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” width=”306px” alt=”как анализировать ставки на спорт”/>

Иногда за победу в каком-то матче руководство обещает денежное вознаграждение. Мотивация – первый фактор, который перекрывает форму противников, положение в турнирной таблице и прочие составляющие. Пометка “Места оплачены” означает, что расположение (позиция) букмекера в списке определена на коммерческой основе. В свою очередь, рейтинги на Legalbet всегда составляются максимально честно и объективно, поэтому мы с полным правом указываем на них “Не продается”.

• Если в Кубке страны тренер выпускает молодежь, от такого состязания лучше отказаться.
• Договорной ничейный результат является характерной чертой итальянского первенства, зато в Англии такого практически не встречается, так как местные команды — очень честные.
• В знойную жару на первый план выходит физическое состояние футболистов.
• Результат матча точно окажется искаженным, и это нужно использовать.
• Германский Чемпионат стал менее предсказуемым чем некоторое время тому назад.
• Нередко изменения в коэффициентах означают какие-то изменения в стане самих команд.

Идентичная ситуация будет просматриваться и во время сильного ливня или снегопада. Форму команды определяют по серии побед или поражений. Самый популярный ориентир — результаты 5-10 последних матчей. Стоит отметить, что и выводы из анализа статистики могут быть разными. С одной стороны, чем слабее текущая форма, тем меньше шансов на победу в предстоящем матче.

Поэтому методы статистики играют важную роль в определении выигрышных ставок на спортивные события. Анализ статистических данных в спорте строится на изучении турнирных таблиц, предыдущих результатов игроков/команд, существующих прогнозов, сделанных ставок и т.д. [newline]Ставить наобум, опираясь на собственное мнение о командах, имена и коэффициенты букмекеров — прямой путь к провалу. Подробно разберем, как проводить анализ футбольных матчей для ставок. Параллельно напоминаем, что необходимо вести подробную статистику собственных ставок и регулярно разбирать причины ошибок, количество выигрышей по турнирам и видам ставок. Многие «капперы» в начале своей деятельности редко обращают внимание на составы команд.

Фактор Рефери

В первую очередь это текущая форма команды или игрока. Причин плохой игре может быть масса, начиная от травм ведущих игроков и заканчивая плотным календарем, проще говоря усталостью коллектива. Стоит определить причину слабой игры, и сделать выводы. Самые простейшие методики анализа могут использовать даже новички, например, провести элементарную оценку результатов предыдущих матчей. Так, если команда А в 90% случаев побеждала команду В, то велика вероятность, что она победит ее и в следующем состязании.

• В полуфинале НБА травму получил лидер “Бакс” на центральной позиции Яннис Адетокунбо, что не помешало его команде обыграть “Атланту” и успешно пройти в финальную серию.
• Когда много голов, тогда в сильной индивидуальной форме находится нападающий.
• В матче Лиги чемпионов между «Барселоной» и «ПСЖ» статистика показывала, что «Барселона» делает в среднем 15 ударов по воротам за матч.
• В Кубке лиги команды-фавориты часто выставляют молодых и неопытных игроков.

Хотелось бы отметить, что анализ футбольного матча это времязатратный процесс. Изучение статистики, составов команд, сайтов и специальных ресурсов, на все это уходит время. Но в этом и заключается весь смысл беттинга – это серьезная работа, которая при должном настрое, усердии и внимательности способна приносить доход. Совершенно очевидно, что на финал Лиги Чемпионов и на матч 1/32 Кубка Англии на поле выйдут совершенно разные составы. Да и в самом чемпионате нужно помнить об особо статусных состязаниях — дерби.

Методы Статистического Анализа Для Прогноза Ставок На Спорт

Ниже рассмотрим, как правильно проводить аналитическую работу, чтобы выигрывать и зарабатывать. Все купленные вами прогнозы будут доступны в вашем Личном Кабинете. Анализ позволяет выявить расхождения в коэффициентах и реальной вероятности прохода маркета, в результате – получить прибыль.

В том, что более слабые команды могут победить фаворитов, нет ничего нового в футбольном мире. Многие согласны с тем, что Чемпионат Италии легче прогнозировать чем другие. Матчи фаворитов с аутсайдерами не часто заканчиваются неожиданными результатами, а в матчах между лучшими командами очень часто встречается ничейный исход.

Изменчивость Спорта

Ведь нереально одинаково выкладываться в каждом соревновании, так как физическая нагрузка на игроков — колоссальна. Такие клубы нередко выставляют полурезервные составы на неприоритетные турниры. В качестве примеров можно взять кубки Франции, Германии, Испании, и, в меньшей мере, Италии. На ранних стадиях сильнейшие команды выпускают на поле значительно измененный состав. Здесь игроки обладают редким преимуществом над букмекерскими конторами, так как они получают свежую информацию до самого свистка о начале матча.

