![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDEJqKuxCkMClLz9oGp91cpkiuu90ROVu-hxWWn3pOFQCMcDy1BV3XcSUu6s032UcMegvK6UQCj5V4r7YqE_sAuDG5yfVqjTH5enMp64eDkCH5U3JnQG57Sxzf79joK9xrQkqGia41GuDElhRiHghqT3NoPtVR28hGaAGBnPI-Iw9O6gB_BI246d-2/w640-h360/Jogador%20Comete%201%20ou%20Mais%20Faltas%20%5BComo%20apostar%5D.jpg)
Apostar que um jogador comete 1 ou mais faltas pode ser uma excelente alternativa para você contar com odds altas a seu favor.
Principalmente quando se trata de um atacante.
Este mercado é relativamente novo e reflete a grande variedade de alternativas de apostas que algumas casas estão proporcionando para seus usuários.
É importante ressaltar que este é um mercado que você não vai encontrar em todas as casas de apostas ou em partidas menos relevantes.
Conhecer esse tipo de apostas que vão além das modalidades clássicas como Moneyline e do Handicap é essencial se você procura mesmo por mercados lucrativos para dar seus palpites nos principais jogos do Campeonato Brasileiro e nos demais.
Jogador Comete 1 ou Mais Faltas [Como apostar]
Por isso vamos ensinar como apostar em faltas, assim como usar as probabilidades ao seu favor e analisar estatísticas de faltas dos jogadores.
Jogador comete 1 ou mais faltas
Como apostar
Esta é uma modalidade mais recente de apostas que as casas passaram a fornecer para proporcionar mais variedade para os jogos de seus usuários.
Para jogar que um Jogador comete 1 ou mais faltas você precisa escolher a partida em que quer apostar e no menu superior buscar por “Faltas”, ou “Faltas Cometidas”.
Lá você encontra a lista dos jogadores e seus odds e pode escolher aquele em que quer dar seu palpite.
Para jogar que um Jogador comete 1 ou mais faltas você precisa escolher a partida em que quer apostar e no menu superior buscar por “Faltas”, ou “Faltas Cometidas”.
Lá você encontra a lista dos jogadores e seus odds e pode escolher aquele em que quer dar seu palpite.
Caminho: Escolha uma partida > Faltas Cometidas > Escolha um Jogador
Lá você vai encontrar uma tela assim:
![](data:image/png;base64,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)
As apostas em Jogador comete 1 ou mais faltas costumam abranger apenas jogadores do esquema ofensivo.
O centroavante German Cano por exemplo pagava R$ 3,50 por R$ 1 real apostado caso passasse de 1 falta!
Já PH Ganso, um pouco mais recuado, pagava um valor menor.
O centroavante German Cano por exemplo pagava R$ 3,50 por R$ 1 real apostado caso passasse de 1 falta!
Já PH Ganso, um pouco mais recuado, pagava um valor menor.
Entretanto não é tão improvável que jogadores de ataque cometam faltas.
Ainda mais em se tratando de atacantes “brigadores” como o argentino goleador do Fluminense.
No Brasileirão passado, German Cano fez 26 faltas em 37 partidas.
Uma estatística que parece baixa, mas pode ser representativa em um embate no qual o Fluminense tente furar a barreira defensiva imposta por uma equipe na retranca.
Ainda mais em se tratando de atacantes “brigadores” como o argentino goleador do Fluminense.
No Brasileirão passado, German Cano fez 26 faltas em 37 partidas.
Uma estatística que parece baixa, mas pode ser representativa em um embate no qual o Fluminense tente furar a barreira defensiva imposta por uma equipe na retranca.
Jogadores defensivos ficam fora da lista pois é usual que cometam mais faltas e os odds seriam muito baixos.
Jogador comete 2 ou mais faltas
Para fornecer um leque maior de apostas os sites também oferecem a opção Jogador comete 2 ou mais faltas.
Esta alternativa está na mesma seção que a opção de 1 ou mais faltas e fornece uma lista maior de jogadores.
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)
Esta alternativa está na mesma seção que a opção de 1 ou mais faltas e fornece uma lista maior de jogadores.
Este mercado segue priorizando jogadores ofensivos.
Mas aqui você pode ver que entram mais atletas de meio campo que além de fornecer passes para o ataque também precisam ajudar na contenção do adversário.
O argentino Martinez, por exemplo, que atua como ponta-esquerda.
Ou mesmo Paulo Henrique Ganso, que pagava R$ 5 por R$ 1 apostado.
Mas aqui você pode ver que entram mais atletas de meio campo que além de fornecer passes para o ataque também precisam ajudar na contenção do adversário.
O argentino Martinez, por exemplo, que atua como ponta-esquerda.
Ou mesmo Paulo Henrique Ganso, que pagava R$ 5 por R$ 1 apostado.
