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Let x = ∑(-1)n(tanθ)2n, n ∈ [n = 0, ∞] and y = ∑(-1)n(cosθ)2n, n ∈ [n = 0, ∞] where θ ∈ (0, π/4), then

(1) x (y + 1) = 1

(2) y (1 – x) = 1

(3) y (x – 1) = 1

(4) y (1 + x) = 1

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