{"id":4789,"date":"2023-12-14T20:23:38","date_gmt":"2023-12-15T00:23:38","guid":{"rendered":"https:\/\/mypot.eu\/blog\/?p=4789"},"modified":"2026-07-29T12:51:44","modified_gmt":"2026-07-29T16:51:44","slug":"las-cuotas-americanas-en-apuestas-deportivas","status":"publish","type":"post","link":"https:\/\/mypot.eu\/blog\/las-cuotas-americanas-en-apuestas-deportivas\/","title":{"rendered":"Las Cuotas Americanas En Apuestas Deportivas"},"content":{"rendered":"<div class=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul>\n<li><a href=\"#an-lisis-en-vivo\">An\u00e1lisis En Vivo<\/a>\n<ul>\n<li><a href=\"#probabilidad-impl-cita\">Probabilidad Impl\u00edcita<\/a><\/li>\n<\/ul>\n<\/li>\n<li><a href=\"#calculadora-de-apuestas-fraccionadas-y-ejemplos\">Calculadora De Apuestas Fraccionadas Y Ejemplos<\/a>\n<ul>\n<li><a href=\"#cuotas-americanas-moneyline\">Cuotas Americanas (moneyline)<\/a><\/li>\n<li><a href=\"#7-wazamba-una-casa-de-apuestas-ex-tica-y-llena-de-diversi-n\">#7 Wazamba &#8211; Una Casa De Apuestas Ex\u00f3tica Y Llena De Diversi\u00f3n<\/a><\/ul>\n<\/li>\n<\/li>\n<\/ul>\n<\/div>\n<p><img class=\"wp-post-image\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"600px\" alt=\"c&#xF3;mo se calculan las cuotas de apuestas deportivas\" 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\"><\/p>\n<p>En cambio, cuotas como 3.00 o 4.00 representan eventos menos probables, pero con pagos m&#xE1;s altos. Entender las probabilidades en una casa de apuestas es m&#xE1;s sencillo de lo que parece. Aprender a leer estas variables ayuda a tomar decisiones m&#xE1;s informadas dentro de las casas de apuestas en Chile. En el deporte pueden darse sorpresas, y muchas veces hay mercados alternativos con cuotas interesantes, como cantidad de goles, tarjetas o estad&#xED;sticas del partido. Con esa informaci&#xF3;n, las plataformas como Betsson asignan valores que reflejan qui&#xE9;n es favorito y qui&#xE9;n no. Una gu&#xED;a clara para entender probabilidades, formatos y factores que afectan las cuotas en plataformas como Betsson Chile. Al comprender c&#xF3;mo funcionan las cuotas y cu&#xE1;les son los mejores mercados para apostar, podr&#xE1;s mejorar considerablemente tus oportunidades de ganar mientras apoyas a tus equipos favoritos.<\/p>\n<p>Comprender estos formatos te permitir&#xE1; comparar ofertas entre diferentes casas de apuestas y, lo m&#xE1;s importante, identificar cu&#xE1;ndo una cuota ofrece un valor real. Las cuotas en las apuestas deportivas pueden parecer un misterio al principio, pero son la clave para entender el potencial de tus ganancias y la probabilidad impl&#xED;cita de un evento. No parece mucho, pero sostenido durante cientos de apuestas, construye beneficios consistentes. Las cuotas son 2.30 para la Real Sociedad, 3.40 para el empate, y 3.10 para el Athletic. A diferencia de un dado o una ruleta, donde las probabilidades son conocidas y fijas, en el deporte solo podemos hacer estimaciones m&#xE1;s o menos informadas. El problema, naturalmente, es que nadie sabe cu&#xE1;l es la probabilidad real de un evento deportivo.<\/p>\n<p>Muchas incorporan filtros por disciplina, torneo o tipo de apuesta, as&#xED; como alertas y estad&#xED;sticas que aportan contexto a cada evento. Adem&#xE1;s, suelen actualizar la informaci&#xF3;n en tiempo real, mostrar la evoluci&#xF3;n hist&#xF3;rica de las cuotas y permitir comparar mercados en m&#xFA;ltiples deportes y competiciones. Cuando muchas personas apuestan por un mismo resultado, las casas de apuestas suelen modificar las cuotas para equilibrar el riesgo y la demanda dentro de la plataforma. A esto se suman las lesiones y suspensiones, ya que la ausencia de figuras clave puede modificar las expectativas y ajustar las probabilidades. Uno de los principales es el rendimiento reciente de equipos o jugadores, considerando estad&#xED;sticas, resultados previos y nivel competitivo. Aunque pueden parecer complejas al principio, ayudan a identificar r&#xE1;pidamente qui&#xE9;n es favorito y qu&#xE9; apuestas ofrecen pagos m&#xE1;s altos dentro de una casa de apuestas deportiva.