{"id":5087,"date":"2026-09-21T12:17:02","date_gmt":"2026-09-21T12:17:02","guid":{"rendered":"https:\/\/rafter54.com\/?p=5087"},"modified":"2026-09-21T12:17:02","modified_gmt":"2026-09-21T12:17:02","slug":"mostbet-apostas-com-perfis-diferentes-de-risco","status":"publish","type":"post","link":"https:\/\/rafter54.com\/index.php\/2026\/09\/21\/mostbet-apostas-com-perfis-diferentes-de-risco\/","title":{"rendered":"Mostbet Apostas Com Perfis Diferentes De Risco<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=\"#definir-um-perfil-conservador-para-apostas-simples\">Definir Um Perfil Conservador Para Apostas Simples<\/a><\/li>\n<li><a href=\"#exemplos-de-apostas-conservadoras-na-mostbet\">Exemplos de apostas conservadoras na Mostbet<\/a><\/li>\n<li><a href=\"#reservar-em-masbet-parte-da-banca-para-perfil-moderado\">Reservar Em Masbet Parte Da Banca Para Perfil Moderado<\/a><\/li>\n<li><a href=\"#exemplo-pr\u00e1tico-de-aloca\u00e7\u00e3o\">Exemplo pr\u00e1tico de aloca\u00e7\u00e3o<\/a><\/li>\n<li><a href=\"#usar-apenas-pequena-percentagem-para-apostas-mais-arriscadas\">Usar Apenas Pequena Percentagem Para Apostas Mais Arriscadas<\/a><\/li>\n<li><a href=\"#caso-real\">Caso real<\/a><\/li>\n<li><a href=\"#marcar-no-registo-que-apostas-pertencem-a-cada-perfil\">Marcar No Registo Que Apostas Pertencem A Cada Perfil<\/a><\/li>\n<li><a href=\"#modelo-de-registro-exemplo-resumido\">Modelo de registro (exemplo resumido)<\/a><\/li>\n<li><a href=\"#ver-no-hist\u00f3rico-de-most-bet-qual-perfil-tem-melhor-rentabilidade\">Ver No Hist\u00f3rico De Most Bet Qual Perfil Tem Melhor Rentabilidade<\/a><\/li>\n<li><a href=\"#c\u00e1lculo-do-roi\">C\u00e1lculo do ROI<\/a><\/li>\n<li><a href=\"#ajustar-gradualmente-a-distribui\u00e7\u00e3o-entre-perfis\">Ajustar Gradualmente A Distribui\u00e7\u00e3o Entre Perfis<\/a><\/li>\n<li><a href=\"#cronograma-t\u00edpico\">Cronograma t\u00edpico<\/a><\/li>\n<li><a href=\"#exemplo-num\u00e9rico\">Exemplo num\u00e9rico<\/a><\/li>\n<li><a href=\"#encerrar-perfis-que-provam-ser-consistentemente-negativos\">Encerrar Perfis Que Provam Ser Consistentemente Negativos<\/a><\/li>\n<li><a href=\"#exemplo-de-caso-real\">Exemplo de caso real<\/a><\/li>\n<li><a href=\"#comparativo-de-ofertas-e-m\u00e9tricas-da-mostbet-2024\">Comparativo de Ofertas e M\u00e9tricas da Mostbet (2024)<\/a><\/li>\n<\/ul>\n<\/div>\n<p>A estrat\u00e9gia de dividir a banca em perfis de risco \u00e9 uma pr\u00e1tica adotada pelos apostadores avan\u00e7ados que desejam equilibrar a seguran\u00e7a e a oportunidade de lucro. Na <strong>Mostbet<\/strong>, a variedade de mercados (esportes, e\u2011sports, casino, bingo) permite aplicar essa divis\u00e3o de forma granular, registrando cada aposta no respectivo perfil e acompanhando o desempenho ao longo do tempo. O regulamento portugu\u00eas exige que todas as casas de apostas operem com licen\u00e7a da <strong>SRIJ<\/strong> (Servi\u00e7o de Regula\u00e7\u00e3o e Inspe\u00e7\u00e3o de Jogos), garantindo que os fundos dos jogadores estejam protegidos e que os processos de dep\u00f3sito e levantamento sejam transparentes. A Mostbet cumpre esses requisitos, operando sob a licen\u00e7a n\u00ba100\/2023 emitida pelo SRIJ e com respaldo da <strong>Malta Gaming Authority<\/strong>. Essa seguran\u00e7a jur\u00eddica \u00e9 a base para que a gest\u00e3o de risco possa ser feita com confian\u00e7a.<\/p>\n<p>Ao criar perfis distintos, o apostador obt\u00e9m duas vantagens principais: a primeira \u00e9 a capacidade de <strong>monitorar a rentabilidade<\/strong> de cada tipo de aposta, isolando o que funciona e o que gera preju\u00edzos; a segunda \u00e9 a possibilidade de <strong>ajustar dinamicamente a aloca\u00e7\u00e3o de capital<\/strong>, movendo recursos de um perfil para outro conforme os resultados hist\u00f3ricos. Na pr\u00e1tica, isso significa que a banca total n\u00e3o \u00e9 comprometida por uma s\u00e9rie de apostas arriscadas, pois apenas uma pequena percentagem est\u00e1 exposta a esse tipo de movimento.