Let the ages of the two individuals be ( x ) and ( y ), where ( x = y + 3 ) (since they are 3 years apart). The equation for their ages can be set up as ( x + y = 107 ). Substituting for ( x ), we get ( (y + 3) + y = 107 ), which simplifies to ( 2y + 3 = 107 ). Solving for ( y ) gives ( y = 52 ) and ( x = 55 ). Therefore, their ages are 55 and 52.
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