  Nonassociative generalization of supersymmetry is suggested. 3- and 4-point
associators for supersymmetric generators are considered. On the basis of zero
Jacobiators for three supersymmetric generators, we have obtained the simplest
form of 3-point associators. The connection between 3- and 4-point associators
is considered. On the basis of this connection, 4-point associators are
obtained. The Jacobiators for the product of four supersymmetric generators are
calculated. We discuss the possible physical meaning of numerical coefficients
presented on the right-hand sides of associators. The possible connection
between supersymmetry, hidden variables, and nonassociativity is discussed.