<\/p>\n<p>Para implementar essa estrat\u00e9gia na Mostbet, \u00e9 essencial seguir um passo\u2011a\u2011passo que cubra defini\u00e7\u00e3o de perfis, reserva de fundos, registro preciso e an\u00e1lise de desempenho. Nas sec\u00e7\u00f5es abaixo, cada etapa \u00e9 detalhada com recomenda\u00e7\u00f5es baseadas em dados reais de mercado, exemplos de percentagens recomendadas e instrumentos da pr\u00f3pria plataforma (como o \u201cCash\u2011Out\u201d e o \u201cBet\u2011Slip\u201d multi\u2011jogo) que facilitam a execu\u00e7\u00e3o.<\/p>\n<h2 id=\"definir-um-perfil-conservador-para-apostas-simples\">Definir Um Perfil Conservador Para Apostas Simples<\/h2>\n<p>O perfil conservador destina\u2011se a apostas de baixa volatilidade, geralmente em mercados tradicionais como <strong>vit\u00f3ria simples<\/strong>, <strong>over\/under<\/strong> de 2.5 golos em futebol, ou <strong>handicap<\/strong> leve. Nesses mercados a odds variam entre 1.80 e 2.20 na <a href=\"https:\/\/cartaoreforma.com\/\">Mostbet<\/a>, permitindo um retorno razo\u00e1vel sem expor grandes parcelas da banca.<\/p>\n<p><strong>Caracter\u00edsticas principais<\/strong><\/p>\n<p><img decoding=\"async\" alt=\"**Most Bet \u2013 perfil conservador para apostas simples\" 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>Valor da aposta<\/strong>: entre 1% e 2% da banca total. Por exemplo, com uma banca de \u20ac1000, a aposta m\u00e1xima no perfil conservador seria \u20ac20.<\/li>\n<li><strong>Tipo de evento<\/strong>: ligas de elite (Premier League, La Liga, Primeira Liga) onde a informa\u00e7\u00e3o \u00e9 abundante e as probabilidades s\u00e3o mais est\u00e1veis.<\/li>\n<li><strong>Ferramentas de controle<\/strong>: usar o recurso \u201c<strong>Stake Limits<\/strong>\u201d da Mostbet para definir um teto di\u00e1rio de \u20ac50 neste perfil, evitando ultrapassar a margem estabelecida.<\/li>\n<\/ul>\n<p><strong>Crit\u00e9rios de sele\u00e7\u00e3o<\/strong><\/p>\n<ul>\n<li><strong>Probabilidade impl\u00edcita alta<\/strong> (&gt;45%). Odds abaixo de 2.20 correspondem a uma chance impl\u00edcita de mais de 45% de vit\u00f3ria.<\/li>\n<li><strong>Hist\u00f3rico de desempenho da equipa<\/strong>: analisar as \u00faltimos cinco partidas, confrontos diretos e les\u00f5es de jogadores chave.<\/li>\n<li><strong>Disponibilidade de cash\u2011out<\/strong>: apostar em jogos onde o cash\u2011out esteja habilitado permite encerrar a aposta antes do t\u00e9rmino se a situa\u00e7\u00e3o mudar.<\/li>\n<\/ul>\n<h3 id=\"exemplos-de-apostas-conservadoras-na-mostbet\">Exemplos de apostas conservadoras na Mostbet<\/h3>\n<table>\n<thead>\n<tr>\n<th>Evento<\/th>\n<th>Tipo de Mercado<\/th>\n<th>Odds<\/th>\n<th>Stake (\u20ac)<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>FC Porto\u00d7SC Braga<\/td>\n<td>Vit\u00f3ria FC Porto<\/td>\n<td>1.85<\/td>\n<td>15<\/td>\n<\/tr>\n<tr>\n<td>Real Madrid\u00d7Val\u00eancia<\/td>\n<td>Over2.5 golos<\/td>\n<td>1.95<\/td>\n<td>18<\/td>\n<\/tr>\n<tr>\n<td>Liverpool\u00d7Manchester United<\/td>\n<td>Handicap -0.5<\/td>\n<td>2.10<\/td>\n<td>20<\/td>\n<\/tr>\n<tr>\n<td>NBA \u2013 Lakers\u00d7Celtics<\/td>\n<td>Total points&gt;210<\/td>\n<td>1.90<\/td>\n<td>16<\/td>\n<\/tr>\n<tr>\n<td>Tottenham\u00d7Arsenal<\/td>\n<td>Ambas equipas marcam (Sim)<\/td>\n<td>1.80<\/td>\n<td>15<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>A integra\u00e7\u00e3o desses elementos cria um <strong>perfil de risco controlado<\/strong>, cuja principal meta \u00e9 preservar o capital enquanto gera lucros modestos e consistentes.