Pass the Pigs

Pass the Pigs

An example of a roll in Pass the Pigs. The player earns 15 points for the two pigs.
Publisher(s) Winning Moves
Players 2 or more players, preferably up to 4[1][2]
Setup time A few seconds of unpacking

Pass the Pigs is a commercial version of the dice game Pig, but using custom asymmetrical throwing dice, similar to shagai. An early publishing of Pass the Pigs was entitled Pig Mania!. As of 2008, Winning Moves is the current publisher of Pass The Pigs.[3]

Rules

Each turn involves one player throwing two model pigs, each of which has a dot on one side. The player gains or loses points based on the way the pigs land. Each turn lasts until the player throwing either rolls the pigs in a way that wipes out their current turn score, wipes out their total game score, or decides to stop their turn, add their turn score to their total score and pass the pigs to the next player. The winner is the first player to reach a predetermined total score.

Scoring

There are several variations to these game rules. One is the Hog Call, where a player attempts to guess the score their opponent is about to land. After scoring 20 points a non-throwing player may attempt a Hog Call. To do so, the non-throwing player must scream "sooee!" before the opposing players throw. The caller must then guess the score of the next throw. If correct, the caller receives the points thrown, and the thrower loses double the points thrown. Only one player may hog call per throw.

Relative frequencies

The approximate relative frequencies of the various positions (for a single pig), using a standardized surface and trap-door rolling device and a sample size of 11,954, are:[4]

Position Percentage
Side (no dot) 34.9%
Side (dot) 30.2%
Razorback 22.4%
Trotter 8.8%
Snouter 3.0%
Leaning Jowler 0.61%

References

  1. "Pass the Pigs - Rules". Retrieved 27 September 2014.
  2. 1 2 "Pass the Pigs - Hasbro (PDF)" (PDF). Retrieved 27 September 2014.
  3. "Pass the Pigs | Board Game | BoardGameGeek". Retrieved 3 June 2015.
  4. Kern, JC (2006). "Pig Data and Bayesian Inference on Multinomial Probabilities". Journal of Statistics Education. 14 (3).
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