Question: Please draw the relevant diagram Suppose A, B, and C are distinct points on a line 6, and A', B', and ( are distinct points
Please draw the relevant diagram

Suppose A, B, and C are distinct points on a line 6, and A', B', and (" are distinct points not on ( such that the points D = AB'n A'B, E = AC'n A'C, and F = BC'n B'C exist and are collinear. Show that A', B', and C' are also collinear. /A converse of sorts of Desargues' Theorem
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