  In this work, we will show how the topological order of the Toric Code
appears when the lattice on which it is defined discretizes a three-dimensional
torus. In order to do this, we will present a pedagogical review of the
traditional two-dimensional Toric Code, with an emphasis on how its
quasiparticles are conceived and transported. With that, we want to make clear
not only how all these same quasiparticle conception and transportation fit
into this three-dimensional model, but to make it clear how topology controls
the degeneracy of ground state in this new situation.
