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Prove: An odd times an odd equals an odd. (2m + 1)(2n+1)= [ ? ]mn + [ ]m+ [ ]n+[ ] = 2([ ]mn+m+[])+1

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Prove: An odd times an odd equals an odd. (2m + 1)(2n+1)= [ ? ]mn + [ ]m+ [ ]n+[ ] = 2([ ]mn+m+[])+1 = odd

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