Глава 1 Игра при парах! При игре на деньги
Всем привет рад снова вас приветствовать на игре покер старс игру на деньги! В этой игре шли огромные слухи о том, что игра ГСЧ подкручен, на самом деле разработчикам абсолютно наплевать, кто заберет потенциальный выигрыш, им наплевать, сколько в кассе у вас денег. Все равно тема поднялась о различных переездах, в этом и заключается не ожиданый покер! Об этом подробнее есть видео о Покере Лохотрон или нет? У меня на страничке В,К Ivan Issakov.
Онлайн Poker Stars, зарабатывает на вашем рейке, и им все равно какой будет главный призовой фонд, в игре есть выбор либо вы сбрасываете карты или нет, играете с ними дальше, если вы играете дальше то в дальнейшем все зависит от раскладов карт! А там повезет или не повезет. Да в любой игре
зависит от удачи, но так же как и нужно уметь читать карты соперника. И так я вас приветствую!
Для начала разберем пары! Какие само часто могут у вас выпасть пары?
Само часто – это пары 88, 99, JJ, 66, 44, 33,77. Так же как и пара 1010 Это те пары, которые выпадают очень часто! Тактика работы с ними может быть у всех разная. Допустим у вас пара 1010 на руках, я же в свою очередь с такими довольно высокими парами всегда иду в Олл – ин. Разберем на примере
Допустим у вас па 1010 и вы решили пойти в Олл – ин, и тут бац ваш соперник тоже решил открыться. А у него два АА, Да очень обидно в начале, но посмотрим, что произойдет дальше!
У вас снова нет, не чего, и это очень страшно! Открывается Ривер! И тут у вас радости полные штаны, так как у вас выпала одна 10, и ровным счетом у вас Фулл – Хаус.
Сейчас можно сказать, что вас переехали! Допустим если у вас на руках были два АА, и вас переехали вы бы очень этому бы не обрадовались, но я думаю такие случаи были практически у каждого, и я не исключения! На самом деле два АА с батонна приходит человеку очень редко, бывает такое, что вообще не приходит! В таких моментах люди всегда винят не себя а в том, что ГСЧ подкручен. Что этот переезд был запланирован. Едем дальше!
К вам на руки пришла пара JJ, можно с уверенностью пойти в Олл-ин. Один соперник вас поддержал, и вы выставляетесь, всегда очень приятно видеть в таком случаи, что вы сильнее соперника.
Открывается Флоп и вы сильнее соперника, однако, у него есть все шансы на победу для того чтобы собрать Стрит! Открывается Терн!
Нам приходит Валет, что мы собираем Сет, но у соперника все так же есть все шансы на победу, ему нужна всего на всего одна 4 Для Стрита. Открывается Ривер и у нас чистая победа. Можно сказать, что тому игроку просто не повезло.
Хотя на самом деле, были такие моменты, что игрок, со слабой рукой, примерно такой же, забирали очень крупный банк. Другими словами, скажем приезды, любимое слово обидчиков!! На самом деле для любого игрока, когда у него на руках пара, если еще она высокая, то – это повышает все шансы на победу, собрав такие комбинации как Фулл – Хаус, Каре, или Сет. Многие игроки с очень приличной парой могут, пойди в Олл-инн сразу.
Такая комбинация как Каре очень редко приходит, когда у вас на руках высокая или средняя пара, но все же приходит. Как примерно при таком раскладе! Один игрок пошел в Олл-инн с парой JJ оно и понятно почему бы и нет! Другой пошел с парой QQ, очень хорошая заявка на победу. Остальные два игрока пошли в Олл-инн типа на удачу, придет или не придет. Один пошел с A9 а другой K10, но им абсолютно не чего, не пришло! Открывается флоп у всех игроков, не чего нет, по-прежнему, чистая победа у пары QQ, открывает терн и Ривер, чистая победа у Пары QQ, так как он собрал Каре, при игре в Олл-инн тоже очень трудно сбросить, но все игроки идут, а там повезет, или не повезет. Но на мой взгляд, я считаю, что те два игрока пошли в Ва-банк в пустую, бессмысленно было идти в Олл-инн. Многие игроки тоже так поступают, просто думают, что именно эта карта придет и они выиграют, но во многих случаях они проигрывают всегда.
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)
Многие игроки вообще могут пойти, с мусором и им придет, там пара или две пары! Как на зло! И он заберет весь банк. Эти игроки просто счастливчики! В этом случаи мы видим, что паре JJ не повезло, как в прошлый раз! Некоторые игроки сказали, что онлайн покер тот же самый как и реальный покер. В одном смысле они правы, те же карты, те же фишки, и ваше решение! Это правильно, в игре в онлайн ваш мозг воспринимает все иначе, не много по – другому, начинает, работать, другие тактики, решения, чувства! Умение читать игру! В игре в онлайн все равно ваша тактика решения отличается от реальной! Так как реальная тактика не всегда срабатывает в игре в онлайн! То-что касается меня, то если мне придет довольна высокая пара начиная с 1010, то я могу пойти в Олл-инн,
Вы знаете, что самое фиговое, что может произойти с парами так это если будет не у двух людей высокие пары, а у нескольких, это будет само тяжело!
У одного пара АА