<\/p>\n<h2 id=\"an-lisis-en-vivo\">An&#xE1;lisis En Vivo<\/h2>\n<p>Incluso los apostadores experimentados pueden cometer errores al interpretar los puntos. Los apostadores experimentados no solo consideran qui&#xE9;n ganar&#xE1; o perder&#xE1;, sino c&#xF3;mo los puntos afectar&#xE1;n el resultado de sus apuestas. Entender los puntos es fundamental para desarrollar estrategias de apuestas efectivas. Estos factores se analizan cuidadosamente para crear una l&#xED;nea de puntos que sea justa y atractiva para los apostadores. Las casas de apuestas emplean a analistas expertos y utilizan algoritmos sofisticados para determinar los puntos <a href=\"https:\/\/nequi.casino\/\">es verdad lo de nequi casino<\/a> adecuados para cada evento.<\/p>\n<h3 id=\"probabilidad-impl-cita\">Probabilidad Impl&#xED;cita<\/h3>\n<p>Cada casa de apuestas manejar&#xE1; unas cuotas, usualmente suelen ser muy similares, pero debes darte cuenta si el equipo o el atleta jugar&#xE1; en casa o en visitante. Hemos reunido los consejos de nuestros expertos sobre c&#xF3;mo apostar en apuestas deportivas con &#xE9;xito en las casas de apuestas online. Esto ayuda a encontrar las mejores cuotas y descubrir apuestas de valor. Comprender las cuotas de apuestas es clave para realizar apuestas deportivas m&#xE1;s informadas. Pagar con Skrill es una gran opci&#xF3;n, ya que se acepta en cientos de casas de apuestas online. Comparar las cuotas en plataforma como OddsChecker te permite identificar la p&#xE1;gina de apuestas que ofrece las mejores cuotas. Las cuotas fraccionarias representan el beneficio potencial en relaci&#xF3;n con la apuesta. Las cuotas decimales representan la cantidad total que se te pagar&#xE1; si ganas la apuesta, incluyendo la apuesta original.<\/p>\n<p>Una apuesta de valor se produce cuando el apostante cree que las probabilidades de que ocurra un evento son mayores que las probabilidades que le asigna la casa de apuestas, presentando as&#xED; oportunidades potenciales. De este modo, tambi&#xE9;n reflejan la probabilidad que la casa de apuestas le asigna al evento (p.ej. &#x201C;gana el equipo visitante&#x201D;). Adem&#xE1;s, exploraremos el beneficio de tener una cuenta Skrill en el mundo de las apuestas deportivas. Aprenda a interpretar las cuotas de las apuestas y a calcular una apuesta de valor en el mundo de las apuestas deportivas. Recuerde, apostar implica un nivel de riesgo y no se garantiza que estas estrategias resulten en &#xE9;xito. Observar estas tendencias puede proporcionar informaci&#xF3;n valiosa que puede influir en sus decisiones de apuestas;<\/p>\n<p>Por lo tanto, una casa de apuestas podr&#xED;a ofrecer cuotas para el lanzamiento de una moneda y el partido de f&#xFA;tbol que se parecen m&#xE1;s a esto. Las cuotas de nuestro lanzamiento de moneda y partido de f&#xFA;tbol que imaginamos podr&#xED;an mostrarse como esta tabla a continuaci&#xF3;n. Las casas de apuestas suelen mostrar las cuotas en uno de tres formatos, cuotas americanas, cuotas fraccionarias y decimales. Por lo tanto, debes buscar las mejores cuotas y debes saber si esas cuotas tienen un buen valor o no. Diferentes casas de apuestas ofrecen diferentes cuotas. Lo importante que debes saber es que las cuotas de apuestas no reflejan la probabilidad real de que suceda algo, solo la oferta de la casa de apuestas. Cada vez que realizas una apuesta en una casa de apuestas, se te ofrecer&#xE1;n cuotas en ese momento, lo que significa cu&#xE1;nto puedes ganar. En las estad&#xED;sticas, las cuotas reflejan la  probabilidad de que se produzca dicho evento.