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New solutions of the quantum Yang-Baxter equation, depending in general onthree arbitrary parameters, are written down. They are based on the root ofunity representations of the quantum orthosymplectic superalgebra \\U, whichwere found recently. Representations of the braid group $B_N$ are definedwithin any $N^{th}$ tensorial power of root of 1 \\U modules.Comment: 11 pages, PlainTe

New solutions of the Yang - Baxter equation based on root of 1 representations of the para-Bose superalgebra