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Sedose/README.md

Last active September 17, 2025 09:37
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LeetCode algorithmic challenges implemented in the Gleam programming language https://gleam.run/
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README.md

https://leetcode.com/problems/longest-continuous-increasing-subsequence

https://playground.gleam.run/#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

https://leetcode.com/problems/self-dividing-numbers/

https://playground.gleam.run/#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

or

https://playground.gleam.run/#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