![]() ![]() According to the rules, that would eliminate the possibility of a 4 being present in:ģ) any other squares in the same 9-square box. ![]() 2, a large number 4 has been pasted as shown. Now, what formula(s) could be used so that any time one of the large numbers is pasted into a square, that same number is eliminated in all cells which are associated by the rules of the game?įor example, in Fig. Also, to the right are nine additional squares containing much larger numbers in which the nine cells for each square have been merged. 1: In this figure, each square is made up of nine cells each of which contains a single digit number. With that in mind, suppose in an Excel spreadsheet, you create a grid as shown in Fig. Here is an Excel puzzle for the popular number puzzle, Sudoku.Īmong the most popular strategies for solving Sudoku puzzles is that of gradually eliminating all possibilities in a given square until the correct number for that square is identified.
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