Yuri, your statement
"Fermions. 12(6 quarks+3 leptons+3 neutrino).Spin =1/2
Bosons. 12(8 gluons+3 vector(2W+1Z)+1photon).Spin=1
Numerical supersymmetry not broken."
is interesting.
Have you shown that your "not broken ... Numerical supersymmetry"
gives cancellations in the Standard Model Lagrangian picture
that are as nice and useful as those of conventional supersymmetry ?
How do you justify considering the red, blue, and green quark states
as the same particle instead of the conventional 3 different particles
(distinguished by the 8 gluons of the color force)
which would give you
Fermions. 24(18 quarks+3 leptons+3 neutrino)
with
3 generations each with
1 lepton + 3 up-type quarks + 3 down-type quarks + 1 neutrino
?