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Как Правильно Делать Ставки На Футбол

Гранды вовсе в течение сезона могут ни разу не оступиться. Стратегия принесет прибыль, если проводить анализ матчей и подкреплять выбор фактами, которые говорят в пользу андердога. Выберите несколько легальных букмекерских контор из списка и пройдите простую процедуру регистрации.

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" width="308px" alt="как научиться правильно делать ставки на спорт" />

Например, фора +1.5 добавит к счету команды 1.5 очка. Если после этого счет будет в пользу этого участника – пари выиграет. https://theggbet.com/ &quot;&gt;www.theggbet.com Нулевая фора приводит к возврату ставки при ничейном результате, выигрышу в случае победы и потере денег при проигрыше.

<h2>Советы, Как Начать Выигрывать На Ставках</h2>

Главная проблема в том, что рано или поздно выпадает настолько длинная серия без ничьих, что денег на следующую ставку уже не хватит. Например, швейцарский футбольный клуб &laquo;Шаффхаузен&raquo; сыграл без ничьих 32 матча подряд, а &laquo;Знамя Труда&raquo; из российского второго дивизиона — 26. На момент написания статьи в текущем сезоне уже десять команд сыграли более 20 матчей без ничьих подряд. Математика коэффициентов побеждает любые прогнозы. Даже если эксперты очень хорошо разбираются в спорте и предлагают верную стратегию, только букмекерские конторы решают, сколько вы выиграете или проиграете.

<ul>
<li>При флэте игрок заключает пари на определенный процент от банка – новичкам мы советуем 1–2%.</li>
<li>Вы можете выбирать любой процент, но не рекомендуем ставить более чем на 15% от банка.</li>
<li>Определиться с исходом – П1, П2, Х или другой вариант.</li>
<li>Чтобы понять, как правильно ставить ставки на футбол, необходимо ознакомиться с основными понятиями, которые используются в беттинге.</li>
</ul>

Ведь если поставить с форой (-1,5) на Спартак, то коэффициент увеличивается до 1,8. Можно и подстраховаться, взяв фору (-1), даже победа в 1 мяч приведет к возврату. Надеюсь, что вы поняли, что же такое фора и как ею пользоваться.

<h3>Зарабатываем На Футбольных Ставках: Простые Правила Прибыльной Игры</h3>

Плюс вы можете получить дополнительные данные через форумы и разные сообщества беттеров. Помимо финансовых, есть игровые стратегии, они более сложные, но и пользы от них больше. У каждого профессионала есть своя тактика, которой они с самого начала придерживаются.

Необходимо следить за тем, кого исключили из игры в прошлом матче или кто получил травму. Примечательно, что в предстоящей встрече не может принять участие основной голкипер Севильи, а Джебо (нападающий из основы Ромы) вновь вернется на поле. Сказать какая из них лучшая – невозможно, это индивидуальный вопрос. Ни одна из стратегий не может гарантировать прибыль, но большинство из них помогут снизить риски и сохранить львиную долю банка.


Можно отталкиваться от противного и ставить на ТМ по ходу матча, в котором уже забит гол. С каждым взятием ворот коэффициент на ТМ 2,5, 3,5 или 4,5 будет существенно возрастать. По ходу матча ставить всегда сложнее, ведь вы не можете избавить себя от воздействия эмоций. Это автоматически снижает уровень холодного расчёта и позволяет предположить, что сделанная вами ставка может вовсе и не сыграть.

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