An object is observed travelling in a hyperbolic trajectory with the sun at one focus of the hyperbola. The 8 object enters along a path approximated by the line y = x + 89 and exits along a line approximated 8 by y = - x + V89 where, the sun is at the origin and all distances are measured in AU. The perihelion (point of closest approach to the sun) is -8+ V89AU. Write the equation of the hyperbola that describes the object's path.

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