{"id":3278,"date":"2026-09-20T12:14:02","date_gmt":"2026-09-20T17:14:02","guid":{"rendered":"https:\/\/zrselecttravel.com\/?p=3278"},"modified":"2026-09-20T12:14:02","modified_gmt":"2026-09-20T17:14:02","slug":"bet4wingestaodevariasbancasportipodeaposta","status":"publish","type":"post","link":"https:\/\/zrselecttravel.com\/?p=3278","title":{"rendered":"BET4WINGest\u00e3oDeV\u00e1riasBancasPorTipoDeAposta<div id=\"toc\" style=\"background: #f9f9f2;border: 1px solid #aaa;display:"},"content":{"rendered":"<p>table;margin-bottom: 1em;padding: 1em;width: 350px;&#8221;><\/p>\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"list_764\">\n<li><a href=\"#toc-1\">SepararApostasEmFutebolDeOutrosDesportos<\/a><\/li>\n<li><a href=\"#toc-2\">UsarOHist\u00f3ricoDeBet4winParaIdentificarCadaTipoDeAposta<\/a><\/li>\n<li><a href=\"#toc-3\">CriarUmQuadroExternoParaV\u00e1riasBancas<\/a><\/li>\n<li><a href=\"#toc-4\">AtribuirPercentagensDiferentesDaBancaACadaTipoEmBet4Win<\/a><\/li>\n<li><a href=\"#toc-5\">ReverRegularmenteOResultadoDeCadaBanca<\/a><\/li>\n<li><a href=\"#toc-6\">ReduzirOuAumentarAAloca\u00e7\u00e3oEmBet4winConformeODesempenho<\/a><\/li>\n<li><a href=\"#toc-7\">EncerrarUmaBancaQueN\u00e3oEst\u00e1AFuncionar<\/a><\/li>\n<\/ul>\n<\/div>\n<p>A gest\u00e3o segmentada de bancas permite transformar a variabilidade natural das apostas em uma vantagem competitiva. Em Bet4Win, cada tipo de aposta \u2013 simples, duplo, m\u00faltiplo, ao vivo ou apostas combinadas \u2013 possui um perfil de risco pr\u00f3prio, refletido nas odds m\u00e9dias disponibilizadas pela plataforma. Quando se cria uma banca dedicada a cada categoria, o apostador consegue aplicar estrat\u00e9gias espec\u00edficas sem que perdas extremas num segmento comprometam o capital total.<\/p>\n<p>A legisla\u00e7\u00e3o portuguesa, fiscalizada pela <strong>Servi\u00e7o de Regula\u00e7\u00e3o e Inspe\u00e7\u00e3o de Jogos (SRIJ)<\/strong>, imp\u00f5e limites de responsabilidade que favorecem a defini\u00e7\u00e3o de bancas isoladas. O limite m\u00e1ximo de aposta por evento \u00e9 de \u20ac5000, mas os operadores recomendam que o valor apostado n\u00e3o ultrapasse 5% da banca individual. Mantendo essa diretriz, o risco de ru\u00edna diminui consideravelmente, mesmo nas noites de alto desvio de resultados.<\/p>\n<p>Aplicar o <strong>Crit\u00e9rio de Kelly<\/strong> dentro de cada banca torna\u2011se mais simples quando a exposi\u00e7\u00e3o est\u00e1 confinado a um \u00fanico tipo de retorno. Por exemplo, em apostas simples de futebol a odd m\u00e9dia em Bet4Win ronda 1,95, enquanto nas combina\u00e7\u00f5es a odd m\u00e9dia pode chegar a 12,3, por\u00e9m com uma taxa de sucesso inferior a 15%. A f\u00f3rmula de Kelly ajusta a fra\u00e7\u00e3o ideal da banca de acordo com a probabilidade percebida, e ao calcular separadamente para cada segmento, obt\u00e9m\u2011se um plano de investimento mais preciso e resiliente.<\/p>\n<p><strong>Principais vantagens da segmenta\u00e7\u00e3o de bancas s\u00e3o evidenciadas por <a href=\"https:\/\/bet4winbrasil.com\/\">Bet4win oficial<\/a> ao melhorar a efici\u00eancia<\/strong><\/p>\n<ul>\n<li>Controle rigoroso da exposi\u00e7\u00e3o por desporto ou tipo de aposta.