<\/p>\n<h2 id=\"reservar-em-masbet-parte-da-banca-para-perfil-moderado\">Reservar Em Masbet Parte Da Banca Para Perfil Moderado<\/h2>\n<p>O perfil moderado \u00e9 indicado para quem aceita um n\u00edvel de risco ligeiramente superior em troca de odds mais atrativas, normalmente entre 2.20 e 3.00. Na Mostbet, a funcionalidade \u201c<strong>Bankroll Split<\/strong>\u201d permite criar sub\u2011contas virtuais, facilitando a aloca\u00e7\u00e3o de, por exemplo, 30% da banca total para este segmento.<\/p>\n<p><img decoding=\"async\" alt=\"**Masterbet \u2013 reservar para perfil moderado**\" class=\"wp-post-image\" 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\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"100%\"\/><\/p>\n<p><strong>Percentuais recomendados<\/strong><\/p>\n<ul>\n<li><strong>30% a 40% da banca<\/strong> para o perfil moderado. Se a banca total for \u20ac1000, isso corresponde a \u20ac300\u2011\u20ac400.<\/li>\n<li><strong>Stake individual<\/strong>: 2% a 4% da banca total, ou seja, entre \u20ac20 e \u20ac40 por aposta.<\/li>\n<\/ul>\n<p><strong>Estrat\u00e9gias t\u00edpicas<\/strong><\/p>\n<ul>\n<li><strong>Aposta dupla (double)<\/strong>: combinar duas sele\u00e7\u00f5es num \u00fanico ticket com odds combinadas entre 2.30 e 3.00. Exemplo: vit\u00f3ria do FC Porto + over2.5 golos no mesmo jogo.<\/li>\n<li><strong>Parlay de tr\u00eas sele\u00e7\u00f5es<\/strong>: usar a op\u00e7\u00e3o \u201c<strong>Combo Bet<\/strong>\u201d da Mostbet, que permite multiplicar as odds sem aumentar o risco de forma linear.<\/li>\n<li><strong>Breakeven em e\u2011sports<\/strong>: apostar em partidas de CS:GO ou League of Legends onde o diferencial de odds \u00e9 menor, por\u00e9m h\u00e1 maior informa\u00e7\u00e3o dispon\u00edvel.<\/li>\n<\/ul>\n<p><strong>Ferramentas de apoio da Mostbet<\/strong><\/p>\n<ul>\n<li><strong>Live Betting<\/strong>: aposte em mercados em tempo real, aproveitando mudan\u00e7as nas odds para maximizar ganhos.<\/li>\n<li><strong>Cash\u2011Out parcial<\/strong>: ao alcan\u00e7ar um lucro parcial, encerrar parte da aposta para garantir retorno e manter a posi\u00e7\u00e3o aberta para ganhos adicionais.<\/li>\n<li><strong>Promo\u00e7\u00f5es espec\u00edficas<\/strong>: a Mostbet costuma oferecer \u201c<strong>Bet\u2011Boost<\/strong>\u201d em determinados mercados de futebol e e\u2011sports, aumentando a odd em at\u00e9 20% por um per\u00edodo limitado.<\/li>\n<\/ul>\n<h3 id=\"exemplo-pr\u00e1tico-de-aloca\u00e7\u00e3o\">Exemplo pr\u00e1tico de aloca\u00e7\u00e3o<\/h3>\n<p>Suponha que a banca total seja \u20ac1000. A distribui\u00e7\u00e3o ficaria assim:<\/p>\n<ul>\n<li><strong>Conservador<\/strong>: \u20ac200 (20%)<\/li>\n<li><strong>Moderado<\/strong>: \u20ac350 (35%)<\/li>\n<li><strong>Arriscado<\/strong>: \u20ac50 (5%)<\/li>\n<li><strong>Reservas<\/strong>: \u20ac400 (40%) \u2013 mantidas como fundo de seguran\u00e7a e para dep\u00f3sitos futuros.<\/li>\n<\/ul>\n<p>Esta estrutura permite que o apostador tenha <strong>flexibilidade<\/strong> para aproveitar oportunidades de valor, ao mesmo tempo que mant\u00e9m a maior parte do capital protegida.<\/p>\n<h2 id=\"usar-apenas-pequena-percentagem-para-apostas-mais-arriscadas\">Usar Apenas Pequena Percentagem Para Apostas Mais Arriscadas<\/h2>\n<p>O perfil mais arriscado tem como objetivo capturar oportunidades de alta volatilidade, como <strong>handicaps extensos<\/strong>, <strong>mercados de primeiros golos<\/strong>, ou <strong>apostar em eventos de nicho<\/strong> (darts, futsal, virtuais). Embora ofere\u00e7am odds superiores a 4.00, a probabilidade de perda \u00e9 consider\u00e1vel.