File Name: $"$

ICS$3$Usteps.py$"$

A person walks a random amount of steps forward, and then a different random number of steps backwards.

The random steps are anywhere between $2$ and $20$

The number of steps forward is always greater than the number of steps backwards

That motion of forward $/$ backward random steps repeats itself again and again

The motion is consistent $($the number of forward steps stays the same throughout the motion, and the number of backwards steps stays the same throughout the motion$)$

After making a specific amount of total steps the person is told to stop and will be a certain amount of steps forward from where they started.