Royal Cotillion


Royal Cotillion is a solitaire card game which uses two decks of 52 playing cards each. The name probably derives from the fact that since the two kings and two queens of the same suit, the king and queen of each suit dance the cotillion. Authors Sloane Lee and Gabriel Packard gave this game the alternate name of Lords and Ladies because if the game is won, the final layout will show the king and queen of each suit together.
First, the ace and the deuce of each suit is removed and are laid down on the tableau. The Aces take up the left column, the deuces at the right column. These cards make up the foundations.
Then twelves cards are laid to the left of the aces in four columns of three cards, either overlapping or laid out in a grid. Their side is called "the ladies' side." After that, sixteen cards are laid out to the left of the deuces in a 4x4 grid. Their side is called "the lords' side."
All cards on the lords' side are available for play and if any of them is moved to the foundations, it is replaced from the top card of the waste pile. In case a waste pile is not yet available, replacement cards are laid from the stock. On the other hand, the top cards of each column on the ladies' side are the only ones available and once any of them is moved, it is not replaced. Each of the cards cannot be transferred from one side to the other or to any pile on the same side; they can be only transferred to the foundations.
Building on both the Ace and Deuce foundations is up by suit in twos. Therefore:
A: 3-5-7-9-J-K-2-4-6-8-10-Q
2: 4-6-8-10-Q-A-3-5-7-9-J-K
If the player has made all possible moves, or all moves the player wanted to make, the player then deals the cards from the stock one at a time to the wastepile, the top card of which is available for play. The stock can only be dealt once.
The game is won when all cards end up in the foundations, each having thirteen cards, with the Kings at the right column and the Queens at the left.

Gavotte

Gavotte or Odds and Evens is a solitaire variant of Royal Cotillion. It has two differences to the parent game:
It is a rare solitaire game which is found only in The Complete Book of Solitaire and Patience Games and is playable as a .
See: solitaire terminology