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In honor of the great Dr. Rubinstein-Salzedo... (BMT 2019 Discrete #4)

Source:

May 24, 2019

Problem Statement

There exists one pair of positive integers a,b a, b such that 100>a>b>0 100 > a > b > 0 and 1a+1b=235 \dfrac{1}{a} + \dfrac{1}{b} = \dfrac{2}{35} . Find a+b a + b .