User:Alonzocrypt/sandbox

The elliptic curves isogenous to a given elliptic curve
 * 1) The set of elliptic curves that are isogenous to a given elliptic cuve (E) form lattice-like space with each point being an elliptic curve isogenous to all of the other curves in this lattice.
 * 2) Isogenies can be conceptualized as a vector which maps one elliptic curve (point in the lattice) to another elliptic curve (another point in the lattice)
 * 3) These "isogeny vectors" have the property of length and direction. These isogeny vectors can be applied