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Lets define a beauty of subarray , as the sum of all the elements in it. Given an array $A$ and $Q$ different queries of the form $ind$ $K$, such that you have to divide the array ($a_{ind}$ $a_{ind+1}$ .... $a_{n-1}$) into $K$ contiguous subarrays such that the bitwise XOR of all the beauty of $K$ subarrays is maximum considering each subarray is consisting of no more than $L$ elements in it.

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solution.cppC++17

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