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one thing i don't understand:
in output requirement, it says "maximum weight of increasing subsequence".
in example explanation, it says "maximum size of increasing subsequence is still 4".
so is ''maximum size of increasing subsequence" a must for the answer, or any size of increasing subsequence acceptable?
It can be solved with a kind of insertion sort, in a grouped list, where the groups will be responsible for reducing the complexity of the operation, I did it this way with groups of size sqrt(N), so the complexity was in O(sqrt( N)), there may be better ways out there, such as an AVL tree, but as the implementation would be much larger, I preferred to do it that way.
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The max size rising sequence is four, and there's only one of them. In the second sequence, the max size rising subsequence is still around four, but there are five possible subsequences in it. Meanwhile, you can checkout some pet care supplies coupon code
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