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Let y = y(x) be the solution of the differential equation cosec2xdy+2dx = (1+y cos2x) cosec2xdx, with y(π/4) = 0. Then, the value of (y(0) + 1)2 is equal to :

(1) e1/2

(2) e–1/2

(3) e–1

(4) e

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