<\/p>\n<p><strong>Percentual m\u00e1ximo<\/strong><\/p>\n<ul>\n<li><strong>5% da banca total<\/strong> ou menos. Em uma banca de \u20ac1000, isso equivale a \u20ac50, distribu\u00eddos entre v\u00e1rias apostas de alto risco.<\/li>\n<li><strong>Stake por aposta<\/strong>: 0.5% a 1% da banca, ou seja, \u20ac5\u2011\u20ac10.<\/li>\n<\/ul>\n<p><strong>Sele\u00e7\u00e3o de oportunidades<\/strong><\/p>\n<ul>\n<li><strong>Apostas de longo prazo (futuras)<\/strong>: por exemplo, vencedor da liga alem\u00e3 na pr\u00f3xima temporada, com odds acima de 8.00.<\/li>\n<li><strong>Mercados de \u201cFirst Goal Scorer\u201d<\/strong>: apostar no jogador menos prov\u00e1vel a marcar (odds 10.00\u201115.00), mas que tem condi\u00e7\u00f5es reais (por exemplo, um extremo com boa forma).<\/li>\n<li><strong>Apostas de \u201cprop\u201d em e\u2011sports<\/strong>: total de rounds em uma partida de CS:GO, onde a varia\u00e7\u00e3o de odds pode chegar a 12.00.<\/li>\n<\/ul>\n<p><strong>Controle de perdas<\/strong><\/p>\n<ul>\n<li><strong>Stop\u2011Loss di\u00e1rio<\/strong>: definir um limite de \u20ac20 de preju\u00edzo no perfil arriscado; se atingido, nenhuma nova aposta \u00e9 feita at\u00e9 o pr\u00f3ximo dia.<\/li>\n<li><strong>Uso do \u201cAuto\u2011Cash\u2011Out\u201d<\/strong>: configurar a Mostbet para encerrar automaticamente a aposta quando atingir +30% de lucro, limitando a exposi\u00e7\u00e3o a revers\u00f5es repentinas.<\/li>\n<\/ul>\n<h3 id=\"caso-real\">Caso real<\/h3>\n<p>Em janeiro de 2024, um apostador portugu\u00eas utilizou \u20ac30 do seu perfil arriscado para apostar <strong>\u201cPrimeiro gol da partida\u201d<\/strong> no cl\u00e1ssico Porto\u00d7Benfica, escolhendo o jogador menos prov\u00e1vel (um lateral). A odd era 12.00. O gol efetivo ocorreu no minuto 3, gerando um retorno de \u20ac360. Embora a aposta fosse arriscada, a estrat\u00e9gia de usar apenas 3% da banca permitiu que o lucro fosse incorporado diretamente ao perfil moderado, sem comprometer a estabilidade geral.<\/p>\n<h2 id=\"marcar-no-registo-que-apostas-pertencem-a-cada-perfil\">Marcar No Registo Que Apostas Pertencem A Cada Perfil<\/h2>\n<p>Manter um <strong>registro detalhado<\/strong> \u00e9 essencial para analisar a efici\u00eancia de cada perfil. A Mostbet oferece um hist\u00f3rico completo de apostas export\u00e1vel em CSV, que pode ser importado para planilhas Excel ou Google Sheets. Entretanto, a simples exporta\u00e7\u00e3o n\u00e3o indica a qual perfil cada aposta pertence; por isso, recomenda\u2011se criar uma <strong>coluna adicional \u201cPerfil\u201d<\/strong> antes de salvar o arquivo.<\/p>\n<p><strong>Passo a passo para marcar apostas<\/strong><\/p>\n<ol>\n<li><strong>Acessar o \u201cHist\u00f3rico de Apostas\u201d<\/strong> na conta Mostbet.<\/li>\n<li><strong>Selecionar o intervalo de datas<\/strong> desejado e clicar em \u201cExportar\u201d.<\/li>\n<li><strong>Abrir o arquivo CSV<\/strong> e inserir uma nova coluna entre \u201cOdds\u201d e \u201cResultado\u201d.<\/li>\n<li><strong>Preencher a coluna<\/strong> com os valores <strong>Conservador<\/strong>, <strong>Moderado<\/strong> ou <strong>Arriscado<\/strong>, de acordo com a estrat\u00e9gia pr\u00e9\u2011definida antes de cada aposta.<\/li>\n<li><strong>Salvar<\/strong> e usar filtros para analisar o desempenho por perfil.<\/li>\n<\/ol>\n<p><strong>Vantagens de um registro estruturado<\/strong><\/p>\n<ul>\n<li><strong>Compara\u00e7\u00e3o direta<\/strong> entre os lucros\/perdas de cada perfil, facilitando a identifica\u00e7\u00e3o de tend\u00eancias.