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The AI Mathematical Olympiad (AIMO) is a competition aimed at developing algorithms and models capable of solving complex math problems. Recent events include AI systems achieving silver-medal standards in the International Mathematical Olympiad and the awarding of progress prizes to teams like Numina for their innovative solutions.

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AI-Mathematical-Olympiad-

The AI Mathematical Olympiad (AIMO) is a competition aimed at developing algorithms and models capable of solving complex math problems. Recent events include AI systems achieving silver-medal standards in the International Mathematical Olympiad and the awarding of progress prizes to teams like Numina for their innovative solutions.

(https://www.kaggle.com/competitions/ai-mathematical-olympiad-progress-prize-2)

Overview: Briefly introduce the purpose of the document. Problem List: A numbered summary of the problems. Solutions: Each problem's solution with proper formatting, using LaTeX or code blocks for equations. Citation: Include the competition citation and references.

Problem List

  1. Flight Scheduling: Find the longest consecutive days without flights given varying schedules.
  2. Triangle Geometry: Solve for the segment length based on bisectors and circumcircles.
  3. Perpendicular Height: Maximize the altitude of a triangle with specific conditions.
  4. Three-Digit Number Puzzle: Determine divisors for large constructed numbers.
  5. Erased Numbers: Calculate the sum of erased numbers and their modular impact.
  6. Artificial Numbers: Explore integers satisfying specific GCD conditions.
  7. Delightful Sequences: Identify sequences with unique combinatorial properties.
  8. Tennis Pairing: Count arrangements avoiding a specific pairing.
  9. Digit Sums: Analyze sums of digits in large numerical sequences. 10.Fibonacci and Primes: Evaluate Fibonacci properties and find prime factors.

Detailed Solutions

Problem 1: Flight Scheduling

Problem: Determine the longest run of consecutive days without any flights given three airlines' schedules.
Answer: 79 days.

Problem 2: Triangle Geometry

Problem: Solve for the segment length using bisectors and circumcircles.
Answer: ( m+n = 751 ).

References and Citations

For more details about the competition and citation information, refer to the official Kaggle competition page: AIMO Progress Prize 2 on Kaggle

Additional Notes Each problem should be formatted using: Use LaTeX (e.g., $$x^2 + y^2 = z^2$$) for mathematical formulas.

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The AI Mathematical Olympiad (AIMO) is a competition aimed at developing algorithms and models capable of solving complex math problems. Recent events include AI systems achieving silver-medal standards in the International Mathematical Olympiad and the awarding of progress prizes to teams like Numina for their innovative solutions.

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