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54 Примера, Как Работает Закон Мерфи В Ставках На Спорт

Ставки на спорт не относятся к азартным играм и разрешены в нашей стране. Выигрыш на ставках считается вашим доходом, а с любого дохода необходимо платить 13 % налога. Обманывать налоговую мы не рекомендуем, да у вас и не получится.

Но изучив определенное количество таких топов, можно легко выделить пять-шесть хороших и качественных порталов. Как правило, это ресурсы с именем, которые уже давно работают в сфере спортивных ставок. С «ошибкой Монте-Карло» тесно соседствует и «ошибка горячей руки», https://theggbet.com/ ">theggbet.com под которой подразумевается иррациональная вера игрока в удачные и неудачные серии. Многие игроки в серии нетипичных последовательных событий склонны видеть особое значение. Особенно такое поведение характерно для людей, азартно играющих в кости, лотерею или рулетку.

<h2>Как Делать Ставки На Хоккей В Букмекерских Конторах?</h2>

Ни одна стратегия выигрыша на ставках не даст 100% результата. Двойной шанс – также неплохой исход, для игроков, которые не собираются рисковать собственными деньгами. Мы рекомендуем пользоваться этой ставкой на хозяев поля, так как они имеют колоссальную поддержку трибун, которой нет у соперника. Делать ставки в футболе можно также и на гостей, но при этом необходимо ознакомиться со статистикой выступления команды на выезде. Ведь не всегда лидер может одинаково хорошо играть перед своими и чужими болельщиками.

<ul>
<li>Ставим на аутсайдера во 2-й четверти и т.д., пока пари не сыграет или не закончится игра.</li>
<li>А по поводу читать литературу, то тут идеально книги про игру на бирже вкатят – тематики схожи.</li>
<li>Обыкновенно легальные букмекерские конторы публикуют лицензию картинкой, или PDF-файлом.</li>
<li>Теперь хочу дать вам пару-тройку советов из личного опыта насчет того, как делать ставки в букмекерских конторах.</li>
<li>Для этого нужно осваивать новые виды спорта, новые рынки, уделять анализу и поиску выгодных ставок больше времени.</li>
</ul>

Встречаются даже события, касающиеся жизни на других планетах. Так, конторы предлагают угадать ответ на извечный вопрос &laquo;Есть ли жизнь на Марсе? &raquo; и &laquo;Когда представители нашей планеты впервые высадятся на &laquo;красной планете?

<h3>Популярные Тактики Для Ставок На Баскетбол</h3>

Когда мы готовили эту статью, мы порвали двоих юристов, пытаясь разобраться, есть ли в действиях автора Алексея Кашникова нарушение закона. С одной стороны, Алексей играет на заблокированных в России сайтах и может нарушать правила букмекерских систем, если смотреть с их стороны. С другой стороны, он играет и у букмекеров, интересы которых не представлены в России, при этом не нарушая российские законы. На вопрос о налогах Алексей ответил, что со всего его налогооблагаемого дохода в России букмекеры платят положенный по закону налог. Будем надеяться, что наши рекомендации послужат хорошими азами и Вы уже сегодня сможете начать делать правильные ставки на футбол.

Современные реалии предполагают существенное перемещение всех сфер деятельности человека в плоскость глобальной сети. Этот вопрос интересует миллионы новичков по всему миру. Выигрывать на ставках реально, но не так просто, как может показаться. Требуется выбрать верную стратегию в каждом конкретном случае, тщательно отслеживать доступную информацию, проводить ее детальный анализ. Например, в матче &laquo;Торонто Марлис&raquo; - &laquo;Техас Старз&raquo; на ТБ 2,5 букмекер предлагает коэффициент 1.9.

<h3>Стратегия Ставок На Первый Тайм</h3>

В случае, если ставка выиграла, то игрок получает сумму равную коэффициенту ставки умноженную на его ставку. В самом начале статьи, предваряя длительные рассуждения, отвечу – зарабатывать на ставках однозначно можно. Сколько можно заработать, какую стратегию использовать, на какие виды спорта ставить – на все эти и многие другие вопросы будет дан развернутый ответ в данной статье. Этот вид схемы также можно использовать и в киберфутболе по игре ФИФА.

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" width="301px" alt="как делать выигрышные ставки на спорт" />

В слабо известных чемпионатах выигрышные ставки на футбол зачастую основаны на таких &laquo;косяках&raquo; в линии. К числу неспортивных событий относятся изменения в погоде в определенный день в конкретном месте. Часто букмекеры предлагают поставить на то, что в рождественскую ночь будет снегопад.

<h2>Ставки На Желтые Карточки В Футболе</h2>

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