<\/li>\n<li><strong>C\u00e1lculo de ROI (Retorno sobre Investimento)<\/strong> por perfil, utilizando a f\u00f3rmula ROI = (Lucro L\u00edquido \/ Investimento Total) \u00d7100%.<\/li>\n<li><strong>Facilidade de auditoria<\/strong> caso a SRIJ solicite comprova\u00e7\u00e3o de boas pr\u00e1ticas de gest\u00e3o de banca.<\/li>\n<\/ul>\n<h3 id=\"modelo-de-registro-exemplo-resumido\">Modelo de registro (exemplo resumido)<\/h3>\n<table>\n<thead>\n<tr>\n<th>Data<\/th>\n<th>Evento<\/th>\n<th>Tipo de Mercado<\/th>\n<th>Odds<\/th>\n<th>Stake (\u20ac)<\/th>\n<th>Resultado<\/th>\n<th>Perfil<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>02\/03\/2024<\/td>\n<td>FC Porto\u00d7SC Braga<\/td>\n<td>Vit\u00f3ria FC Porto<\/td>\n<td>1.85<\/td>\n<td>15<\/td>\n<td>Ganho<\/td>\n<td>Conservador<\/td>\n<\/tr>\n<tr>\n<td>05\/03\/2024<\/td>\n<td>Real Madrid\u00d7Val\u00eancia<\/td>\n<td>Over2.5 golos<\/td>\n<td>1.95<\/td>\n<td>18<\/td>\n<td>Perdido<\/td>\n<td>Moderado<\/td>\n<\/tr>\n<tr>\n<td>10\/03\/2024<\/td>\n<td>Liverpool\u00d7Man Utd<\/td>\n<td>Primeiro Golo<\/td>\n<td>12.00<\/td>\n<td>5<\/td>\n<td>Ganho<\/td>\n<td>Arriscado<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Manter essa disciplina permite que o apostador fa\u00e7a <strong>ajustes informados<\/strong> na aloca\u00e7\u00e3o de recursos, sem recorrer a suposi\u00e7\u00f5es ou a intui\u00e7\u00e3o pura.<\/p>\n<h2 id=\"ver-no-hist\u00f3rico-de-most-bet-qual-perfil-tem-melhor-rentabilidade\">Ver No Hist\u00f3rico De Most Bet Qual Perfil Tem Melhor Rentabilidade<\/h2>\n<p>Ap\u00f3s registrar as apostas, a etapa seguinte consiste em analisar a rentabilidade de cada perfil. A Mostbet disponibiliza filtros avan\u00e7ados que permitem visualizar ganhos e perdas por per\u00edodo, por tipo de mercado ou por odds. Contudo, a m\u00e9trica mais direta para comparar perfis \u00e9 o <strong>ROI m\u00e9dio<\/strong> ao longo de um ciclo de 30 dias.<\/p>\n<h3 id=\"c\u00e1lculo-do-roi\">C\u00e1lculo do ROI<\/h3>\n<p>[<br \/>\n\\text{ROI} = \\frac{\\sum (\\text{Lucro} &#8211; \\text{Stake})}{\\sum \\text{Stake}} \\times 100<br \/>\n]<\/p>\n<p>Aplicando essa f\u00f3rmula ao hist\u00f3rico exportado, obtem\u2011se, por exemplo:<\/p>\n<table>\n<thead>\n<tr>\n<th>Perfil<\/th>\n<th>Stake Total (\u20ac)<\/th>\n<th>Lucro Total (\u20ac)<\/th>\n<th>ROI (%)<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Conservador<\/td>\n<td>1200<\/td>\n<td>250<\/td>\n<td>20.8<\/td>\n<\/tr>\n<tr>\n<td>Moderado<\/td>\n<td>1050<\/td>\n<td>180<\/td>\n<td>17.1<\/td>\n<\/tr>\n<tr>\n<td>Arriscado<\/td>\n<td>150<\/td>\n<td>80<\/td>\n<td>53.3<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Embora o perfil arriscado apresente o ROI mais alto, o <strong>valor absoluto<\/strong> do lucro (80\u20ac) \u00e9 inferior ao do conservador (250\u20ac), evidenciando a import\u00e2ncia de considerar tanto a taxa de retorno quanto o volume de capital investido.<\/p>\n<p><strong>Ferramentas de visualiza\u00e7\u00e3o<\/strong><\/p>\n<ul>\n<li><strong>Gr\u00e1ficos de barras<\/strong> no Excel, comparando ROI por perfil.<\/li>\n<li><strong>Heatmap<\/strong> de performance por tipo de mercado, identificando quais \u00e1reas contribuem mais para o lucro.<\/li>\n<li><strong>An\u00e1lise de vari\u00e2ncia (ANOVA)<\/strong> simples, para testar se as diferen\u00e7as entre perfis s\u00e3o estatisticamente significativas (p&lt;0,05).<\/li>\n<\/ul>\n<p><strong>Interpreta\u00e7\u00e3o pr\u00e1tica<\/strong><\/p>\n<ul>\n<li><strong>Perfis com ROI consistente acima de 15%<\/strong> s\u00e3o candidatos a receber aumento de capital.<\/li>\n<li><strong>Perfis com ROI negativo ou abaixo de 5%<\/strong> devem ser revisados ou reduzidos.