<\/p>\n<p>Otra de las mejores casas de apuestas en Per&#xFA; es 22Bet. Recopila todos los mercados con los que podr&#xE1;s ganar y cobrar tus ganancias antes de que termine el partido. Por ejemplo, en f&#xFA;tbol, podr&#xE1;s apostar a ganador, h&#xE1;ndicap, total, doble oportunidad, as&#xED; como a c&#xF3;rneres, jugadores o goles. Primero, tiene una interfaz din&#xE1;mica que se diferencia del resto. Lo habitual es que las casas de apuestas te pidan tener fondos en tu cuenta o haber realizado una apuesta reciente para acceder a las retransmisiones de partidos en directo de la plataforma.<\/p>\n<p>De esta manera, podemos aplicar nuestras ideas sobre el f&#xFA;tbol, &#x200B;&#x200B;como que los favoritos visitantes no ganan tanto como esperamos, y luego ver si realizar la apuesta de doble oportunidad de casa\/empate generar&#xED;a ganancias. Esto requiere la recopilaci&#xF3;n de una gran cantidad de datos hist&#xF3;ricos de f&#xFA;tbol y las correspondientes cuotas de las casas de apuestas. Esto hace que las casas asi&#xE1;ticas sean buenas casas de apuestas, ya que tenemos menos desventajas que superar desde el principio, un margen del 2% en lugar del 5-8% en otros. Las casas de apuestas sharp, dependen de un margen m&#xE1;s bajo, pero est&#xE1;n atentos a los cambios del mercado y ajusten sus cuotas en consecuencia. Los usuarios no van a crearles un agujero de inicio, ya que sus cuotas no son las mejores para empezar. Las casas de apuestas soft tienden a depender de m&#xE1;rgenes m&#xE1;s grandes, lo que significa que no tienen que preocuparse tanto por los cambios del mercado porque sus cuotas tienen poco valor desde el principio.<\/p>\n<p>Recuerde, un overround m&#xE1;s bajo equivale a mejores probabilidades para el apostante, ya que el margen de la casa de apuestas es menor. Este porcentaje adicional es su ganancia, lo que garantiza que ganen dinero independientemente del resultado del evento. En pocas palabras, las casas de apuestas establecen las cuotas de manera que  la suma de probabilidades sea superior al 100%. B&#xE1;sicamente, representa el margen de beneficio de la casa de apuestas incluido en las cuotas. La probabilidad juega un papel fundamental en las apuestas deportivas, ya que constituye la base del c&#xE1;lculo de las cuotas.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content An\u00e1lisis En Vivo Probabilidad Impl\u00edcita Calculadora De Apuestas Fraccionadas Y Ejemplos Cuotas Americanas (moneyline) #7 Wazamba &#8211; Una Casa De Apuestas Ex\u00f3tica Y Llena De Diversi\u00f3n En cambio, cuotas como 3.00 o 4.00 representan eventos menos probables, pero con pagos m&#xE1;s altos. Entender las probabilidades en una casa de apuestas es m&#xE1;s sencillo de&#8230; <a class=\"more-link\" href=\"https:\/\/mypot.eu\/blog\/las-cuotas-americanas-en-apuestas-deportivas\/\">Continue Reading<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_bbp_topic_count":0,"_bbp_reply_count":0,"_bbp_total_topic_count":0,"_bbp_total_reply_count":0,"_bbp_voice_count":0,"_bbp_anonymous_reply_count":0,"_bbp_topic_count_hidden":0,"_bbp_reply_count_hidden":0,"_bbp_forum_subforum_count":0,"_monsterinsights_skip_tracking":false},"categories":[1],"tags":[],"jetpack_featured_media_url":"","yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v15.6.2 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Las Cuotas Americanas En Apuestas Deportivas - La forma inteligente de hacer jardiner\u00eda<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/mypot.eu\/blog\/las-cuotas-americanas-en-apuestas-deportivas\/\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Las Cuotas Americanas En Apuestas Deportivas - La forma inteligente de hacer jardiner\u00eda\" \/>\n<meta property=\"og:description\" content=\"Content An\u00e1lisis En Vivo Probabilidad Impl\u00edcita Calculadora De Apuestas Fraccionadas Y Ejemplos Cuotas Americanas (moneyline) #7 Wazamba &#8211; Una Casa De Apuestas Ex\u00f3tica Y Llena De Diversi\u00f3n En cambio, cuotas como 3.00 o 4.00 representan eventos menos probables, pero con pagos m&#xE1;s altos. 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