You have a set of N dice, where each die d has m faces numbered 1, ..., m. How many ways are there to arrange the dice so that the total sum is equal to some value M? You don't need to write an algorithm here just define how to calculate the answer by breaking the problem into smaller subproblems, and the base case.

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Q: -48 6

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A: given matrices are

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Q: f. ā(0)

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