Cojun is complete once every cell, edge, region, and fixed clue satisfies the ordered room latin adjacency completion test. The terminal check examines every relevant pile, cell, edge, room, and clue before awarding the result.
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Cojun is complete once every cell, edge, region, and fixed clue satisfies the ordered room latin adjacency completion test. The terminal check examines every relevant pile, cell, edge, room, and clue before awarding the result.
Complete guide
Cojun uses the independently implemented Cojun ordered room latin adjacency rules v1 profile (R665). In Cojun, the position revolves around this rule: Each room contains one through its size, orthogonal neighbours differ, and vertically consecutive cells in the same room increase downward.
Cojun starts with its fixed information already marked and its editable spaces left for the player. Each room contains one through its size, orthogonal neighbours differ, and vertically consecutive cells in the same room increase downward. Restart reconstructs the same opening from the stored game ID, rules version, and seed.
A move in Cojun is accepted only while it preserves every already-visible requirement. Each room contains one through its size, orthogonal neighbours differ, and vertically consecutive cells in the same room increase downward. Failed validation leaves the move count, history, and board exactly as they were.
Cojun is complete once every cell, edge, region, and fixed clue satisfies the ordered room latin adjacency completion test. The terminal check examines every relevant pile, cell, edge, room, and clue before awarding the result. At the end of Cojun, recount the remaining destinations, marks, or connections before committing the narrowest move. The finish is accepted only when every cell, edge, region, and fixed clue satisfies the ordered room latin adjacency completion test.
Fill each room as a complete one-to-size set, then use vertical same-room ordering and cross-room adjacency differences to orient the remaining values. Applying the downward increase across a room border invents a constraint, while ignoring it within one room reverses otherwise valid candidates.
Fill each room as a complete one-to-size set, then use vertical same-room ordering and cross-room adjacency differences to orient the remaining values. This matters specifically because each room contains one through its size, orthogonal neighbours differ, and vertically consecutive cells in the same room increase downward.
Applying the downward increase across a room border invents a constraint, while ignoring it within one room reverses otherwise valid candidates. Recheck the legal boundary before choosing a replacement move.
The winning condition for Cojun is precise: every cell, edge, region, and fixed clue satisfies the ordered room latin adjacency completion test. No hidden solution values are printed to justify the result; the rules engine validates the submitted position. Undo and redo expose alternative branches without revealing an authored answer.