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    MHB What is the last odd digit in the factorial sequence?

    Hi guys, my english is very bad but let me try translate the question: Let $ a_n=\frac{(n+9)!}{(n-1)!} $ . Let k the lesser natural number since that the first digit (on the right side) after all the zeros of $ a_k $ is odd. Example: $ a_k =$ 4230000000 or $ a_k =$ 62345000 This odd digit...
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