Clone Sudoku
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Klon A
Klon B
Begge regioner må ha identiske sifre
Hvordan spille Clone Sudoku
Standard Sudoku-regler gjelder. To uthevede områder (Klon A i rav, Klon B i lilla) må inneholde identiske sifferarrangementer — tilsvarende celler må ha samme siffer. Å plassere et siffer i en klon begrenser automatisk samme posisjon i den andre klonen.
Full guide →
Markeringsregioner må inneholde identiske sifferarrangementer
Clone Sudoku Enkel
Clone Sudoku Middels
Clone Sudoku Vanskelig
Clone Sudoku Ekspert
Hva er Clone Sudoku?
Clone Sudoku markerer par av regioner (kloner) på rutenettet. Hvert par av klonregioner må inneholde nøyaktig samme arrangement av sifre — hvis en klon har en 3 i sin øverste venstre celle, må den andre klonen også ha en 3 i sin tilsvarende celle. Klonbegrensninger skaper kraftige symmetribaserte deduksjoner som kan løse hele regioner på en gang.
På et øyeblikk
| Begrensningstype | Clone Regions |
| Typiske gitte tall | 24–32 |
| Vanskelighetsgradsvurdering | ★★★★☆ 4/5 |
| Gj.sn. løsningstid — Enkel | 10 min |
| Gj.sn. løsningstid — Middels | 22 min |
| Gj.sn. løsningstid — Vanskelig | 42 min |
| Gj.sn. løsningstid — Ekspert | 72 min |
Hvordan løse Clone Sudoku
| Teknikk | Hva det gjør | Nivå |
|---|---|---|
| Clone Pair Deduction | Any digit placed in one clone region immediately forces the same digit in the corresponding cell of the other clone region. | Avansert |
| Constraint Propagation | A clone placement propagates through standard row, column, and box constraints in both regions simultaneously. | Avansert |
| Clone-Box Interaction | If both clone regions share boxes with heavily constrained cells, the clone constraint rapidly resolves entire boxes. | Avansert |
| Mirror Elimination | When a digit is eliminated from a position in one clone region by standard logic, it can be eliminated from the same position in the other clone region. | Avansert |
| Multi-Clone Logic | With two clone regions, solving either provides equal information about both. Alternate deduction paths between clones for maximum efficiency. | Avansert |
Gjennomsnittlige løsningstider
Enkel
10 min
Middels
22 min
Vanskelig
42 min
Ekspert
72 min
Ofte stilte spørsmål
Hva er Clone Sudoku?
Clone Sudoku is a variant where two highlighted regions of the same shape appear on the grid. The two regions are 'clones' — they must contain exactly the same digit arrangement. Every cell in one region holds the same digit as the corresponding cell in the other region. Standard Sudoku rules apply.
How do the clone regions correspond?
The two clone regions are the same shape and size. Each cell in one region is paired with the corresponding positionally-equivalent cell in the other region. Placing a digit in any cell of one clone immediately fixes that digit in the matching cell of the other clone.
Can clone regions overlap with the same rows or columns?
Yes. The puzzle constructor ensures that the clone constraint is always consistent with Sudoku rules — the two regions are positioned so that corresponding cells are in different rows, columns, and boxes, allowing the same digit to appear in both without violating uniqueness.
Is Clone Sudoku harder than regular Sudoku?
The clone constraint effectively halves the number of independent cells to solve — every deduction in one region automatically applies to the other. Easy Clone puzzles resolve noticeably faster than classic Sudoku. Hard and expert puzzles use the clones to create complex bi-directional constraint chains.
What is the best strategy for Clone Sudoku?
Treat the two clone regions as a single constraint. Whenever you eliminate a candidate from a cell in one region, immediately eliminate it from the corresponding cell in the other. Focus on the rows, columns, and boxes that interact with both regions simultaneously.
How long does Clone Sudoku take to solve?
Easy puzzles take 6–15 minutes. Medium puzzles run 15–30 minutes. Hard puzzles average 30–60 minutes and expert puzzles can take 60–90 minutes. The bilateral nature of the clone constraint makes mid-game breakthroughs especially satisfying.