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Scrabble
As there are a finite number of legal words in the game of Scrabble and a finite number of positions that they can be placed, has a computer program ever been created to discover the highest theoretical score attainable in one turn? If so, what was the word, score, and positioning of said word and the words linked to it ? |
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For more on marking an answer as the "Best Answer", please visit our FAQ.To use two triple-word scores you would need an eight-letter word, i.e. you could use an existing letter on the edge of ther board and add all seven letters to make an eight-letter word. The Guinness Book of Records notes "CAZIQUES" as a possibility, which was achieved by Dr Saladin Karl Khoshnaw at a competition in Manchester in 1982.
[cazique = a native West Indian aboriginal tribal chief]
Oh yes. I forgot about the extra 50.
It has just occurred to me that the G.B. of R. gives "caziques" as the record for score for a single word, although it doesn't specifically say that it was on two triple-word scores. Is there a double-letter score somewhere? It might be 2x10 for the Z and 10 for the Q, and 8 for the other letters (CAIUES).
but does that include any other words that may have been created when CAZIQUES was placed? I mean assuming the 'C' was alredy present on the board for example, did it also join up with the word TOPPER underneath it to create STOPPER or also link up with DENT in the middle to also create IDENT. As I say , I wonder if a program has been created to run through all possible variables to get the definitive board placings. |
"The highest score possible in one move is achieved by inserting letters along the edge of the board to complete a fifteen-letter word. Scores of around 2,000 have been made by this method with such words as benzoxycamphors, sequioxidizing, jackpuddinghood, diazohydroxides and oxyphenbutazone."
The letters inserted would cover three triple-word squares in one turn so the letter scores would be multiplied by 27.