Download software tagged by play solitaire forever

Spider Solitaire is a free solitaire card game played with 2 decks of cards. Unlike other versions of solitaire, Spider Solitaire has no foundations, so cards must be arranged in columns without regard to suit in order to win.

Aces Up Solitaire is a free solitaire card game where the player moves to the foundation any top card that is not the highest valued card in it's suit. A player may also choose to discard up to 5 cards that are preventing the player from moving.

Spiderette Solitaire is a free solitaire card game similar to Spider Solitaire, but played with a single deck. The goal of Spiderette is to organize all the cards into 4 columns by suit and building down from King to Ace.

Quick Scorpion Scorpion Solitaire is a free solitaire card game for the PC. In Scorpion Solitaire, 49 cards are dealt into 7 columns of 7 cards. The goal is to arrange these into 4 columns of 13 cards arranged in order and by suit.

Pro Fortress Solitaire card game is a varient of Fortress Solitaire modified to be more challenging for players who have mastered the standard version of Fortress Solitaire.

Quick Klondike Solitaire is a free Klondike Solitaire card game for the PC. Klondike Solitaire is the worlds most popular solitaire card game. If you have only played one version of solitaire it is probably klondike solitaire.

Baker's Dozen Solitaire is a free solitaire card game played with a single deck. The cards are dealt into 13 piles of 4 cards. The player may move only the top card in each pile. The player wins by moving all 52 cards to the foundations.

Colorado Solitaire is a free 2 deck solitaire card game for the PC. Colorado Solitaire is played with 20 piles which may have cards from the stock pile placed on them without regard to rank or suit. Colorado Solitaire has 8 foundations.

Solitaire Plus!, by GamesForOne.com, is a collection of solitaire games for the PC. The Klondike and FreeCell favorites are included, along with multi-level Spider and 27 other solitaire variations.