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- (hist) Smarty101:A [0 bytes]
- (hist) JMPSC 2022 Problems [0 bytes]
- (hist) JMPSC 2022 Division 1 Round 2 Problem 14 [0 bytes]
- (hist) 1955 AHSME Problems/Problem 41 [0 bytes]
- (hist) 2022 MMATHS Problems/Problem 1 [0 bytes]
- (hist) 2011 JBMO Problems/Problem 4 [0 bytes]
- (hist) AMC 8 practice test [0 bytes]
- (hist) Introduction to Geometry by AoPS [0 bytes]
- (hist) 2023 AIME II Math Jam Transcript [0 bytes]
- (hist) 2023 AIME I Math Jam Transcript [0 bytes]
- (hist) Diophantine Geometry [0 bytes]
- (hist) Colorado Mathematics Olympiad Problems and Solutions [0 bytes]
- (hist) Euclid-Problem 1 [0 bytes]
- (hist) 2021 AMC 10B Problems/Problem 26 [0 bytes]
- (hist) Introduction to Number Theory by AoPS [0 bytes]
- (hist) 2022 SSMO Speed Round Problems/Problem 2 [0 bytes]
- (hist) 2022 SSMO Speed Round Problems/Problem 3 [0 bytes]
- (hist) 2022 SSMO Speed Round Problems/Problem 4 [0 bytes]
- (hist) 2022 SSMO Speed Round Problems/Problem 5 [0 bytes]
- (hist) 2022 SSMO Speed Round Problems/Problem 6 [0 bytes]
- (hist) 2022 SSMO Speed Round Problems/Problem 7 [0 bytes]
- (hist) 2022 SSMO Speed Round Problems/Problem 9 [0 bytes]
- (hist) 2022 SSMO Speed Round Problems/Problem 8 [0 bytes]
- (hist) 2022 SSMO Speed Round Problems/Problem 10 [0 bytes]
- (hist) 2019 USAJMO Problems/Problem 10 [0 bytes]
- (hist) 2019 USAJMO Problems/Problem 69 [0 bytes]
- (hist) The great pi [0 bytes]
- (hist) 2010 Romanian NMO Problems [0 bytes]
- (hist) 2010 Romanian NMO Problems/Grade 11/Problem 1 [0 bytes]
- (hist) Laa: Packages [0 bytes]
- (hist) 2023 AMC 10A Problems/Problem 27 [0 bytes]
- (hist) Extraneous solutions [0 bytes]
- (hist) 2002 AMC 12 [0 bytes]
- (hist) SMT/Team [0 bytes]
- (hist) Team 2023 [0 bytes]
- (hist) Algebra 2023 [0 bytes]
- (hist) 2100 AMC 8 Problems [0 bytes]
- (hist) 2027 AMC 8 Problems/Problem 1 [0 bytes]
- (hist) 2027 AMC 8 [0 bytes]
- (hist) 1939 AMC 8 Problems [0 bytes]
- (hist) 2020 IMO Shortlist Problems [0 bytes]
- (hist) 2028 AMC 8 [0 bytes]
- (hist) 2021 CIME I Problems/Problem 15 [0 bytes]
- (hist) In triangle ABC, D be a point in BC, ∠BAD = 30 , ∠CAD = 90 , BD=1=AC, DC = [0 bytes]
- (hist) 2025 AIME I Problems [0 bytes]
- (hist) Introduction to Algebra by AoPS [0 bytes]
- (hist) CEMC Cayley [0 bytes]
- (hist) CEMC Computing Competition [0 bytes]
- (hist) CEMC Intermediate Competition [0 bytes]
- (hist) CEMC Gauss (Grade 8) [0 bytes]