Consider a sequence of pencils✏️ {Fp}. Fp will have two (2) endpoints, called nuts. A leaf, then, is any pencil✏️ conjoined on the chain [branched from the trunk of a tree].
For such a sequence, there are at most two leaves [one (1) each] representing the frames sequence:start (initiation) and sequence:stop (termination), which themselves can occupy the nuts. The leaf sequence parametric defines an opus. (See Egglepple. Also of interest Leaf🍃 Plue [yot])


