When you have a object rolling across a surface, then it is not friction slowing it down, It is air resistance.
Here is why. When you have an object rolling across a surface, then the force of friction is μN, where μ is the kinetic friction coefficient and N is the normal force. In this case, it is on earth, so then N=mg and so F=mgμ. When you put a force on an object greater then that force, then friction does not stop it because friction does not depend on the object's velocity. What really stops it should be the air because air resistance is proportional to v^2, so as it accelerates, air resistance gets bigger and bigger, slowing it's acceleration more and more until a=0 and then it slows it down until it stops, so air is what stops it. Is this correct?