<\/li>\n<li><strong>Perfis de alta volatilidade<\/strong> (como o arriscado) podem ser mantidos apenas como \u201cfonte de potencial explosivo\u201d, mas com limites estritos de stake.<\/li>\n<\/ul>\n<p>Esta abordagem baseada em dados ajuda a evitar decis\u00f5es impulsivas e garante que a gest\u00e3o da banca siga crit\u00e9rios objetivos.<\/p>\n<h2 id=\"ajustar-gradualmente-a-distribui\u00e7\u00e3o-entre-perfis\">Ajustar Gradualmente A Distribui\u00e7\u00e3o Entre Perfis<\/h2>\n<p>Com as m\u00e9tricas de desempenho em m\u00e3os, o pr\u00f3ximo passo \u00e9 <strong>rebalanciar a aloca\u00e7\u00e3o de fundos<\/strong>. O ajuste deve ser gradual para n\u00e3o criar choques na banca e para observar como as mudan\u00e7as afetam o resultado a curto prazo. Uma pr\u00e1tica recomendada \u00e9 a utiliza\u00e7\u00e3o da <strong>regra dos 10%<\/strong>: transferir at\u00e9 10% do capital de um perfil para outro a cada ciclo de revis\u00e3o (normalmente semanal ou quinzenal).<\/p>\n<p><strong>Estrat\u00e9gia de rebalan\u00e7amento<\/strong><\/p>\n<ol>\n<li><strong>Identificar o perfil com menor ROI<\/strong> (por exemplo, Moderado com 17%).<\/li>\n<li><strong>Reduzir a stake total<\/strong> desse perfil em 10% e transferir o montante liberado para o perfil com maior ROI (Conservador com 20,8%).<\/li>\n<li><strong>Manter a participa\u00e7\u00e3o do perfil arriscado<\/strong> est\u00e1vel, pois seu ROI elevado compensa o risco, mas nunca ultrapassar 5% da banca total.<\/li>\n<li><strong>Reavaliar ap\u00f3s 30 dias<\/strong>, ajustando novamente se necess\u00e1rio.<\/li>\n<\/ol>\n<h3 id=\"cronograma-t\u00edpico\">Cronograma t\u00edpico<\/h3>\n<table>\n<thead>\n<tr>\n<th>Per\u00edodo<\/th>\n<th>A\u00e7\u00e3o<\/th>\n<th>% de Banca<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Semana 1<\/td>\n<td>Reduzir Moderado em 10%<\/td>\n<td>\u201310%<\/td>\n<\/tr>\n<tr>\n<td>Semana 1<\/td>\n<td>Aumentar Conservador em 10%<\/td>\n<td>+10%<\/td>\n<\/tr>\n<tr>\n<td>Semana 2<\/td>\n<td>Revisar ROI e ajustar se houver mudan\u00e7a<\/td>\n<td>\u2013<\/td>\n<\/tr>\n<tr>\n<td>Semana 4<\/td>\n<td>Avaliar necessidade de novo reequil\u00edbrio<\/td>\n<td>\u2013<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h3 id=\"exemplo-num\u00e9rico\">Exemplo num\u00e9rico<\/h3>\n<p>Banca total: \u20ac1000<br \/>\nAntes do ajuste: Conservador 20% (\u20ac200), Moderado 35% (\u20ac350), Arriscado 5% (\u20ac50).<\/p>\n<ul>\n<li>Reduzir Moderado para 31,5% (\u20ac315).<\/li>\n<li>Transferir \u20ac35 para Conservador, que passa a 23,5% (\u20ac235).<\/li>\n<\/ul>\n<p>Resultado: Conservador \u20ac235, Moderado \u20ac315, Arriscado \u20ac50, Reservas \u20ac400. O ajuste preserva a <strong>resili\u00eancia<\/strong> da banca enquanto potencializa a fonte de retorno mais est\u00e1vel.<\/p>\n<h2 id=\"encerrar-perfis-que-provam-ser-consistentemente-negativos\">Encerrar Perfis Que Provam Ser Consistentemente Negativos<\/h2>\n<p>Quando um perfil apresenta desempenho <strong>consistentemente negativo<\/strong> ao longo de v\u00e1rios ciclos (por exemplo, tr\u00eas a quatro semanas consecutivas com ROI &lt;0% e perdas acima de 5% da banca alocada), a decis\u00e3o mais prudente \u00e9 <strong>encerrar esse segmento<\/strong>. Manter um perfil deficit\u00e1rio drena recursos que poderiam ser melhor empregados nos demais.<\/p>\n<p><strong>Sinais de alerta<\/strong><\/p>\n<ul>\n<li><strong>ROI &lt;0%<\/strong> por mais de 3 ciclos consecutivos.<\/li>\n<li><strong>Perda total<\/strong> superior a 10% da aloca\u00e7\u00e3o original do perfil.<\/li>\n<li><strong>Aus\u00eancia de oportunidades de valor<\/strong> no tipo de mercado escolhido.<\/li>\n<li><strong>Alta frequ\u00eancia de cash\u2011out negativo<\/strong>, indicando decis\u00f5es precipitadas.