One example of a random change of time that transforms a generalized diffusion process into an ordinary one

We propose a random change of time for a class of generalized di?usion processes such that the corresponding stochastic differential equation (with generalized coe?cients) is transformed into an ordinary one (its coe?cients are some non-generalized functions). It turns out that the latter stochastic differential equation has no property of the (weak) uniqueness of a solution.