• В качестве примера воспользуемся домашними матчами ФК Астана в еврокубках.
• Мнение должно подкрепляться многими фактами, а не основываться на нескольких факторах.
• Если это повторяется из раза в раз — внесите коррективы в систему проведения анализа.
• Предыдущих два понятия в большей степени относятся ко всем видам спорта.
• Необходимо как можно раньше стараться определить форму команды, чтобы получить достойную цену, прежде чем она будет снижена оператором.

Этот фактор является одним из самых важных на данном отрезке анализа спортивного события. Различают два направления — командный и индивидуальный вид. Типичный пример — баскетбол, футбол, хоккей, волейбол.

Главные Факторы Для Анализа Спортивного События

Эксперты букмекеров не будут так углубляться в причины, но это может помочь в прогнозировании беттору. Движение — это жизнь, и движение коэффициентов тоже определяет, насколько конкурентна команда в любой момент времени. Если значение падает, значит случился инсайд, о котором в скором времени узнают все. К примеру, вы определили, что победа Валенсии против Барселоны должна оцениваться коэффициентом 3.0, но букмекер дает 3.9. Подобная недооценка свидетельствует о плохой форме аутсайдера или наоборот о том, что у фаворита все лидеры здоровы и находятся на подъеме. Чем больше тонкостей перед матчем удастся нащупать, тем лучше для прогноза.

• Победители национальных Кубков попадают в Лигу Европы, а это дополнительный доход для клуба.
• Особенно это касается таких дерби, как Боруссия Дортмунд – Шальке, Барселона – Эспаньол, Ливерпуль – Эвертон.
• Новичкам советуем выделить для себя пару-тройку интересующих турниров и сосредоточиться на них.
• Но если теннисист выйдет на корт с травмой, то влияние окажется совершенно иным, вплоть до максимального.

Иногда игрок может заключить пари на матч за месяц до его начала. Затем начинается процесс, который называется «движение коэффициентов». Если отслеживать подобные колебания кэфов, можно таким образом понимать к чему склоняется большинство капперов. Ведь, согласитесь, для грамотного анализа Вам определенно понадобиться потратить немного-немало личного времени. К примеру, в сети уже достаточно давно популярен анализатор собачьих бегов, позволяющий при помощи результатов прошлого забега спрогнозировать исход предстоящего. Но, это путь, скажем так, для “шаровиков” и охотников за быстрыми деньгами.

Как Анализировать Матчи? Правильный Анализ Матчей Для Ставок

Соизмерив степень риска с коэффициентом, можно принимать решение. Главное отличие ставок на спорт от какой-либо другой азартной игры в том, что результат события в меньшей степени зависит от случая. Данный критерий является основным, который используют букмекеры для определения коэффициентов. По этой причине конторы практически всегда могут распознать хорошую спортивную форму той или иной команды, что бывает отражено в линии ставок. Команда, одержавшая победу в последних четырех играх не часто получит высокий коэффициент букмекерской конторы.

Статистические Данные Команды И Ее Отдельных Участников

Однозначно прежде, чем довериться какой-либо программе для анализа ставок на спорт, надо разобраться, какие исходные данные туда заложены. Кроме того, надо казино мостбет иметь представление об алгоритме расчета прогнозов этого софта. Как вариант, рассчитанный программой результат может послужить пищей для размышлений.

Изменение Коэффициентов В Линии Бк

Но в основном, этих алгоритмы совпадают с букмекерскими. Это означает, что БК уже учли всевозможные факторы влияния в своих коэффициентах. Остается только сравнить и сделать соответствующие выводы. В интернете полно предложений, алгоритмы которых при введении определенных данных просчитают шансы сторон на победу. Следовать в точности по таким прогнозам не стоит, но отдельные моменты взять для себя нужно.

Инструменты Для Анализа Статистики

Разбираясь в конкретном виде спорта и понимая его особенности, вы сами представляете, что главным образом влияет на результат. В начале сезона турнирную таблицу не стоит использовать для выбора, поскольку в это время она не очень важна. Да и дальше она не должна являться единственным критерием для определения объекта. Вот почему так важно научиться грамотно анализировать предстоящее состязание, чему, собственно говоря, мы попробуем вас научить в этом материале.

Фактор Дерби

Эксперты БК не будут фокусироваться на человеческом факторе, а доверятся статистике. Если клиент конторы думает, что Лион победит и коэффициент должен быть не более 1.80, а БК дает 2.10, это называется валуй и нужно ставить. Если при анализе стало ясно, что коллектив выиграл в последних 3–4 играх подряд, значит команда в шикарной форме, бежит по инерции и способна победить снова. Отрицательная серия наверняка скажет о плохом моральном состоянии всего коллектива.

