Let P1, P2, P3 be prime numbers and α, β, γ be positive integers. If \(\rm P_1^\alpha P_2^\beta P_3^\gamma\) is a divisor of 34864764 lying between 100 and 200, then (P+ P+ P3) (α + β + γ) =

1
64
2
35
3
72
4
88

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