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In the diagram above, suppose that BA1=A1A2=A2C BA_{1} = A_1A_2 = A_2C BA1=A1A2=A2C and AC1=C1BAC_1 = C_1B AC1=C1B. If C1Y=2017C_1Y = 2017C1Y=2017, then XY=pqXY = \frac{p}{q} XY=qp, where ppp and qqq are coprime positive integers. Find p+qp + qp+q.
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