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If the value of the following product can be written as mn \frac{m}{n} nm for some coprime positive integers nnn and m,m,m, find m+n:m+n:m+n:
P=∏r=450r−3r+1. P = \prod_{r=4}^{50} \frac{r-3}{r+1}. P=r=4∏50r+1r−3.
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