  Recent results in Local Regge Calculus are confronted with Spin Foam
Formalism. Introducing Barrett-Crane Quantization in Local Regge Calculus makes
it possible to associate a unique Spin $j_{h}$ with an hinge $h$, fulfilling
one of the requirements of Spin Foam definition. It is shown that inter-twiner
terms of Spin Foam can follow from the closure constraint in Local Regge
Calculus.
  Dedicated to Beppe Marmo for his 65th Birthday
