03:00 четверг
кэф: 1.82
Прогноз на Финикс Санс - Голден Стэйт Уорриорс на 23 ноября 2023
Очень хорошо набравшие ход в последнее время, одни из главных фаворитов на титул НБА этого сезона "Финикс Санс" сразятся с очень нестабильным, но наконец-то прервавшим свою серию из поражений "Голден Стейт". Сможет ли Карри принести своей команде вторую победу подряд и первую гостевую за долгое время?
Финикс Санс
Финикс очень неплохо набрал в последнее время, над ними многие смеялись в начале сезона, но сейчас они демонстрируют всем критикам то, что они ошибались в них. Финикс обыгрывает сильных соперников, слабых - им без разницы. Они идут на хорошем стрике и явно не собираются останавливаться на достигнутом.
Голден Стэйт Уорриорс
Голден Стэйт наконец-таки прервал свой стрик из поражений и смогли обыграть Хьюстон у себя дома. Теперь же они едут к более сильному оппоненту в гости - Финикс Санз. Карри в хорошей форме, но как будто бы остальные игроки состава не вывозят уровень от слова совсем. Сомневаюсь, что Стеф сможет в соло затащить эту игру.
Личные встречи
Кто пропускает и травмы![](data:image/png;base64,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)
Коэффициенты на матч
На игру составлены следующие котировки
Победа Финикс Санс 1.75
Победа Голден Стэйт Уорриорс 2.25
Ставки на статистику трендов
Финикс выиграл 4 матча подряд
Финикс выигрывает первую половину в 6/7 последних встреч.
В очных встречах Финикс выигрывает первую половину в 6/7 последних матчей.
Прогноз на исходы и тоталы Финикс Санс - Голден Стэйт Уорриорс
Как будто бы очень рискованно ставить на победу одной из команд в этом матче, ведь никогда нельзя недооценивать фактор Стефа Карри - этот игрок может выиграть вообще любую игру для своего коллектива. Но Карри редко начинает хорошо играть и уничтожать с самого начала - ему нужно немного времени на раскачку. + эта ставка является хорошим трендом, поэтому поставить ее не так уж и рискованно. Мой прогноз на этот матч - победа Финикс Санс в первой половине за коэффициент 1.82
23:26 среда
Betorovich
23 ноября
Наверное, именно в лайве стоило бы заиграть по ставке от автора, тем более, что Финикс на 10 мин.1-й четверти уступает 22:27, коэффициент чуть более выгодный. Но я сомневаюсь в таком тренде!