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An object is originally moving at 13 m/s at the top of a frictionless, quarter-circular ramp with a radius of R = 13 meters. It then travels on a frictionless horizontal surface, around a frictionless loop of radius r = 2 meters, across another horizontal, frictionless surface. The then encounters a frictionless incline of length 13 meters angled at 21 degrees. At the top of this incline is a horizontal surface with a coefficient of kinetic friction of 0.2. The object then stops on this horizontal surface due to friction. How far does the object travel on the horizontal surface in meters?

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