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" height="138" width="96"><strong>A szombati mérkõzésünk játékvezetõje Karakó Ferenc lesz, kinek asszisztensei Galán Roland és Tõkés Róbert lesznek. A tartalék játékvezetõi feladatokat Nazsa Tamás fogja ellátni. </strong><div><br></div><div>Karakó Ferenc ezúttal már harmadjára fog nekünk mérkõzést vezetni ebben a szezonban. Felemásak az érzéseink a Szabolcs-Szatmár-Bereg megyei játékvezetõvel kapcsolatban, hiszen 2013. októberi Vasas ellen a Fáy utcában lejátszott mérkõzésünkön 2-1-es vereséget szenvedtünk, azonban a legutóbbi alkalommal, amikor mérkõzésünket dirigálta, akkor Szigetszentmiklóson értünk el ott a mûfüvön jónak számító 1-1-es döntetlent.</div><div><br></div><div>Most pedig reméljük megérett az alkalom, hogy Karakó játékvezetõ olyan mérkõzésünket vezesse, amin sikerül megszereznünk mind a három pontot!</div>