Min.
Experte
240 Min.

Häufig gestellte Fragen

Was ist Samurai Sudoku?
Samurai Sudoku is a variant consisting of five overlapping 9×9 Sudoku grids arranged on a 21×21 board. One grid occupies the centre, and four grids are placed at the corners with their inner 3×3 boxes overlapping the centre grid's corner boxes. All five grids must be solved simultaneously.
How do the overlapping boxes work?
Each of the four outer grids shares one 3×3 box with the centre grid. Any digit placed in a shared box satisfies the constraint for both grids simultaneously. This means information flows between grids through the shared boxes — solving one grid's corner often directly advances the centre grid.
Do all five grids have standard Sudoku rules?
Yes. Each of the five 9×9 grids individually follows all standard Sudoku rules: every row, column, and 3×3 box within that grid must contain 1–9 exactly once. The only interaction between grids is through the shared corner boxes.
Is Samurai Sudoku harder than regular Sudoku?
Samurai puzzles take significantly longer than single-grid Sudoku simply due to scale — you're solving five grids. Individual difficulty can range from easy to expert. The cross-grid interactions through shared boxes add a satisfying extra layer that single-grid Sudoku doesn't offer.
What is the best approach to Samurai Sudoku?
Work on all five grids simultaneously rather than trying to complete one before moving to another. When you get stuck on one grid, the shared boxes often provide a breakthrough from a neighbouring grid. Scan all five grids for hidden singles after every placement in any shared box.
How long does Samurai Sudoku take to solve?
Easy puzzles take 25–45 minutes. Medium puzzles run 45–90 minutes. Hard and expert puzzles can take 2–4 hours. The time is primarily driven by scale — five full grids — rather than by individual deduction difficulty.
Auch ausprobieren
Jigsaw Sudoku
A different geometry challenge in one grid — region shapes that snake instead of grids that overlap.
Chaos Construction
For solvers who enjoyed scale, chaos offers depth: deduce the hidden region borders while solving.
Hyper Sudoku
Overlapping regions condensed into a single 9×9 — four windows that share cells with the standard boxes.
Tägliche Herausforderung