Let ЁЭР╕1, ЁЭР╕2 and ЁЭР╕3 be three events such that ЁЭСГ(ЁЭР╕1тИйЁЭР╕2 )=\(\frac{1}{4}\) , ЁЭСГ(ЁЭР╕1 тИй ЁЭР╕3 )=ЁЭСГ(ЁЭР╕2 тИй ЁЭР╕3 )=\(\frac{1}{5}\) and ЁЭСГ(ЁЭР╕1 тИй ЁЭР╕2 тИй ЁЭР╕3 ) =\(\frac{1}{6}\) . Then, among the events ЁЭР╕1 ЁЭР╕2 and ЁЭР╕3, the probability that at least two events occur, equals