German Cano, por seu lado, pagava R$ 17 por R$ 1.
Uma aposta que pode render excelentes lucros caso o palpite se concretize.
Uma aposta que pode render excelentes lucros caso o palpite se concretize.
Estatísticas para apostas: faltas
Apostas em faltas individuais podem render ótimos ganhos em uma rodada de campeonato.
Por isso é sempre ter a ajuda que a estatística fornece para apostadores.
Reunimos algumas estatísticas do Campeonato Brasileiro 2022 para você entender melhor como apostar neste mercado!
Por isso é sempre ter a ajuda que a estatística fornece para apostadores.
Reunimos algumas estatísticas do Campeonato Brasileiro 2022 para você entender melhor como apostar neste mercado!
Jogadores com mais faltas
Levando em conta a estatística do Brasileirão Série A passado, os jogadores que mais cometeram faltas por partida são todos defensores e todos passam da média dos 2,5.
Como você pode ver na lista abaixo:
Como você pode ver na lista abaixo:
- Rodrigo Fernández (Santos) - 2,9 faltas;
- Aderlan (RB Bragantino) - 2,5 faltas;
- Bruno Silva (Avaí) - 2,5 faltas;
- Richardson (Ceará) - 2,1 faltas;
- Yuri (Juventude) - 1,9 faltas.
Times com mais faltas
- Goiás - 548 faltas;
- América-MG - 544 faltas;
- Fortaleza - 537;
- Ceará - 527.
Como você pode ver os times com mais faltas são aqueles com elencos mais limitados que buscam fazer frente aos grandes.
Como o Fortaleza aqueles de meio de tabela, como América-MG e Goiás, e os que acabam lutando contra o rebaixamento, como o Ceará.
Clubes que estão na ponta da tabela costumam ser menos faltosos.
Como o Fortaleza aqueles de meio de tabela, como América-MG e Goiás, e os que acabam lutando contra o rebaixamento, como o Ceará.
Clubes que estão na ponta da tabela costumam ser menos faltosos.
Jogadores com menos faltas
Já jogadores de grandes clubes que jogam em posições ofensivas costumam cometer menos faltas.
Confira alguns dos jogadores que menos cometeram faltas no Brasileirão da Série B passado*.
Confira alguns dos jogadores que menos cometeram faltas no Brasileirão da Série B passado*.
- Moisés (Fortaleza) - 0,3;
- Gabigol (Flamengo) - 0,3;
- Maicon (Santos) - 0,3;
- Dudu (Palmeiras) - 0,4;
- Gustavo Scarpa (Palmeiras) - 0,4.
*Excluíndo goleiros e jogadores com menos de 1900 minutos jogados.
Times com menos faltas
- Corinthians - 328;
- Atlético-GO - 341;
- Palmeiras - 346;
- Coritiba - 347.
A lista dos times menos faltosos é aparentemente mais aleatória do que a lista dos com mais faltas cometidas.
O campeão Palmeiras e o classificado Corinthians estão lado a lado com o rebaixado Atlético-GO e o 10º colocado Coritiba.
Isso depende do esquema de jogo de cada equipe.
Por isso é sempre interessante estar atento ao modo de jogar de cada time.
O campeão Palmeiras e o classificado Corinthians estão lado a lado com o rebaixado Atlético-GO e o 10º colocado Coritiba.
Isso depende do esquema de jogo de cada equipe.
Por isso é sempre interessante estar atento ao modo de jogar de cada time.
Outras apostas em faltas
As apostas em faltas não se limitam apenas ao mercado do Jogador comete 1 ou mais faltas (ou 2).
Os principais sites de apostas também proporcionam mercados em que você dá seu palpite sobre o total de faltas da partida de modo semelhante ao Total de Gols (Mais de/Menos de), cartões vermelhos por equipe ou por jogador e se haverá algum gol marcado em um tiro livre de falta.
Os principais sites de apostas também proporcionam mercados em que você dá seu palpite sobre o total de faltas da partida de modo semelhante ao Total de Gols (Mais de/Menos de), cartões vermelhos por equipe ou por jogador e se haverá algum gol marcado em um tiro livre de falta.
É importante sempre estar ligado nas estatísticas de cada equipe e saber como as avaliar em comparação aos odds fornecidos pelas casas de apostas como forma de saber encontrar oportunidades.
As condições específicas de uma partida também podem ser reveladoras para isso.
As condições específicas de uma partida também podem ser reveladoras para isso.
A equipe X deve apenas se defender e buscar contra-ataques?
A equipe Y investe muito em lances de infiltração ou bolas alçadas à área?
Tudo isso pode influenciar no número de faltas cometidas pelos jogadores ofensivos.
A equipe Y investe muito em lances de infiltração ou bolas alçadas à área?
Tudo isso pode influenciar no número de faltas cometidas pelos jogadores ofensivos.