The Geneva wheel is a mechanism for producing intermittent rotation. Pin P in the integral unit of wheel A and locking plate B engages the radial slots in wheel C, thus turning wheel C one-fourth of a revolution for each revolution of the pin. At the engagement position shown, θ = 45°. For a constant clockwise angular velocity ω1 = 2 rad/s of wheel A, determine the corresponding counterclockwise angular velocity ω2 of wheel C for θ = 20°. (Note that the motion during engagement is governed by the geometry of triangle O1O2P with changing θ.)
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