  Using a technique \cite{holgernorma2002} to construct a basis for spinors and
``families'' of spinors in terms of Clifford algebra objects, we define other
Clifford algebra objects, which transform the state of one ''family'' of
spinors into the state of another ''family'' of spinors, changing nothing but
the ''family'' number. The proposed transformation works - as does the
technique - for all dimensions and any signature and might open a path to
understanding families of quarks and
leptons\cite{norma92,norma93,normaixtapa2001,pikanorma2002}.
