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Article Title

Infinite-Tile Scrabble

Authors

Alan Frank

Abstract

Some time ago, I began to wonder how high a Scrabble game score I could get from an infinite pool of tiles. My first inclination was to play as many bingos (seven-tile plays having a bonus value) as possible, but Steve Root suggested the pattern of ZAXes in the game below, which improved the score considerably. In fact, Player 1 scores 1759 points and Player 2, 5337, for a grand total of 7096. Webster's Second is the dictionary of record.

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