Deviation lines in Poincaré - disk model

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The question has been asked before I guess; two geodesics are given in Poincaré disk model say $K=-1$ cut by a transversal $(T_1T_2)$.

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Please help find common yellow area and perimeter enclosed between two geodesic lines assuming the deviatric non- geodesic (center, radius ) is defined.

I could not find how the latter are exactly defined in any model.