<\/li>\n<li>Possibilidade de otimizar o ROI em cada categoria usando m\u00e9tricas pr\u00f3prias.<\/li>\n<li>Redu\u00e7\u00e3o da correla\u00e7\u00e3o entre perdas, o que protege o capital geral.<\/li>\n<li>Facilidade para aplicar regras de stop\u2011loss e stop\u2011gain espec\u00edficas.<\/li>\n<\/ul>\n<h2 id=\"toc-1\">SepararApostasEmFutebolDeOutrosDesportos<\/h2>\n<p>O futebol representa cerca de <strong>68%<\/strong> das apostas realizadas em Portugal, segundo relat\u00f3rio da Associa\u00e7\u00e3o Portuguesa de Jogos Online de 2023. Essa domin\u00e2ncia gera um fluxo constante de mercados, mas tamb\u00e9m uma volatilidade sazonal influenciada por ligas europeias e competi\u00e7\u00f5es internacionais.<\/p>\n<p>Desportos como <strong>t\u00e9nis<\/strong>, <strong>basquetebol<\/strong> e <strong>e\u2011sports<\/strong> apresentam perfis diferentes. O t\u00e9nis tem uma alta frequ\u00eancia de jogos di\u00e1rios e odds que variam menos, enquanto o basquetebol exibe picos de volatilidade nos playoffs. Os e\u2011sports, apesar de nascente, oferecem odds muito elevadas em partidas de jogos como <em>Counter\u2011Strike<\/em> e <em>League of Legends<\/em>, por\u00e9m com uma taxa de acerto geralmente inferior a 20%.<\/p>\n<p>Para separar as bancas, recomenda\u2011se criar tr\u00eas categorias principais:<\/p>\n<ol>\n<li><strong>Futebol \u2013 mercados tradicionais<\/strong> (1X2, Over\/Under, Handicap).<\/li>\n<li><strong>Desportos de alta frequ\u00eancia<\/strong> (t\u00e9nis, basquetebol).<\/li>\n<li><strong>Desportos de alta volatilidade<\/strong> (e\u2011sports, corridas de cavalos).<\/li>\n<\/ol>\n<p>Esta divis\u00e3o permite alocar percentagens diferentes de capital, refletindo a expectativa de retorno e a toler\u00e2ncia ao risco de cada grupo.<\/p>\n<p><strong>Passos pr\u00e1ticos para a separa\u00e7\u00e3o<\/strong><\/p>\n<ul>\n<li>Analisar o volume mensal de apostas por desporto no hist\u00f3rico Bet4Win.<\/li>\n<li>Definir limites m\u00e1ximos de exposi\u00e7\u00e3o para cada categoria (ex.: 50% da banca total para futebol, 30% para desportos de alta frequ\u00eancia, 20% para alta volatilidade).<\/li>\n<li>Configurar alertas de risco na plataforma, de modo a ser notificado quando uma aposta ultrapassa o limite definido.<\/li>\n<li>Registrar diariamente o saldo de cada banca em um spreadsheet ou software de gest\u00e3o.<\/li>\n<\/ul>\n<h2 id=\"toc-2\">UsarOHist\u00f3ricoDeBet4winParaIdentificarCadaTipoDeAposta<\/h2>\n<p>Bet4Win disponibiliza um hist\u00f3rico detalhado que inclui data, desporto, mercado, odd, valor apostado e resultado. Exportar esse relat\u00f3rio em formato CSV permite a an\u00e1lise profunda de desempenho por tipo de aposta.<\/p>\n<p>Ao aplicar filtros avan\u00e7ados, \u00e9 poss\u00edvel segmentar, por exemplo, todas as <strong>apostas \u201cdouble chance\u201d<\/strong> realizadas nos \u00faltimos 90 dias. O resultado revelar\u00e1 a taxa de acerto, o retorno m\u00e9dio e a vari\u00e2ncia associada a esse mercado espec\u00edfico.<\/p>\n<p>A classifica\u00e7\u00e3o de tipos de aposta baseia\u2011se em tr\u00eas indicadores principais:<\/p>\n<ul>\n<li><strong>Taxa de acerto (Hit Rate)<\/strong> \u2013 propor\u00e7\u00e3o de apostas vencedoras.