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Playing Boggle
Can you score points by rebuilding the Boggle game board?
September 30, 2002
From the introduction, words are made by moving from adjacent letter to adjacent letter vertically, horizontally, or diagonally; a letter may be returned to in a word, but the same letter can't be used twice in a row. The Boggle board in the game played ended up with 16 different letters. By clue 1, the word PINT was formed in a straight line, so PINT is a row or column and goes forward or backward, up or down. We will solve the letter adjacencies first, then determine the orientation later; so one row of the board read PINT. By clue 4, FAINT was formed, so the A must be adjacent to the I in PINT. Further, the A must be followed in a line by GE (clue 1). So, the following arrangements are possible (in the first three, PINT may occur in any of the four rows):

   ....   ....   ....
   ....   ....   ....
   AGE.   .AGE   EGA.   A...   .A..   ..A.
   ....   ....   ....   G...   .G..   ..G.
   ....   ....   ....   E...   .E..   ..E.

However, since one word formed was FRAGMENT (2), the last three arrangements are not possible; nor, since PALACE was formed (2), is the third arrangement possible. So, only the first two arrangements need further testing. Testing the first possibility, adding the word PALACE (2) must give


But, there is now no way to get FRAGMENT (2). So, the second possibility remains; and we add PALACE:




From the word COMET (5), there are two possible places for the O:

   .AGE   .AGE
   ..CM   ..CM
   ..O.   ...O

Given the word CHORAL from clue 3, however, the second possibility is impossible, and we have


From ARCHLY (5), we must have the H next to the O and under the R; while from ARCHLY and PALACE (1), the L must be next to the R and diagonal from the A. From ARCHLY and FAINT (4), we addthe F and Y to get


The letter W completes the board and was in the upper left-hand corner (6), so there are two possible arrangements:


However, the C to O in COMET was a horizontal move (5) and only one possibility remains and is the Boggle board solution:


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