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Gops Variations

This page is part of the Invented Games section of the Card Games web site. It is a collection of variations of the card game Gops, also known as Goofspiel.


Hol's der Geier

A game of bluff by Alex Randolph, also known in English editions as Raj. Each player has a deck of bid cards numbered from 1 to 15, which are used to bid for prize cards: there are mice with positive values and vultures with negative values. A mouse is won by the highest unique bid and a vulture by the lowest. Equal bids cancel.

You can order Hol's der Geier from funagain.com

Hol's der Geier

Pico

A two-player game invented by Frank-Sven Nestel. It is played with a pack of just 11 cards (originally numbered 2-3-4-5-6-7-8-9-10-13-16 but the new edition Pico 2 will have 11 and 12 instead of 2 and 3). The two players each place a card face down and expose them simultaneously; the winner a trick is the player of the higher card, provided it is not more than twice the lower card. If the higher card is more than twice the lower card, the lower card wins. The card that wins the trick is placed in front of the person who played and scores at the end; the losing card is put back into the player's hand and can be reused in future tricks. You can order Pico from funagain.com

Pico


Psych

A variant of Goofspiel with some additional twists, contributed by Brad Chapman

Number of players: Two

Materials needed:

Object of the game: To score the highest number of points

Number of rounds per game: Predetermined and agreed upon by the players

Start of a round:

During each round:

End of round: The round ends when all of the players’ bid cards have been played.

Scoring:


SWOPS

This variation of two-player GOPS was invented by John Conway, who declares that the name is an acronym for "Switch on Paired Spots". The play is exactly the same as in ordinary Gops, except that when the bids are tied, the two players swap their hands.


Bid

Bid is a 2-player GOPS variation independently invented (2008) by Brendan Winter The rules are identical to GOPS but with the following variations:
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Last updated 19th February 2009