Model II universality conjecture for colored doodles

For $0\le n<2$, let $c(n)$ denote the central charge associated with colored doodles. Model II universality conjecture. Colored doodles are in the universality class of models with spontaneously broken $O(n)$ symmetry, so that

$$c(n)=n-1.$$

This is the second competing universality scenario for colored doodles, proposed alongside the dense non-crossing-loop model; neither scenario is asserted as proved in the source.