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  1. Correctness: All solutions are correct and handle edge cases appropriately.
  2. Time Complexity: All solutions match the optimal time complexity for their respective problems.
  3. Space Complexity: All solutions match the optimal space complexity for their respective problems.
  4. Code Quality: The code is well-structured, readable, and follows best practices. The comments and explanations are helpful.
  5. Efficiency: The solutions are efficient and optimal. No further optimizations are needed.

Areas for Improvement:

  • For the "Three Sum" problem, the student could consider adding a brief explanation of why sorting the array helps in avoiding duplicates and how the two-pointer approach works in this context.
  • For the "Max Area" problem, the student could consider adding a more detailed explanation of why the two-pointer approach guarantees finding the global maximum.

Strengths:

  • The student demonstrates a strong understanding of the problems and provides optimal solutions.
  • The code is well-commented and easy to follow.
  • The student provides multiple solutions for the "Three Sum" problem, showing a good understanding of different approaches.

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2 participants