  This note is devoted to a more detailed description of one of the five simple
exceptional Lie superalgebras of vector fields, cvect(0|3)_*, a subalgebra of
vect(4|3). We derive differential equations for its elements, and solve these
equations. Hence we get an exact form for the elements of cvect(0|3)_*.
Moreover we realize cvect(0|3)_* by "glued" pairs of generating functions on a
(3|3)-dimensional periplectic (odd symplectic) supermanifold and describe the
bracket explicitly.
