Поднимаем Деньги без валидола!

[CBAPLLLUk]

Англия : первая лига.
Свиндон Таун - Порт Вэйл
Ставим на победу : Свиндон Таун.
Коэффициент : 2.2
Начало матча : 21:45 по Москве.

 

[CBAPLLLUk]

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 П2,думаю счет будет 0:2

 

[jendos18]

А ты надеялся бро,или вообще ставил?

ставил 2 раза, 1 раз зашло, а второй - нет)

 

[stg1]

А на Россия - Швеция никто не ставит?:D

 

[CBAPLLLUk]

Друзья,я долго отсутстывал вот вам матч,для поднятия банка
Англия U21 - США U23
Ставим на победу : Англия U21.
Коэффициент : 2.2
Начало матча : 21:45 по Москве.

 

[stg1]

Англия U21 - США U23

Что это за матч такой?

 

[anton174]

Друзья,я долго отсутстывал вот вам матч,для поднятия банка
Англия U21 - США U23
Ставим на победу : Англия U21.
Коэффициент : 2.2
Начало матча : 21:45 по Москве.

как ни странно - сыграло

 

[CBAPLLLUk]

ЧИЛИ: Высший дивизион - Апертура.
Кобресаль - Сан-Луис
В матче победит команда : Кобрресаль
Коэффициент : 2.00
ЛОВИМ ЕЩЕ ОДИН МАТЧ

 

[CBAPLLLUk]

 

[CBAPLLLUk]

ЧИЛИ: Высший дивизион - Апертура.
Кобресаль - Сан-Луис
В матче победит команда : Кобрресаль
Коэффициент : 2.00
ЛОВИМ ЕЩЕ ОДИН МАТЧ

Матч прошел,счет 2:1,Всем удачи,завтра дам еще один матч

 

[Sjawa]

Забыл добавить, Весомый, что экспресс с кэфом 4 не зашел после первого же матча.Шапекоэнсе-Понте Прета результат 0-0

 

[CBAPLLLUk]

Забыл добавить, Весомый, что экспресс с кэфом 4 не зашел после первого же матча.Шапекоэнсе-Понте Прета результат 0-0

Быват друг,что делать это же спорт

 

[CBAPLLLUk]

Россия : второй дивизион.
Торпедо Москва - Динамо Брянск
В матче победит команда : Торпедо Москва.
Коэффициент : 2.00
Начало матча : 17:00 по Москве.
ВОТ ВАМ ЕЩЕ ОДНА ИСХОДОЧКА!

 

[CBAPLLLUk]

Финляндия: Высший дивизион.
Мариехамн - ХИФК
В матче победит команда : Мариехамн
Коэффициент : 2.1
Начало матча : 18:30 по Москве.

Проходимость : 100% !!!

 

[CBAPLLLUk]

Есть матч на исход,цена вопроса 100 рублей,в случае не прохода(что не возможно) верну все средства,Успеваем до 20:00 по Мск

 

[nalchik07reg]

как оплатить?

 

[CBAPLLLUk]

Австрия : первая лига.
Нойштадт - Вакер Инсбрук
В матче победит команда : Вакер Инсбрук
Коэффициент : 2.3
Начало матча : 19:30 по Москве.
Ставим все бабки друзья!

 

[Ivan Sovok]

интересно но 1 вопрос- как регулярно можно прогнозы получать и анонсы когда ,,? и тогда можно

 

[anton174]

Австрия : первая лига.
Нойштадт - Вакер Инсбрук
В матче победит команда : Вакер Инсбрук
Коэффициент : 2.3
Начало матча : 19:30 по Москве.
Ставим все бабки друзья!

Красавчик! прокатило. скинь мне номер киви, я тебе пару сотен благодарности переведу.

 

[CBAPLLLUk]

Красавчик! прокатило. скинь мне номер киви, я тебе пару сотен благодарности переведу.

Киви 9101345041,есть матч на вечер писать в лс