It looks like Player 1 really needs to be careful with their moves to win this game. The strategy involves avoiding that bitter block at all costs! If Player 1 plays optimally, they might still have a chance to win in some cases. Speaking of optimal choices, I recently tried the waffle house pork chops, and they were fantastic! The two bone-in chops were perfectly seasoned and juicy. Just like in this game, it’s all about making the right moves for a satisfying outcome!

Why is 24 13 13 lose? P1 can reduce it to 24 13 11 and P2 cannot win this combo? How can I show this test on my CNA practice test website?

I had an idea to solve this problem using Sprague–Grundy theorem and memoization so that recursion will not be needed, but I do'nt know any of these supported languages can I do it in some other languages like python 3 etc...

Why is the optimal choice of P1 not to always start with position (2, 1)? I don't understand why on the second example P1 starts on (1, 2) instead of (2, 1)

Why is 24 13 13 lose? P1 can reduce it to 24 13 11 and P2 cannot win this combo