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- Math-16676-A2 gpt pro 5.2 attempt on Math-16676
- Math-16673-A2 gpt pro 5.2 attempt on Math-16673
- Math-16671-A2 gpt pro 5.2 attempt on Math-16671
- Math-16670-A2 gpt pro 5.2 attempt on Math-16670
- Math-16668-A2 gpt pro 5.2 attempt on Math-16668
- Math-8071-A2 gpt pro 5.2 attempt on Math-8071
- Math-16667-A2 gpt pro 5.2 attempt on Math-16667
- Math-16660-A2 gpt pro 5.2 attempt on Math-16660
- Math-16659-A2 gpt pro 5.2 attempt on Math-16659
- Math-16658-A2 gpt pro 5.2 attempt on Math-16658
- Math-16011-A2 gpt pro 5.2 attempt on Math-16011
- Math-16655-A2 gpt pro 5.2 attempt on Math-16655
- Math-16654-A2 gpt pro 5.2 attempt on Math-16654
- Math-16652-A2 gpt pro 5.2 attempt on Math-16652
- Math-16651-A2 gpt pro 5.2 attempt on Math-16651
- Math-16649-A2 gpt pro 5.2 attempt on Math-16649
- Math-8069-A2 gpt pro 5.2 attempt on Math-8069
- Math-16643-A2 gpt pro 5.2 attempt on Math-16643
- Math-16642-A2 gpt pro 5.2 attempt on Math-16642
- Math-16641-A2 gpt pro 5.2 attempt on Math-16641
- Math-16640-A2 gpt pro 5.2 attempt on Math-16640
- Math-16010-A2 gpt pro 5.2 attempt on Math-16010
- Math-15952-A4 gpt pro 5.2 attempt on Math-15952
- Math-15952-A3 gpt 5.2 attempt on Math-15952
- Math-15952-A2 codex 5.2 extra high attempt on Math-15952
- Math-8034-A4 gpt pro 5.2 attempt on Math-8034
- Math-8034-A3 gpt 5.2 attempt on Math-8034
- Math-8034-A2 codex 5.2 extra high attempt on Math-8034
- Math-10685-A1 Integer right inverses of [D X]: a finite rank criterion
- Math-10674-A1 A division-free partition formula for elementary symmetric functions of a sum of matrices