Two satellites, both with a mass m, are orbiting around a planet with a mass M≫m on circular orbits of radiuses R1 and R2=2R1. The satellites are connected to each other with a tensioned cable of negligible mass and of length R1. Because of that the orbital period of both of the satellites is T. How many times are the speeds v1 and v2 of the satellites bigger or smaller than the speeds v1′ and v2′ with what the satellites would revolve on their orbits if there was no cable?