What is the sum of cos2θ\cos^2\thetacos2θ over all the distinct solutions of cos2θ=∣sinθ−12∣\cos^2\theta=\left|\sin\theta-\frac12\right|cos2θ=sinθ−21 for which 0≤θ<2π0\leq\theta<2\pi0≤θ<2π? A7+3−22\dfrac{\sqrt7+\sqrt3-2}{2}27+3−2B6−7−36-\sqrt7-\sqrt36−7−3C3\sqrt33D7+3−2\sqrt7+\sqrt3-27+3−2E7−2\sqrt7-27−2F2+7−32+\sqrt7-\sqrt32+7−3