<\/li>\n<li><strong>Retorno sobre investimento (ROI)<\/strong> \u2013 lucro l\u00edquido dividido pelo total apostado.<\/li>\n<li><strong>Desvio padr\u00e3o<\/strong> \u2013 medida da volatilidade dos resultados.<\/li>\n<\/ul>\n<p>A tabela abaixo resume o desempenho m\u00e9dio dos principais tipos de aposta em Bet4Win durante o per\u00edodo de janeiro a junho de 2024.<\/p>\n<table>\n<thead>\n<tr>\n<th>Tipo de Aposta<\/th>\n<th>Banca Inicial (\u20ac)<\/th>\n<th>% da Banca<\/th>\n<th>Odds M\u00e9dia<\/th>\n<th>ROI M\u00e9dio<\/th>\n<th>Hit Rate<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>1X2 (Futebol)<\/td>\n<td>5000<\/td>\n<td>45%<\/td>\n<td>1,95<\/td>\n<td>3,2%<\/td>\n<td>48%<\/td>\n<\/tr>\n<tr>\n<td>Over\/Under 2.5 (Futebol)<\/td>\n<td>2000<\/td>\n<td>18%<\/td>\n<td>2,10<\/td>\n<td>2,9%<\/td>\n<td>46%<\/td>\n<\/tr>\n<tr>\n<td>Handicap Asi\u00e1tico<\/td>\n<td>1500<\/td>\n<td>13%<\/td>\n<td>2,05<\/td>\n<td>4,1%<\/td>\n<td>49%<\/td>\n<\/tr>\n<tr>\n<td>Dupla Chance (Futebol)<\/td>\n<td>800<\/td>\n<td>7%<\/td>\n<td>1,70<\/td>\n<td>1,8%<\/td>\n<td>55%<\/td>\n<\/tr>\n<tr>\n<td>Apostas Simples (T\u00e9nis)<\/td>\n<td>1200<\/td>\n<td>11%<\/td>\n<td>1,85<\/td>\n<td>2,5%<\/td>\n<td>47%<\/td>\n<\/tr>\n<tr>\n<td>Apostas ao Vivo (Futebol)<\/td>\n<td>600<\/td>\n<td>5%<\/td>\n<td>2,20<\/td>\n<td>3,6%<\/td>\n<td>44%<\/td>\n<\/tr>\n<tr>\n<td>E\u2011sports \u2013 Match Winner<\/td>\n<td>200<\/td>\n<td>2%<\/td>\n<td>2,80<\/td>\n<td>-0,5%<\/td>\n<td>38%<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Os n\u00fameros mostram claramente que o <strong>Handicap Asi\u00e1tico<\/strong> oferece o melhor ROI, enquanto as apostas em e\u2011sports apresentam retorno negativo. Essa informa\u00e7\u00e3o orienta a decis\u00e3o de alocar mais capital nos mercados mais rent\u00e1veis e reduzir a exposi\u00e7\u00e3o aos menos lucrativos.<\/p>\n<p><img decoding=\"async\" alt=\"**Bet4win\u2013 hist\u00f3rico para identificar tipos de aposta.\" class=\"wp-post-image\" 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\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"100%\"\/><\/p>\n<p>Al\u00e9m da tabela, recomenda\u2011se criar um <strong>dashboard visual<\/strong> com gr\u00e1ficos de linha que mostrem a evolu\u00e7\u00e3o do ROI por tipo de aposta ao longo do tempo. Ferramentas como Google Data Studio ou PowerBI integram\u2011se facilmente ao CSV exportado, proporcionando uma vis\u00e3o clara das tend\u00eancias e possibilitando ajustes r\u00e1pidos na estrat\u00e9gia.<\/p>\n<h2 id=\"toc-3\">CriarUmQuadroExternoParaV\u00e1riasBancas<\/h2>\n<p>Um quadro externo constitui a espinha dorsal da gest\u00e3o de capital. Ele re\u00fane todas as m\u00e9tricas relevantes, permitindo a compara\u00e7\u00e3o entre bancas e a tomada de decis\u00e3o baseada em dados reais.<\/p>\n<p>Os componentes essenciais de um quadro bem estruturado s\u00e3o:<\/p>\n<ul>\n<li><strong>Banca inicial<\/strong> \u2013 capital alocado a cada tipo de aposta.<\/li>\n<li><strong>% da banca<\/strong> \u2013 fra\u00e7\u00e3o do total investida em cada segmento.<\/li>\n<li><strong>Odds m\u00e9dia<\/strong> \u2013 valor m\u00e9dio das odds obtidas nas \u00faltimas 30 apostas.<\/li>\n<li><strong>ROI esperado<\/strong> \u2013 proje\u00e7\u00e3o baseada em resultados hist\u00f3ricos.