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true
so I was wrong, okay thanks
If you were to break up the quadrilateral, you'll find that the two triangles FLO and OPF are congruent (see attached) by CPCTC, you can prove that angle LFO = angle FOP and then by the converse of the alternate interior angles theorem, you can prove FL || OP So to summarize: yes this is enough info to prove FLOP is a parallelogram
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