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It shown that the five Regge transformations act as a spectrometric splitteron any 6-j symbol. Four unknown partitions are brought out: S4(0), S4(1), S(2)and S4(5). They are stable subsets, with well defined parameters depending onlyon triangles and quadrangles. These findings are easily generalized to super6-jS symbols, properly labelled by their own parity alpha, beta, gamma. SuperRegge symmetry is reduced only for beta where S4(2), S4(5) vanish. In addition,all tools for computing exact values of any 6-jS are provided.

Regge symmetry of 6-j or super 6-jS symbols: a re-analysis with partition properties