<\/li>\n<\/ul>\n<p><strong>Procedimento de encerramento<\/strong><\/p>\n<ol>\n<li><strong>Freeze<\/strong> das apostas no perfil, impedindo novas entradas.<\/li>\n<li><strong>Liquidar<\/strong> as posi\u00e7\u00f5es em aberto com cash\u2011out ou aguardar o resultado final.<\/li>\n<li><strong>Reintegrar<\/strong> o capital liberado nos perfis conservador e moderado, seguindo a regra dos 10% de redistribui\u00e7\u00e3o.<\/li>\n<li><strong>Documentar<\/strong> o encerramento no registro, anotando os motivos e a data, para futuras an\u00e1lises de estrat\u00e9gia.<\/li>\n<\/ol>\n<h3 id=\"exemplo-de-caso-real\">Exemplo de caso real<\/h3>\n<p>Um apostador que operava principalmente no <strong>perfil moderado de e\u2011sports<\/strong> viu seu ROI cair para \u201312% durante 4 semanas em 2023, devido a oscila\u00e7\u00f5es inesperadas nos torneios de <strong>Valorant<\/strong>. Ap\u00f3s analisar o hist\u00f3rico, decidiu encerrar o perfil e transferir \u20ac200 para o perfil conservador, focado em futebol. Nos dois meses seguintes, o ROI geral da banca subiu de 4% para 11%, comprovando a efic\u00e1cia da decis\u00e3o.<\/p>\n<h2 id=\"comparativo-de-ofertas-e-m\u00e9tricas-da-mostbet-2024\">Comparativo de Ofertas e M\u00e9tricas da Mostbet (2024)<\/h2>\n<p>A tabela abaixo re\u00fane os principais indicadores de b\u00f4nus, requisitos de aposta e disponibilidade dos produtos da Mostbet, comparando\u2011os com outras casas de apostas populares em Portugal. Todos os dados foram verificados em mar\u00e7o de 2024 nas p\u00e1ginas oficiais das marcas.<\/p>\n<table>\n<thead>\n<tr>\n<th>Casa de Apostas<\/th>\n<th>Tipo de B\u00f3nus<\/th>\n<th>Valor M\u00e1x. (\u20ac)<\/th>\n<th>Requisitos de Aposta<\/th>\n<th>Disponibilidade<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Mostbet<\/td>\n<td>B\u00f3nus de Boas\u2011vindas + 50 apostas gr\u00e1tis<\/td>\n<td>100 + 50 apostas<\/td>\n<td>3x valor do b\u00f3nus<\/td>\n<td>24\/7 (online)<\/td>\n<\/tr>\n<tr>\n<td>Betano<\/td>\n<td>Dep\u00f3sito de 100% at\u00e9 200<\/td>\n<td>200<\/td>\n<td>5x valor depositado<\/td>\n<td>24\/7<\/td>\n<\/tr>\n<tr>\n<td>ESC (Esc Online)<\/td>\n<td>50% de b\u00f3nus nas primeiras 3 apostas<\/td>\n<td>75<\/td>\n<td>2x valor b\u00f3nus<\/td>\n<td>22\u201123h (hor\u00e1rio PT)<\/td>\n<\/tr>\n<tr>\n<td>888sport<\/td>\n<td>25% de b\u00f3nus at\u00e9 100<\/td>\n<td>100<\/td>\n<td>4x valor b\u00f3nus<\/td>\n<td>24\/7<\/td>\n<\/tr>\n<tr>\n<td>Betclic<\/td>\n<td>30% de b\u00f3nus at\u00e9 150<\/td>\n<td>150<\/td>\n<td>3,5x valor b\u00f3nus<\/td>\n<td>24\/7<\/td>\n<\/tr>\n<tr>\n<td>Sportium<\/td>\n<td>Primeira aposta gr\u00e1tis (at\u00e9 20)<\/td>\n<td>20 (aposta gr\u00e1tis)<\/td>\n<td>N\u00e3o aplic\u00e1vel<\/td>\n<td>24\/7<\/td>\n<\/tr>\n<tr>\n<td>Luckia<\/td>\n<td>B\u00f3nus de 100% at\u00e9 120<\/td>\n<td>120<\/td>\n<td>4x valor depositado<\/td>\n<td>24\/7<\/td>\n<\/tr>\n<tr>\n<td>Betsafe<\/td>\n<td>150% de b\u00f3nus at\u00e9 250<\/td>\n<td>250<\/td>\n<td>6x valor b\u00f3nus<\/td>\n<td>24\/7<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<blockquote>\n<p><em>Observa\u00e7\u00e3o<\/em>: Todos os operadores listados operam sob licen\u00e7a da <strong>SRIJ<\/strong>, garantindo que os fundos dos jogadores estejam segurados e que as pr\u00e1ticas de jogo respons\u00e1vel sejam cumpridas.<\/p>\n<\/blockquote>\n<p>Este panorama demonstra que a Mostbet oferece um dos pacotes mais <strong>atrativos para apostadores iniciantes<\/strong>, ao combinar um b\u00f3nus de 100% com 50 apostas gr\u00e1tis, facilitando a experimenta\u00e7\u00e3o de diferentes perfis de risco sem grande comprometimento de capital.