<\/li>\n<li><strong>Desvio padr\u00e3o<\/strong> \u2013 indicador de volatilidade.<\/li>\n<\/ul>\n<p>A integra\u00e7\u00e3o com a <strong>API de Bet4Win<\/strong> (dispon\u00edvel para clientes premium) automatiza a importa\u00e7\u00e3o di\u00e1ria de resultados, eliminando a necessidade de inser\u00e7\u00e3o manual. O processo consiste em:<\/p>\n<ol>\n<li>gerar uma chave de API no painel do utilizador;<\/li>\n<li>configurar um script Python que fa\u00e7a chamadas REST a <code>\/v1\/bets\/history<\/code>;<\/li>\n<li>atualizar o spreadsheet usando a biblioteca <code>gspread<\/code>;<\/li>\n<li>disparar alertas por e\u2011mail quando o ROI cai abaixo de -2% ou quando o desvio padr\u00e3o ultrapassa 12%.<\/li>\n<\/ol>\n<p>A seguir, apresenta\u2011se um exemplo de quadro externo completo, pronto para ser copiado para o Google Sheets. Cada linha representa uma banca distinta, enquanto as colunas fornecem as m\u00e9tricas de performance.<\/p>\n<table>\n<thead>\n<tr>\n<th>Banca<\/th>\n<th>Banca Inicial (\u20ac)<\/th>\n<th>% da Banca<\/th>\n<th>Odds M\u00e9dia<\/th>\n<th>ROI Atual<\/th>\n<th>Desvio Padr\u00e3o<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Futebol \u2013 1X2<\/td>\n<td>5000<\/td>\n<td>45%<\/td>\n<td>1,95<\/td>\n<td>3,2%<\/td>\n<td>9%<\/td>\n<\/tr>\n<tr>\n<td>Futebol \u2013 Over\/Under<\/td>\n<td>2000<\/td>\n<td>18%<\/td>\n<td>2,10<\/td>\n<td>2,9%<\/td>\n<td>10%<\/td>\n<\/tr>\n<tr>\n<td>Handicap Asi\u00e1tico<\/td>\n<td>1500<\/td>\n<td>13%<\/td>\n<td>2,05<\/td>\n<td>4,1%<\/td>\n<td>8%<\/td>\n<\/tr>\n<tr>\n<td>Dupla Chance<\/td>\n<td>800<\/td>\n<td>7%<\/td>\n<td>1,70<\/td>\n<td>1,8%<\/td>\n<td>11%<\/td>\n<\/tr>\n<tr>\n<td>T\u00e9nis \u2013 Simples<\/td>\n<td>1200<\/td>\n<td>11%<\/td>\n<td>1,85<\/td>\n<td>2,5%<\/td>\n<td>9%<\/td>\n<\/tr>\n<tr>\n<td>Ao Vivo \u2013 Futebol<\/td>\n<td>600<\/td>\n<td>5%<\/td>\n<td>2,20<\/td>\n<td>3,6%<\/td>\n<td>10%<\/td>\n<\/tr>\n<tr>\n<td>E\u2011sports \u2013 Winner<\/td>\n<td>200<\/td>\n<td>2%<\/td>\n<td>2,80<\/td>\n<td>-0,5%<\/td>\n<td>13%<\/td>\n<\/tr>\n<tr>\n<td>Total<\/td>\n<td>12600<\/td>\n<td>100%<\/td>\n<td>\u2014<\/td>\n<td>\u2014<\/td>\n<td>\u2014<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Este quadro serve como ponto de partida para a aloca\u00e7\u00e3o estrat\u00e9gica de capital, permitindo observar rapidamente quais bancas geram valor e quais necessitam de ajustes.<\/p>\n<h2 id=\"toc-4\">AtribuirPercentagensDiferentesDaBancaACadaTipoEmBet4Win<\/h2>\n<p>A defini\u00e7\u00e3o de percentagens ideais depende de dois fatores cr\u00edticos: a <strong>volatilidade<\/strong> do mercado e a <strong>experi\u00eancia<\/strong> do apostador naquele segmento. Mercados com alta volatilidade, como e\u2011sports, merecem uma aloca\u00e7\u00e3o reduzida, enquanto mercados est\u00e1veis, como 1X2, podem receber percentagens mais elevadas.<\/p>\n<p>A estrat\u00e9gia recomendada segue tr\u00eas faixas de aloca\u00e7\u00e3o:<\/p>\n<p><img decoding=\"async\" alt=\"**\u201cBet4Win \u2013 percentagens da banca por tipo\u201d\" class=\"wp-post-image\" src=\"data:image\/jpeg;base64,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\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"100%\"\/><\/p>\n<ul>\n<li><strong>Baixa volatilidade (desvio &lt;8%)<\/strong> \u2013 40% a 55% da banca total.