Let incircle (I) of triangle ABC touch the sides BC,CA,AB at D,E,F respectively. Let (O) be the circumcircle of ABC. Ray EF meets (O) at M. Tangents at M and A of (O) meet at S. Tangents at B and C of (O) meet at T. Line TI meets OA at J. Prove that ∠ASJ=∠IST. geometrycomplex numberspoles and polarsPascal s theorem