2 problems

Let $m$ be any positive integer, let $F$ be a set of positions in $m$-heap Nim with labeled piles, and let $S\subseteq\mathbb{R}^m$ be open. For each $k$, let $\pi(S,k)$ denote the…

Let $F$ be a forbidden set defining an instance of CIS-Nim, and let $S ameqsubseteqmathbb{R}^3$ be open. For each $k$, let $pi(S,k)$ denote the number of $P$-positions of the form…