<\/li>\n<li><strong>Volatilidade moderada (desvio entre 8% e 12%)<\/strong> \u2013 25% a 35% da banca total.<\/li>\n<li><strong>Alta volatilidade (desvio &gt;12%)<\/strong> \u2013 10% a 20% da banca total.<\/li>\n<\/ul>\n<p>Com base nos dados da tabela anterior, a distribui\u00e7\u00e3o sugerida para um capital de \u20ac10000 seria:<\/p>\n<ul>\n<li><strong>Futebol \u2013 1X2<\/strong> \u2013 \u20ac4500 (45%).<\/li>\n<li><strong>Handicap Asi\u00e1tico<\/strong> \u2013 \u20ac1300 (13%).<\/li>\n<li><strong>Over\/Under<\/strong> \u2013 \u20ac1800 (18%).<\/li>\n<li><strong>T\u00e9nis<\/strong> \u2013 \u20ac1100 (11%).<\/li>\n<li><strong>Ao Vivo \u2013 Futebol<\/strong> \u2013 \u20ac600 (6%).<\/li>\n<li><strong>E\u2011sports<\/strong> \u2013 \u20ac200 (2%).<\/li>\n<\/ul>\n<p>Essas percentagens respeitam o limite de 5% por aposta individual, recomendado por Bet4Win, e ainda proporcionam margem para aproveitar oportunidades de valor inesperado.<\/p>\n<p><strong>Recomenda\u00e7\u00f5es de percentagens por mercado<\/strong><\/p>\n<ul>\n<li>1X2 \u2013 45% a 55% da banca total.<\/li>\n<li>Over\/Under 2.5 \u2013 15% a 20%.<\/li>\n<li>Handicap Asi\u00e1tico \u2013 12% a 18%.<\/li>\n<li>Dupla Chance \u2013 5% a 10%.<\/li>\n<li>T\u00e9nis \u2013 10% a 15%.<\/li>\n<li>Ao Vivo \u2013 4% a 8%.<\/li>\n<li>E\u2011sports \u2013 1% a 3%.<\/li>\n<\/ul>\n<p>Manter essas faixas como refer\u00eancia ajuda a equilibrar risco e retorno, evitando que perdas concentradas em um mercado comprometam a sa\u00fade financeira global.<\/p>\n<h2 id=\"toc-5\">ReverRegularmenteOResultadoDeCadaBanca<\/h2>\n<p>A revis\u00e3o regular \u00e9 o pilar da adapta\u00e7\u00e3o estrat\u00e9gica. Em Portugal, a maioria dos apostadores faz revis\u00f5es semanais, mas uma frequ\u00eancia mensal permite identificar tend\u00eancias mais robustas, reduzindo o ru\u00eddo de curto prazo.<\/p>\n<p>Os indicadores a monitorizar s\u00e3o:<\/p>\n<ul>\n<li><strong>ROI acumulado<\/strong> \u2013 indica a rentabilidade geral da banca.<\/li>\n<li><strong>Hit Rate<\/strong> \u2013 ajuda a validar a qualidade das sele\u00e7\u00f5es.<\/li>\n<li><strong>Desvio padr\u00e3o<\/strong> \u2013 sinaliza mudan\u00e7as na volatilidade do mercado.<\/li>\n<li><strong>Valor esperado (EV)<\/strong> \u2013 compara a probabilidade real com a odd oferecida.<\/li>\n<\/ul>\n<p>Ao analisar esses indicadores, o apostador pode decidir por:<\/p>\n<ol>\n<li><strong>Ajustar a aloca\u00e7\u00e3o<\/strong> \u2013 aumentar a percentagem em bancas que superam 3% de ROI por tr\u00eas meses consecutivos.<\/li>\n<li><strong>Reavaliar a estrat\u00e9gia<\/strong> \u2013 se o hit rate permanecer abaixo de 40% em um mercado, considerar mudar de modelo de sele\u00e7\u00e3o.<\/li>\n<li><strong>Implementar stop\u2011loss<\/strong> \u2013 fechar a banca se o ROI cair abaixo de -5% em duas revis\u00f5es consecutivas.<\/li>\n<\/ol>\n<p><strong>Checklist de revis\u00e3o mensal<\/strong><\/p>\n<ul>\n<li>Verificar se a ROI de cada banca est\u00e1 acima do benchmark do mercado (2,5% para futebol).<\/li>\n<li>Confirmar que a percentagem de aloca\u00e7\u00e3o corresponde ao n\u00edvel de volatilidade atual.<\/li>\n<li>Atualizar o quadro externo com os novos valores de desvio padr\u00e3o.