All eight neighbouring directions count
Two equal ranks may be removed when their cells touch along an edge or a corner. The grid boundary limits neighbours, so cards in the middle have more possible partners than cards at the corners.
Remove all 52 cards in matching-rank pairs.
Remove all 52 cards in matching-rank pairs.
Complete guide
Monte Carlo deals a five-by-five face-up grid and removes neighbouring cards of equal rank. Once no pair remains, surviving cards compact toward the top-left in reading order and stock cards refill the open cells.
Two equal ranks may be removed when their cells touch along an edge or a corner. The grid boundary limits neighbours, so cards in the middle have more possible partners than cards at the corners.
Removing one equal-rank pair can break another adjacency or create a gap between potential partners. Compare all current pairs before choosing which two cells to clear.
When no removable pair remains, the survivors slide into consecutive cells from the top-left without changing their order. Stock cards then occupy the remaining cells up to a full 25-card grid.
After the 27-card stock is exhausted, later compactions only close the surviving cards together. Winning requires pairing every final rank; a nonempty layout with no equal neighbours is stuck.
Yes. Equal ranks touching at a corner form a legal pair.
Only after every currently available equal-rank neighbouring pair is gone.
No. It keeps their reading order while closing all gaps toward the top-left.