17:30 среда
кэф: 1.77
Прогноз на BC Minsk - Автодор Саратов на 22 ноября 2023
Слабейший клуб Единой Лиги ВТБ за последние 2 сезона "МИНСК" сразится с неплохо игравшими в хорошие времена, но очень нестабильными в целом саратовцами "Автодор". Сможет ли МИНСК зацепиться за первую победу против середняка лиги?
BC Minsk
МИНСК за этот сезон все еще не одержал победу, хотя был очень близок к этому в гостевом матче с Астаной. МИНСК играет стабильно плохо, но иногда, примерно раз в 5-10 матчей у них выдается период, когда они могут зацепиться за игру и даже победить. В прошлом году они одержали победу именно в матче с Саратовцами, может у них и сейчас получится?
Автодор Саратов
Автодор сенсационно проиграл Минску в прошлом сезоне, когда вел ожесточенную борьбу за плей-офф. В плей-офф то они вышли в итоге, но осадочек остался, мне кажется, что у некоторых игроков может быть даже осталась та неуверенность в своих силах из-за того матча. + Автодор играет в гостях. Знаю эту команду очень хорошо, они вполне могут посыпаться.
Личные встречи![](data:image/png;base64,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)
Коэффициенты на матч
На игру составлены следующие котировки
Победа BC Minsk 3.75
Победа Автодор Саратов 1.28
Ставки на статистику трендов
МИНСК проиграл 11 матчей подряд.
Прогноз на исходы и тоталы BC Minsk - Автодор Саратов
Да как будто бы МИНСК выйдет с нереальной мотивацией забрать первую победу в сезоне и точно смогут забрать хотя бы какие-то очки в начале, ребята будут бороться, Автодор точно будет давать бороться и может даже придется догонять по очкам. Короче, верю в белорусов. Мой прогноз на этот матч - фора +9.5 МИНСК за 1.77
16:17 среда