A small piece of ice having mass .035 kg slides down an incline devoid of friction. If it reaches the bottom of the incline, the ice goes above a bump having a radius of curvature of .25 m. The maximum speed which the ice can be moving over the hump devoid of leaving the surface is 1.6 m/s. Determine how much higher than the hump would the ice encompass to have started in order for it to just fly off of the surface on the top of the hump?