2 problems

Classification conjecture. Every $2$-dimensional Leibniz triple system over $F$ is isomorphic to one of the systems 1–5.

Quasigroup formulation of the Brown–Erdős–Sós conjecture. For every $c>0$, there is a threshold $n_0$ such that if $Q$ has order $n\geq n_0$, then for every such subset $S$, whenev…