Palapeli-Sudoku

7
2
6
5
9
8
5
1
3
7
2
4
9
7
2
3
9
3
6
6
2
1
9
8
4
6
9
3
5
2
7
9
2
3
5
2
1
6
Virheet
0/3
Pisteet
-
Aika
00:00
Uusi peli
Edistyminen0%
Helppo · palapelisudoku Vaihda vaikeustasoa ylhäältä ↑
Kuinka pelata palapeli-Sudokua
Tavalliset rivi- ja sarakesäännöt pätevät. Jokaisen värillisen alueen (paksulla reunuksella) täytyy myös sisältää 1–9 täsmälleen kerran. Alueet korvaavat tavalliset 3×3-laatikot.
Täydellinen opas →

Epäsäännölliset palanmuotoiset alueet korvaavat tavalliset 3×3-laatikot

Mikä on Palapeli-Sudoku?

Jigsaw Sudoku (tunnetaan myös nimellä Irregular Sudoku) korvaa yhdeksän tavallista 3×3-laatikkoa yhdeksällä epäsäännöllisellä palapelinmuotoisella alueella. Jokainen alue sisältää edelleen yhdeksän solua ja jokaisen numeron 1–9 täytyy esiintyä siinä täsmälleen kerran. Rivi- ja sarakesäännöt pysyvät ennallaan. Epäsäännölliset muodot voivat luoda hyvin erilaisia ratkaisupolkuja verrattuna klassiseen Sudokuun.

Yhdellä silmäyksellä

RajoitetyyppiEpäsäännölliset alueet
tyypilliset aloitusluvut24–30
Vaikeustasoarvio ★★★☆☆ 3/5
Keskim. ratkaisuaika — Helppo7 min
Keskim. ratkaisuaika — Keskitaso16 min
Keskim. ratkaisuaika — Vaikea32 min
Keskim. ratkaisuaika — Asiantuntija60 min

Kuinka ratkaista Palapeli-Sudoku

TekniikkaMitä se tekeeTaso
Region Identification First Identify all 9 irregular regions by their colour coding before solving. Region membership determines the third constraint unit for each cell. Edistynyt
Region Counting Each region must contain 1–9. Counting completed rows and columns reveals how many of each digit can still fit in each region. Edistynyt
Region–Row/Column Intersection If a digit within a region is confined to one row or column, eliminate it from the rest of that row or column. Edistynyt
Irregular Naked Subsets Apply naked pairs and triples within each irregular region exactly as you would within standard 3×3 boxes. Edistynyt

Keskimääräiset ratkaisuajat

Helppo
7 min
Keskitaso
16 min
Vaikea
32 min
Asiantuntija
60 min

Usein kysytyt kysymykset

Mitä on Irregular Sudoku?
Irregular Sudoku (also called Jigsaw Sudoku) replaces the standard nine 3×3 boxes with nine irregularly-shaped regions of exactly nine cells each. Every row, column, and irregular region must still contain the digits 1–9 exactly once. The regions are colour-coded or outlined with thick borders.
How do I identify the irregular regions?
Each region is shaded in a distinct colour or enclosed by thicker lines. Count the cells in each region to confirm it has exactly nine. The regions are always connected — no region is split across the grid — but they can have any shape as long as they tile the full 9×9 grid.
Is solving Irregular Sudoku different from classic Sudoku?
The logic is identical — you use the same techniques (naked pairs, hidden singles, pointing pairs, etc.) — but the non-rectangular region shapes create different constraint interactions. A region that snakes diagonally creates eliminations in many different rows and columns simultaneously, which can feel unintuitive at first.
Is Irregular Sudoku harder than regular Sudoku?
At easy difficulty, Irregular Sudoku can be harder because the region shapes are less predictable than 3×3 boxes. At higher difficulties, experienced Sudoku players often find it comparably challenging — the same techniques apply, just with different geometry.
What is the best strategy for Irregular Sudoku?
Trace each region carefully before starting — understand its shape and which rows and columns it spans. Regions that span many different rows and columns create more powerful constraints. Focus on regions with the most given digits first, then use pointing pairs to transfer information between regions and lines.
How long does Irregular Sudoku take to solve?
Easy puzzles take 8–20 minutes. Medium puzzles run 20–40 minutes. Hard and expert puzzles can take 45–90 minutes. Familiarity with jigsaw region shapes speeds up solving considerably after a few practice puzzles.
Kokeile myös
Epäsäännöllinen diagonaali-Sudoku
Your jigsaw region-reading skills plus two diagonal houses — the natural step up in constraint density.
Chaos Construction
Jigsaw solving where the regions themselves are hidden — you deduce the borders while you place the digits.
Samurai-Sudoku
Scales the geometry challenge a different way: five overlapping grids whose shared boxes pass information between them.
Päivittäinen haaste