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Is that related with Erdosh Mordelli's theorem?

Source: JBMO 1997, Problem 3

June 11, 2004
inequalities

Problem Statement

Let ABCABC be a triangle and let II be the incenter. Let NN, MM be the midpoints of the sides ABAB and CACA respectively. The lines BIBI and CICI meet MNMN at KK and LL respectively. Prove that AI+BI+CI>BC+KLAI+BI+CI>BC+KL. Greece
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