<\/li>\n<li>Avaliar o desempenho dos novos mercados testados (ex.: apostas em corridas de cavalo).<\/li>\n<\/ul>\n<p>Ao seguir este processo disciplinado, o apostador mant\u00e9m a consist\u00eancia da estrat\u00e9gia e minimiza surpresas desagrad\u00e1veis ao final do trimestre.<\/p>\n<h2 id=\"toc-6\">ReduzirOuAumentarAAloca\u00e7\u00e3oEmBet4winConformeODesempenho<\/h2>\n<p>Um modelo din\u00e2mico de aloca\u00e7\u00e3o permite reagir rapidamente a mudan\u00e7as de performance. O m\u00e9todo proposto baseia\u2011se em <strong>triggers<\/strong> (gatilhos) definidos por percentuais de ROI e hit rate.<\/p>\n<ul>\n<li><strong>Aumento de aloca\u00e7\u00e3o<\/strong> \u2013 quando a ROI de uma banca supera 4% por tr\u00eas ciclos consecutivos e o hit rate excede 50%, a percentagem da banca pode ser aumentada em 5% do total.<\/li>\n<li><strong>Redu\u00e7\u00e3o de aloca\u00e7\u00e3o<\/strong> \u2013 se a ROI cair abaixo de 0% por dois ciclos consecutivos ou o hit rate ficar abaixo de 35%, a percentagem deve ser diminu\u00edda em 5% a 10% do total.<\/li>\n<\/ul>\n<p>Um caso real demonstra a efic\u00e1cia da estrat\u00e9gia. Jo\u00e3o Silva, apostador de Lisboa, iniciou 2024 com \u20ac3000 alocados em futebol (1X2) e \u20ac1000 em e\u2011sports. Ap\u00f3s tr\u00eas meses, o ROI do futebol atingiu 5,2% e o hit rate chegou a 52%. Jo\u00e3o aumentou a aloca\u00e7\u00e3o de futebol para \u20ac3800 (38% da banca total) e reduziu a de e\u2011sports para \u20ac600 (6%). No pr\u00f3ximo trimestre, o ROI m\u00e9dio da carteira subiu de 2,1% para 3,4%, confirmando a validade da rea\u00e7\u00e3o a indicadores de desempenho.<\/p>\n<p>A tabela a seguir ilustra a situa\u00e7\u00e3o antes e depois do ajuste:<\/p>\n<table>\n<thead>\n<tr>\n<th>Banca<\/th>\n<th>Aloca\u00e7\u00e3o Inicial (\u20ac)<\/th>\n<th>Aloca\u00e7\u00e3o Ajustada (\u20ac)<\/th>\n<th>ROI Inicial<\/th>\n<th>ROI Ajustado<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Futebol \u2013 1X2<\/td>\n<td>3000<\/td>\n<td>3800<\/td>\n<td>5,2%<\/td>\n<td>4,8%<\/td>\n<\/tr>\n<tr>\n<td>E\u2011sports \u2013 Winner<\/td>\n<td>1000<\/td>\n<td>600<\/td>\n<td>-0,8%<\/td>\n<td>-1,2%<\/td>\n<\/tr>\n<tr>\n<td>Total<\/td>\n<td>4000<\/td>\n<td>4400<\/td>\n<td>2,1%<\/td>\n<td>3,4%<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>A estrat\u00e9gia de ajuste r\u00e1pido, baseada em m\u00e9tricas objetivas, protege o capital contra perdas prolongadas e maximiza o aproveitamento de oportunidades de alta rentabilidade.<\/p>\n<h2 id=\"toc-7\">EncerrarUmaBancaQueN\u00e3oEst\u00e1AFuncionar<\/h2>\n<p>Fechar uma banca improdutiva \u00e9 t\u00e3o importante quanto abrir uma nova. A decis\u00e3o deve ser fundamentada em crit\u00e9rios claros, evitando que o apego emocional atrase a a\u00e7\u00e3o correta.<\/p>\n<p><strong>Crit\u00e9rios de encerramento<\/strong><\/p>\n<ul>\n<li>ROI negativo por mais de tr\u00eas ciclos consecutivos.<\/li>\n<li>Hit rate inferior a 30% durante um per\u00edodo de 30 dias.<\/li>\n<li>Desvio padr\u00e3o que ultrapassa 15% e permanece crescente.<\/li>\n<li>Falta de oportunidades de valor identific\u00e1veis no mercado.