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Let S(n)x=log(a1//2)x+log(a1//3)x+log(a1...

Let `S_(n)x=log_(a1//2)x+log_(a1//3)x+log_(a1//6)x+log_(a1//11)x+log_(a1//18)x+log_(a1//27)+.....` up to n-terms.
Where `a gt 1`. If `S_(24)(x)=1093 and S_(12)=265` then value of a is equl to....

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