![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb2MdsaZ0D22AKFCTq2SfRpQam4zFUWMo3PX-zq-vA5KtxteCtAnl22_mnofLa2xjKkIzeFeQ4hhwsoRFb52TyPvaS2GuisFjp-oVA1M79oXF5c9WBQh2TZxxI4KnFthhpEggZyZAPE6hfPlmGRqNI8mLbHDyZzxU8mzOASwukm5v6nc3sFeYyM-lb/w640-h360/Como%20Ganhar%20Dinheiro%20na%20Bet365%20com%20Escanteios%20.jpg)
Quer saber como ganhar dinheiro na Bet365 com escanteios?
Tudo bem vamos te ajudar explicando como quais as melhores estratégias e indicando um valor aproximado para apostar.
A vantagem da Bet365 é que se trata de uma das casas mais versáteis quando o assunto é escanteio.
Você tem a possibilidade de usar o handicap europeu ou asiático, além de uma série de mercados e sub mercados e não apenas quem vai marcar mais escanteios.
Você tem a possibilidade de usar o handicap europeu ou asiático, além de uma série de mercados e sub mercados e não apenas quem vai marcar mais escanteios.
Há uma série de formas de vencer no mercado de escanteios ou mercado de cantos (como também é chamado).
Então continue lendo o post e comece a lucrar com seus palpites.
Então continue lendo o post e comece a lucrar com seus palpites.
Como Ganhar Dinheiro na Bet365 com Escanteios
Nesse mercado a quantidade de escanteios é o que importa.
Em outras palavras a questão é quantas vezes a bola desvia em um jogador do time que está na defesa e sai pela linha de fundo.
No entanto só valem os escanteios efetivamente cobrados.
Em outras palavras a questão é quantas vezes a bola desvia em um jogador do time que está na defesa e sai pela linha de fundo.
No entanto só valem os escanteios efetivamente cobrados.
Nos últimos anos as apostas em escanteios têm ganhado cada vez mais popularidade, atraindo um número crescente de apostadores.
Muitos preferem estudar as jogadas de escanteio em vez de se concentrar apenas no resultado, gols ou outros mercados.
Muitos preferem estudar as jogadas de escanteio em vez de se concentrar apenas no resultado, gols ou outros mercados.
Isso porque se trata de um mercado extremamente versátil.
Na Bet365 por exemplo, você tem inúmeras variáveis para apostar.
E o melhor muitas delas são ao vivo, o que aumenta suas chances de ganhos, já que pode avaliar a situação do jogo antes de fazer a aposta.
Na Bet365 por exemplo, você tem inúmeras variáveis para apostar.
E o melhor muitas delas são ao vivo, o que aumenta suas chances de ganhos, já que pode avaliar a situação do jogo antes de fazer a aposta.
Entre os principais mercados/sub mercados estão:
Menos mais - nesse caso sua aposta será de menos ou mais escanteios.
Na Bet365 você pode apostar no total de escanteios de uma equipe em um tempo ou no jogo todo.
Na Bet365 você pode apostar no total de escanteios de uma equipe em um tempo ou no jogo todo.
No exemplo abaixo refere-se ao total de escanteios no jogo.
Nesse caso se for menos 6 escanteios durante a partida, você receberá 15 vezes o valor apostado, visto que a cotação é 15.00.
Se for entre 6 e 8, o lucro será de 4 vezes e assim por diante.
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)
Nesse caso se for menos 6 escanteios durante a partida, você receberá 15 vezes o valor apostado, visto que a cotação é 15.00.
Se for entre 6 e 8, o lucro será de 4 vezes e assim por diante.
As casas que têm números quebrados, como "Mais de 6.5 escanteios" (na bet365 você vai encontrar no handicap asiático), a partida deverá ter pelo menos 7 escanteios ou mais.
Na opção "Menos de 6,5 escanteios", você precisará torcer para que o jogo tenha no máximo 6 escanteios, ou seja, assim não ultrapassa os 6.5.
O meio é adicionado para evitar empates entre as opções de apostas.
Na opção "Menos de 6,5 escanteios", você precisará torcer para que o jogo tenha no máximo 6 escanteios, ou seja, assim não ultrapassa os 6.5.
O meio é adicionado para evitar empates entre as opções de apostas.
Momento do 1º escanteio - refere-se a quando o primeiro escanteio será realizado.
No exemplo abaixo o apostador ganha se acertar uma das alternativas: primeiro escanteio antes dos 7 minutos de jogo e “Sem escanteio antes do minuto 7.
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)
No exemplo abaixo o apostador ganha se acertar uma das alternativas: primeiro escanteio antes dos 7 minutos de jogo e “Sem escanteio antes do minuto 7.
Primeiro a marcar - refere-se ao número de escanteios que uma equipe chega ao longo do jogo.
Veja o exemplo:
![](data:image/png;base64,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)
Veja o exemplo:
Primeiro e último escanteio - refere-se a qual equipe vai marcar o primeiro e o último canto.
