Cubic skein determination of wrapping number

Let $L$ be a link in the solid torus. Its wrapping number is the minimum geometric intersection number of $L$ with a meridional disk of the solid torus. Cubic skein determination of wrapping number. The wrapping number of a link in the solid torus is determined by its value in the cubic skein module. This would provide a basic geometric invariant detectable from the cubic skein-module class and clarify the module's structure.