Какие Еще Факторы Учитывать При Анализе?

Лучше выбирать для начальных ставок простые и понятные дисциплины, чтобы начинающий беттер смог побыстрее адаптироваться в букмекерской системе. Например, причиной серии проигрышей может быть травма ведущего игрока, дисквалификация тренера, плохой календарь или даже временная игра вне своего стадиона. Отметим, что важна не столько сама серия, сколько вероятность ее конца.

Новичкам советуем начинать с таких сайтов, как Flashscore, Wildstat и других. Постепенно стоит расширять работу с программами, это поможет улучшить результаты. Не стоит отчаиваться в случае проигрыша, поражение — повод провести работу над ошибками.

Как Правильно Анализировать Матчи Для Ставок И На Что Стоит Обращать Внимание?

В первых раундах плей офф еврокубков нередко преподносят сюрпризы, поскольку фавориты не выкладываются по полной в стартовых матчах, особенно, если в гостях. Команда явно была на дизморали, болталась в середине таблицы, игроки передвигались по полю пешком. Но стоило уволить Жозе Моуриньо, как команда расцвела, причем именно психологически. По-сути, ответ в том, что без незначительного движения в линия работа букмекерской конторы просто невозможна.

Параметры Правильного Анализа Футбольных Матчей

Когда причина провалов скрывается в атмосфере внутри клуба и психологии, то здесь сложно предсказать исход, и такие матчи лучше обходить стороной. В итоге «Шеффилд Юнайтед» одержал победу, на что букмекерская контора «1хБет» давала 1.70. И даже при таком минимальном поверхностном анализе вывод о выигрыше хозяев напрашивался сам собой. Важно выбрать букмекерскую контору, которая предлагает высокие коэффициенты для ставок на интересующий вид спорта. Вы провели анализ матча и решили, что вероятность победы дортмундцев составляет 20%. 1) Женские команды – может быть плохое настроение, месячные, забыла покормить кота, бросил парень.

Тем не менее даже в таком случае взгляд на предстоящий матч со стороны может быть и интересен, и полезен. Ряд игроков выбирая объекты вовсе не берут в учет статистику за последние несколько лет. Для успешных игроков такая история не является основополагающим критерием.

Примеры Ставок На Статистику

Причем связано это может быть необязательно с тем, что Уиган неожиданно заиграет в крутой футбол. Просто так выйдет, что команда Гвардиолы раза 3–4 соберёт штанги и перекладины, а Агуэро не забьёт в пустые ворота. В таких случаях вы можете перевернуть прогноз в другую сторону и, например, сыграть хорошую плюсовую фору на Уиган. Эксперты в букмекерских конторах проводят доскональный анализ ситуации, что можно четко проследить в системе определения коэффициентов.

Программа Для Анализа

Если перед нужным матчем повлиявшие на серию негативные факторы иссякают, то и текущая форма может измениться. Такие составляющие анализа ставок на спорт, как текущая форма или мотивация спортсменов, актуальны для всех видов спорта. В свою очередь специфика конкретного вида спорта во многом определяет критерии отбора событий для ставок. Нередко в конце товарищески матчей ничейный счет, а важный матчи национальных сборных редко выигрывают гости. Родное поле является очень важным фактором в матчах международного уровня.

Использование финансовых стратегий влечет повышенные риски для игроков. Методика предусматривает заключение пари на равновероятные позиции. Однозначно оценить физическое и психологическое состояние соперников практически нереально, но качественный сбор информации увеличит шансы на точный прогноз. Чужие прогнозы можно использовать для получения дополнительной информации, однако слепо доверять чужому мнению крайне опасно. Помните, что в случае неудачи потеряете вы, а не эксперт. Для анализа спортивных событий пользуйтесь статистикой.

Результат таблицы напрямую влияет на мотивацию клубов. Последняя команда может проявить куда больше желания, чем немотивированный середняк. При выборе события учитывать нужно не только размеры коэффициентов, но и скрытые спортивные составляющие. На результат каждого события влияют десятки факторов, и анализ ставок необходим, чтобы каждый фактор был учтен.

Овладеть этим навыком на базовом уровне может каждый, а вот шагнуть дальше удаётся немногим. Сегодня поговорим о поиске выгодных коэффициентов, анализе матчей и главной ошибке игроков при изучении статистики. Для стабильной игры в плюс необходимо анализировать матчи.

При анализе статистики важно понимать, что не все показатели одинаково важны. Например, команда может обладать высоким показателем владения мячом, но при этом создавать мало моментов у ворот соперника. Следовательно, владение мячом в может не иметь реального значения для прогнозирования исхода матча. Именно поэтому, клуб или игрок, играющие дома идут в линии фаворитами.