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A complete set of supertraces on the algebras of observables of the rationalCalogero models with harmonic interaction based on the classical root systemsof B_N, C_N and D_N types is found. These results extend the results known forthe case A_N. It is shown that there exist Q independent supertraces whereQ(B_N)=Q(C_N) is a number of partitions of N into a sum of positive integersand Q(D_N) is a number of partitions of N into a sum of positive integers witheven number of even integers.Comment: 10 pages, LATE

Supertraces on the algebras of observables of the rational calogero models related to classical root systems