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(Reworded the ending condition a bit.)
 
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The 81 pieces are placed on the board such that no two of the same color are orthogonally adjacent (diagonally adjacent is OK).
81 blocks are placed on the board such that no two of the same color are orthogonally adjacent (diagonally adjacent is OK). There are 9 blocks in 9 different colors.


Players alternate turns taking pieces from the board according to the following rules:
Players alternate turns taking blocks from the board according to the following rules:
 
1) Blocks may only be taken if they have at least 2 sides exposed
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2) You must always take <b>at least</b> one block on your turn (You may not pass)
 
::~ you may take as many blocks as you like on a turn, as long as they are all the same color
 
::~ You are not required to take all of the available blocks of that color. You may opt to leave one or more behind
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3) A block may not be taken if it would divide the remaining blocks into two separate groups (counting orthogonal connections only)
 
 
The blocks you collect are organized on a color table. The amount and location of the blocks on the color table matter for winning.


# Pieces may only be taken if they have at least two adjacent exposed sides;
# A player must always take at least one piece on their turn (that is, players may not pass) and may take as many additional pieces as they like on a turn, as long as all of those pieces are the same color as the first one. They are not required to take all of the available pieces of that color and may opt to leave one or more behind;
# A piece may not be taken if it would divide the remaining pieces into two separate groups (counting orthogonal connections only).


'''WINNING THE GAME'''
'''WINNING THE GAME'''
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A player wins the game immediately if they achieve either of the following:
A player wins the game immediately if they achieve either of the following:


* Collect all 9 pieces of one color
1) Collect all 9 blocks of one color
* Collect at least 7 pieces each of three adjacent colors in a row.
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2) Collect at least 7 blocks of three colors that are adjacent on the color table


If neither player is able to accomplish either of these, continue play until all the pieces have been taken. The winner is the player with the majority of majorities (5 or more pieces in each of 5 or more colors).
If neither player is able to accomplish either of these, the winner is the player with the majority of majorities (5 or more pieces in each of 5 or more colors).

Latest revision as of 18:57, 19 December 2024

81 blocks are placed on the board such that no two of the same color are orthogonally adjacent (diagonally adjacent is OK). There are 9 blocks in 9 different colors.

Players alternate turns taking blocks from the board according to the following rules:

1) Blocks may only be taken if they have at least 2 sides exposed
2) You must always take at least one block on your turn (You may not pass)

~ you may take as many blocks as you like on a turn, as long as they are all the same color
~ You are not required to take all of the available blocks of that color. You may opt to leave one or more behind


3) A block may not be taken if it would divide the remaining blocks into two separate groups (counting orthogonal connections only)


The blocks you collect are organized on a color table. The amount and location of the blocks on the color table matter for winning.


WINNING THE GAME

A player wins the game immediately if they achieve either of the following:

1) Collect all 9 blocks of one color
2) Collect at least 7 blocks of three colors that are adjacent on the color table

If neither player is able to accomplish either of these, the winner is the player with the majority of majorities (5 or more pieces in each of 5 or more colors).