We have three numbers in an arithmetic progression, and another three numbers in a geometric progression. Adding the corresponding terms of the two series, we get \( 120 , 116 , 130 \). If the sum of all the terms in the geometric progression is \( 342 \), what is the largest term in the geometric progression?

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**Details and Assumptions:**

- If the terms of the AP are A, B, C, and the terms of the GP are X, Y, Z, then
**adding the corresponding terms**will give us A+X, B+Y, C+Z.

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