  In a recent paper (Balbino-de Freitas-Rana-FT, arXiv:2309.00965) we proved
that the supercharges of the supersymmetric quantum mechanics can be
statistically transmuted and accommodated into a $Z_2^n$-graded parastatistics.
In this talk I derive the $6=1+2+3$ transmuted spectrum-generating algebras
(whose respective $Z_2^n$ gradings are $n=0,1,2$) of the ${\cal N}=2$
Superconformal Quantum Mechanics. These spectrum-generating algebras allow to
compute, in the corresponding multiparticle sectors of the de
Alfaro-Fubini-Furlan deformed oscillator, the degeneracies of each energy
level. The levels induced by the $Z_2\times Z_2$-graded paraparticles cannot be
reproduced by the ordinary bosons/fermions statistics. This implies the
theoretical detectability of the $Z_2\times Z_2$-graded parastatistics.