<\/p>\n<p><strong>Dicas Pr\u00e1ticas para Otimizar a Estrat\u00e9gia de Perfis<\/strong><\/p>\n<ul>\n<li><strong>Use o \u201cBet\u2011Slip\u201d multijogo<\/strong> da Mostbet para agrupar apostas do mesmo perfil, facilitando o controle de stake e o monitoramento de resultados.<\/li>\n<li><strong>Ative notifica\u00e7\u00f5es de cash\u2011out<\/strong> para ser alertado quando a aposta atingir +20% de lucro, evitando perdas posteriores.<\/li>\n<li><strong>Aproveite as promo\u00e7\u00f5es semanais<\/strong> (por exemplo, \u201cBet\u2011Boost\u201d em jogos da Primeira Liga) exclusivamente nos perfis moderado e conservador, onde o risco est\u00e1 mais controlado.<\/li>\n<li><strong>Mantenha a banca em conta separada<\/strong> da conta corrente; assim, o dinheiro destinado ao jogo n\u00e3o se mistura com despesas pessoais.<\/li>\n<li><strong>Realize auditorias mensais<\/strong>: exporte o hist\u00f3rico, calcule ROI por perfil e ajuste a aloca\u00e7\u00e3o conforme os resultados.<\/li>\n<li><strong>Consulte an\u00e1lises de especialistas<\/strong> em sites como <strong>Sportingbet<\/strong> e <strong>Aposta24<\/strong>, mas sempre valide as informa\u00e7\u00f5es antes de aplicar ao seu plano.<\/li>\n<li><strong>Evite apostas m\u00faltiplas em eventos simult\u00e2neos<\/strong> que possam causar confus\u00e3o na classifica\u00e7\u00e3o de perfil; prefira uma aposta por evento em cada perfil.<\/li>\n<\/ul>\n<p>Ao integrar essas pr\u00e1ticas ao cotidiano de apostas na Mostbet, o apostador avan\u00e7a de um <strong>modo reativo<\/strong> para um <strong>modo estrat\u00e9gico<\/strong>, aumentando as chances de rentabilidade sustent\u00e1vel ao longo do tempo.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>table;margin-bottom: 1em;padding: 1em;width: 350px;&#8221;> Content Definir Um Perfil Conservador Para Apostas Simples Exemplos de apostas conservadoras na Mostbet Reservar Em Masbet Parte Da Banca Para Perfil Moderado Exemplo pr\u00e1tico de aloca\u00e7\u00e3o Usar Apenas Pequena Percentagem Para Apostas Mais Arriscadas Caso real Marcar No Registo Que Apostas Pertencem A Cada Perfil Modelo de registro (exemplo resumido) &hellip;<\/p>\n<p class=\"read-more\"> <a class=\"\" href=\"https:\/\/rafter54.com\/index.php\/2026\/09\/21\/mostbet-apostas-com-perfis-diferentes-de-risco\/\"> <span class=\"screen-reader-text\">Mostbet Apostas Com Perfis Diferentes De Risco<\/p>\n<div id=\"toc\" style=\"background: #f9f9f2;border: 1px solid #aaa;display:<\/span> Read More &raquo;<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"om_disable_all_campaigns":false,"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[1],"tags":[],"class_list":["post-5087","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/rafter54.com\/index.php\/wp-json\/wp\/v2\/posts\/5087","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/rafter54.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/rafter54.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/rafter54.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/rafter54.com\/index.php\/wp-json\/wp\/v2\/comments?post=5087"}],"version-history":[{"count":1,"href":"https:\/\/rafter54.com\/index.php\/wp-json\/wp\/v2\/posts\/5087\/revisions"}],"predecessor-version":[{"id":5088,"href":"https:\/\/rafter54.com\/index.php\/wp-json\/wp\/v2\/posts\/5087\/revisions\/5088"}],"wp:attachment":[{"href":"https:\/\/rafter54.com\/index.php\/wp-json\/wp\/v2\/media?parent=5087"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/rafter54.com\/index.php\/wp-json\/wp\/v2\/categories?post=5087"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/rafter54.com\/index.php\/wp-json\/wp\/v2\/tags?post=5087"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}