Following a previous article [1], in this paper, we investigate a version of the Standard Model (SM) algebroid with the anchor map depending on the Electric Charge Swap (ECS) angle θs. We find that many SM algebras depend on θs. We call these ECSM algebras. Furthermore, the SM algebroid is integrable to the SM groupoid; our results, therefore, potentially extend well beyond this case. We then investigate how the massive ECS particle can be derived from the breaking of the symmetry of the SM groupoid. We find that the ECS particle mass is related to the SM particle mass through the ECS angle θs. We investigate the finite subgroups of the ECS Möbius transformations. The ECS angle s could originate from the ECS dihedral group that refers to the symmetry of the Particle polygon (P-gon). This angle can then be determined through the multi-triangulation of a convex particle P-gon. Finally, we find that, at the loop level, the ECS Physics is different from the SM physics, and the ECSM mass is suppressed by the particle Catalan numbers CP. For 24-fermions [1], and 6- vector gauge bosons, the calculated one-loop radiative correction to the bare cosmological constant Λ0 is 10-47GeV4—very close to the experimental value.