![](data:image/png;base64,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)
Esses são os principais e mais fáceis de apostar, no entanto há outras possibilidades, como “Primeiros 10 minutos”, handicap asiático, que não tem opção de empate no número de escanteios.
Nesse caso se as duas equipes tiverem o mesmo número de escanteios, o valor da aposta é devolvido.
Nesse caso se as duas equipes tiverem o mesmo número de escanteios, o valor da aposta é devolvido.
Estratégias para ganhar com escanteios na Bet365
Agora que conhece o mercado, vamos a algumas estratégias que vão ajudá-lo a entender como funciona a categoria e como ganhar:
Comece escolhendo bem os jogos
Basicamente uma equipe mais forte terá mais chances de fazer gols e sair vitorioso, mas isso nem sempre vale para os escanteios.
O que manda aqui é o retrospecto dos times, seu poder ofensivo e suas características.
O que manda aqui é o retrospecto dos times, seu poder ofensivo e suas características.
Por exemplo o Palmeiras é conhecido por suas jogadas aéreas e muitos zagueiros fazem gols de cabeça nas cobranças de escanteios e bolas paradas.
Ou seja essa equipe costuma explorar esse tipo de jogadas.
O que pode ser uma coisa boa para o apostador.
Ou seja essa equipe costuma explorar esse tipo de jogadas.
O que pode ser uma coisa boa para o apostador.
Acompanhe as estatísticas dos times
É importante analisar bem as duas equipes antes de fazer uma aposta no número de escanteios que ocorrerão em uma partida de futebol.
Pois o estilo de jogo de cada time pode influenciar nesse número.
Pois o estilo de jogo de cada time pode influenciar nesse número.
Algumas equipes têm uma estratégia mais ofensiva e tendem a ganhar mais cantos, enquanto outras são mais defensivas e concedem menos cantos.
Além disso fatores como o campo de jogo, as condições climáticas e a disciplina dos jogadores também podem afetar o número de escanteios durante a partida.
Além disso fatores como o campo de jogo, as condições climáticas e a disciplina dos jogadores também podem afetar o número de escanteios durante a partida.
Portanto uma análise cuidadosa das equipes e do contexto da partida pode ajudar a fazer uma aposta mais precisa e aumentar as chances de sucesso.
Aguarde as melhores cotações
No decorrer da partida, as cotações podem aumentar à medida que fica mais fácil ou difícil chegar às condições para ganhar a aposta.
Por exemplo a casa de apostas pode aumentar uma cotação de mais de 11 escanteios se até aquele momento a equipe não marcou nenhum.
Por exemplo a casa de apostas pode aumentar uma cotação de mais de 11 escanteios se até aquele momento a equipe não marcou nenhum.
Nesse caso o que vale é o bom senso do apostador, por isso tenha muito cuidado em cotações muito boas para você.
Acompanhe as partidas em tempo real
Acompanhar a partida em tempo real é importante para apostas em escanteios.
Pois permite que o apostador observe como as equipes estão jogando e quantos escanteios estão sendo concedidos no decorrer da partida.
Pois permite que o apostador observe como as equipes estão jogando e quantos escanteios estão sendo concedidos no decorrer da partida.
Isso dá uma vantagem em relação a apostadores que não têm acesso a informações em tempo real e podem errar suas apostas com base em análises desatualizadas.
As mudanças no jogo como lesões, substituições e mudanças de tática, também podem afetar o número de cantos, e o acesso a essas informações em tempo real pode ajudar a fazer uma aposta mais precisa.
As mudanças no jogo como lesões, substituições e mudanças de tática, também podem afetar o número de cantos, e o acesso a essas informações em tempo real pode ajudar a fazer uma aposta mais precisa.
Dê preferência aos jogos eliminatórios
Jogos eliminatórios como os disputados em copas e campeonatos estaduais (Copa do Brasil, Copa do Mundo, Copa Nordeste, Campeonato Paulista, etc), apresentam um cenário que pode gerar mais possibilidades de escanteios.
Isso porque o time que está sendo eliminado fará de tudo para buscar o resultado, o que pode incluir cruzar muitas bolas na área adversária, gerando oportunidades de escanteio.
Isso porque o time que está sendo eliminado fará de tudo para buscar o resultado, o que pode incluir cruzar muitas bolas na área adversária, gerando oportunidades de escanteio.
Por exemplo em uma situação em que uma equipe perdeu o jogo de ida por 1 a 0 e no jogo de volta o placar está em 0 a 0 na metade do segundo tempo, pode haver muitos escanteios dependendo do cenário de jogo.
Nessa situação é possível que esse time passe a cruzar muitas bolas para tentar empatar o jogo, o que pode gerar mais oportunidades de escanteios.
Nessa situação é possível que esse time passe a cruzar muitas bolas para tentar empatar o jogo, o que pode gerar mais oportunidades de escanteios.
Vale ressaltar que a análise cuidadosa das equipes e do cenário do jogo pode ajudar a fazer uma aposta mais precisa.