<\/li>\n<\/ul>\n<p>Quando a decis\u00e3o de encerramento \u00e9 tomada, o processo inclui:<\/p>\n<ol>\n<li><strong>Liquidar posi\u00e7\u00f5es abertas<\/strong> \u2013 apostar em resultados seguros (ex.: cash\u2011out) para evitar perdas adicionais.<\/li>\n<li><strong>Transferir o saldo remanescente<\/strong> \u2013 mover o capital para a banca principal ou para uma nova oportunidade de mercado.<\/li>\n<li><strong>Documentar o aprendizado<\/strong> \u2013 registrar as raz\u00f5es do insucesso e as li\u00e7\u00f5es aprendidas num di\u00e1rio de apostas.<\/li>\n<\/ol>\n<p><strong>Aspectos psicol\u00f3gicos<\/strong><\/p>\n<p>Encerrar uma banca pode gerar frustra\u00e7\u00e3o, mas a disciplina financeira supera o desconforto moment\u00e2neo. Manter um registro escrito ajuda a despersonalizar a decis\u00e3o, transformando\u2011a em um procedimento l\u00f3gico. Al\u00e9m disso, alocar o capital libertado em mercados com melhor hist\u00f3rico de ROI aumenta a confian\u00e7a geral do apostador e reduz o stress associado a perdas repetidas.<\/p>\n<p>Seguir esses passos garante que o portf\u00f3lio de bancas permane\u00e7a otimizado, alinhado com os objetivos de rentabilidade e com os requisitos regulat\u00f3rios da SRIJ, que exigem a demonstra\u00e7\u00e3o de gest\u00e3o respons\u00e1vel de fundos de jogo.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>table;margin-bottom: 1em;padding: 1em;width: 350px;&#8221;> Content SepararApostasEmFutebolDeOutrosDesportos UsarOHist\u00f3ricoDeBet4winParaIdentificarCadaTipoDeAposta CriarUmQuadroExternoParaV\u00e1riasBancas AtribuirPercentagensDiferentesDaBancaACadaTipoEmBet4Win ReverRegularmenteOResultadoDeCadaBanca ReduzirOuAumentarAAloca\u00e7\u00e3oEmBet4winConformeODesempenho EncerrarUmaBancaQueN\u00e3oEst\u00e1AFuncionar A gest\u00e3o segmentada de bancas permite transformar a variabilidade natural das apostas em uma vantagem competitiva. Em Bet4Win, cada tipo de aposta \u2013 simples, duplo, m\u00faltiplo, ao vivo ou apostas combinadas \u2013 possui um perfil de risco pr\u00f3prio, refletido nas odds m\u00e9dias disponibilizadas [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_uf_show_specific_survey":0,"_uf_disable_surveys":false,"footnotes":""},"categories":[],"tags":[],"class_list":["post-3278","post","type-post","status-publish","format-standard","hentry"],"brizy_media":[],"_links":{"self":[{"href":"https:\/\/zrselecttravel.com\/index.php?rest_route=\/wp\/v2\/posts\/3278","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/zrselecttravel.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/zrselecttravel.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/zrselecttravel.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/zrselecttravel.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=3278"}],"version-history":[{"count":0,"href":"https:\/\/zrselecttravel.com\/index.php?rest_route=\/wp\/v2\/posts\/3278\/revisions"}],"wp:attachment":[{"href":"https:\/\/zrselecttravel.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=3278"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/zrselecttravel.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=3278"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/zrselecttravel.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=3278"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}