We numerically study the directed transport of an overdamped fractional fluctuating potential model driven by multiplicative Langevin like noise generated by a piecewise monotonic mapping having only two fixed points. Here the Langevin like noise is a natural generalization of chaotic noise. It is shown that, in the presence of spatial asymmetry of the substrate potential, temporal asymmetry of the Langevin like noise can induce net current, and the varieties of the parameters of noise can result in oscillating decay and multi inverse currents without the presence of thermal noise, therefore the ratchet is nonthermal.
