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TripletWatch
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TripletWatch
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TripletWatch
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TripletWatch
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TripletWatch
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TripletWatch
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TripletWatch
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TripletWatch
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TripletWatch
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TripletWatch
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TripletWatch
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TripletWatch
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TripletWatch
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TripletWatch
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TripletWatch
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Entrance hall chat
2010-02-08 07:38 MrM: the rules seem to have been copied from Wikipedia. They end with the sentence: "This board game-related article or section is a stub. You can help Wikipedia by expanding it. "
2010-02-08 07:39 MrM: Followed by: "Progressive Mancala was invented by Ralf Gering on September 3, 2004, in Bad Breisig, Germany." which should be deleted...
2010-02-08 07:41 MrM: More information: mancala.wikia.com/wiki/Bohnenspiel
2010-02-08 07:52 MrM: hi Wesley, thanks for implementing the new game
2010-02-08 07:55 pinky: hi what is going on here.
2010-02-08 08:51 wtanaka: 43264, MrM: fixed the name, thanks for pointing that out
2010-02-08 09:37 wtanaka: MrM: thanks for pointing out that about the rules. i guess i had selected more to copy and paste than i meant to
2010-02-08 09:37 wtanaka: fixed that all up
2010-02-08 14:22 marksteere (gmail.com): Hi Wes
2010-02-08 22:24 Guest 36734: Hi

Number of Triplets found

UserScoreDate
alex.d.pavel (gmail.com) 1381 2008-09-11
nog 1230 2009-12-17
Guest 28691 881 2009-03-30
Catherin 856 2009-08-13
Guest 52971 392 2009-11-09
claire 362 2009-10-07
Guest 10075 344 2009-01-04
Guest 12054 332 2010-01-30
Guest 29227 273 2009-11-20
Guest 38342 211 2009-11-21

Number Found This Month

UserScoreDate
Guest 16719 24 2010-02-02
Guest 61939 18 2010-02-08
Guest 64338 16 2010-02-04

Fastest Deck Clear Times This Month

UserSecondsWithDate
Guest 16719 372 - solo - 2010-02-02
Guest 64338 369742 - solo - 2010-02-04
Guest 61939 973270 - solo - 2010-02-08

Rules - How to play Triplet

Find three cards where the color, number, shading, and shapes on the cards are either all the same on all three cards, or all different.

The server ensures that there is always at least one group of three cards on the table that you can pick at all times, so if you can't find one, don't give up!

Examples

can be picked, because:
  • All three have the same shading (empty)
  • All three have different number (1, 2, 3)
  • All three have different shape
  • All three have different color
can be picked, because:
  • All three have the same shading (lines)
  • All three have different number (1, 2, 3)
  • All three have the same shape
  • All three have the same color
can be picked, because:
  • All three have different shading
  • All three have different number
  • All three have different shape
  • All three have different color
can not be picked, because even though
  • All three have the same number (2)
  • All three have different shape
  • All three have different color
two of them have one shading (solid) and one does not (empty).