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Vishesh just found an array AA having NN positive integers. He hates even numbers and would like to make the array full of only odd numbers. To do so, he is allowed to do the following operation.
Let’s define f(B)f(B) as the minimum operations required to make an array BB have only odd numbers using the operation described above. Find the sum of f(a)f(a) over all subarrays aa of AA.
Note: A subarray of AA is acquired by removing some (possibly none) elements from the beginning and some (possible none) elements from the end of AA.
For each test case, output on a single line the answer to the problem.
2
3
1 2 4
3
1 2 1
7
4
Therefore, sum of f(a)f(a) over all subarrays aa of AA is 77.
Therefore, sum of f(a)f(a) over all subarrays aa of AA is 44.
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