According to the problem, points D,E,F,M,N lie on sides BC,CA,AB,AD,BE respectively. FM=2 MN=1 and NC=3 => FN=2+1=3 and NC=3. Also AE=EC (given) => AF // EN But F belongs to AB and N belongs to BE => Sides AF and EN have point B in common. How to resolve this contradiction?

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