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Unique Yet Equal

(Eingestellt am 27. November 2025, 18:34 Uhr von fnin)

Unique Yet Equal

Rules:

Standard placement: The digits from 1 to 8 are placed so that each appears exactly once in every row and every column.

Division into Teams: The digits 1 to 8 are divided into two Teams, with each digit assigned to exactly one Team.

Unique Regions: The final grid is fully partitioned into Regions of orthogonally connected cells (a Region may consist of a single cell). Each Region is built from digits belonging to a single Team, and orthogonally adjacent Regions belong to opposite Teams. Digits do not repeat within a Region. All Regions are unique in their composition of digits.

Connectors: If two adjacent Regions have an equal sum of digits, they are linked by exactly one Connector. In addition, digits separated by a Circular Connector are consecutive, while digits separated by a Square Connector are not required to be.

play on SudokuPad

see also: Battle for territory

Build Different Regions

Lösungscode: Enter Row 4 digits.


Gelöst von SKORP17, lmdemasi, ymhsbmbesitwf, Da Letter El
Komplette Liste

Kommentare

am 30. November 2025, 17:12 Uhr von ymhsbmbesitwf
@erml digits with an equal sum - adjacent regions 234 and 18 would both sum to 9 and they would necessarily have exactly one connector between them, even if they share borders in two places.

i enjoyed it a lot, i feel it's not for everyone though. there are cool deductions to find within the ruleset and how regions are allowed to connect in this grid, but unless i missed some massive shortcut - eliminating options requires too much lookahead to be universally pleasing

am 28. November 2025, 21:20 Uhr von erml
Im in doubt about the equal sum of digits: Equal number of digits or digits with an equal sum?

am 27. November 2025, 21:30 Uhr von fnin
Note: Connectors are placed exclusively on Region borders, never on corners.

am 27. November 2025, 20:27 Uhr von lmdemasi
Does a connector always lie on a region border?

Schwierigkeit:5
Bewertung:N/A
Gelöst:4 mal
Beobachtet:1 mal
ID:000QBO

Lösung abgeben

Lösungscode:

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