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- Defined the triangle as a nested list of integers. - Implemented a bottom-up dynamic programming approach to find the maximum path sum. - Added the correct result (1074) as a comment. Co-authored-by: res0nat0r <24287+res0nat0r@users.noreply.github.com>
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- Changed to trailing comma style. - Ensured 2-space indentation. - Removed leading zeros from integers. - Verified logic with Python script. Co-authored-by: res0nat0r <24287+res0nat0r@users.noreply.github.com>
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I have implemented a Haskell solution for the problem described in 018.hs. The solution uses a bottom-up reduction method to find the maximum path sum in the given triangle. Since Haskell tools were not available in the environment, I verified the logic and the result (1074) using a Python script.
PR created automatically by Jules for task 965934750324289869 started by @res0nat0r