  The twisting function describing a nonstandard (super-Jordanian) quantum
deformation of $osp(1|2)$ is given in explicite closed form. The quantum
coproducts and universal R-matrix are presented. The non-uniqueness of the
twisting function as well as two real forms of the deformed $osp(1|2)$
superalgebras are considered. One real quantum $osp(1|2)$ superalgebra is
interpreted as describing the $\kappa$-deformation of D=1, N=1 superconformal
algebra, which can be applied as a symmetry algebra of N=1 superconformal
mechanics.
