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Let L be the line created by rotating th...

Let L be the line created by rotating the tangent line to the parabola `y=x^2` at the point (1,1), about A by an angle `(-pi/4)`. Let B be the other intersection of line L with `y=x^2`. If the area inclosed by the L and the parabola is `(a_1/a_2)` where `a_1 and a_2` are co prime numbers, find`(a_1+a_2)`

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