{"id":4875,"date":"2019-08-28T18:52:54","date_gmt":"2019-08-28T22:52:54","guid":{"rendered":"https:\/\/mypot.eu\/blog\/?p=4875"},"modified":"2026-08-04T06:28:23","modified_gmt":"2026-08-04T10:28:23","slug":"como-leer-las-cuotas-de-apuestas-deportivas-que-significan-y-como-funcionan","status":"publish","type":"post","link":"https:\/\/mypot.eu\/blog\/como-leer-las-cuotas-de-apuestas-deportivas-que-significan-y-como-funcionan\/","title":{"rendered":"C\u00f3mo Leer Las Cuotas De Apuestas Deportivas: Qu\u00e9 Significan Y C\u00f3mo Funcionan"},"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=\"#c-mo-leer-cuotas-en-forma-de-fracci-n\">\u00bfc\u00f3mo Leer Cuotas En Forma De Fracci\u00f3n?<\/a><\/li>\n<li><a href=\"#l-nea-de-dinero-moneyline\">L\u00ednea De Dinero (moneyline)<\/a><\/li>\n<\/ul>\n<\/li>\n<li><a href=\"#comparaci-n-de-mercados\">Comparaci\u00f3n De Mercados<\/a><\/li>\n<li><a href=\"#cuotas-americanas\">Cuotas Americanas<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img class=\"wp-post-image\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"604px\" alt=\"c&#xF3;mo leer las cuotas de apuestas deportivas\" 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\"><\/p>\n<p>Sin entenderlas, es imposible saber si una apuesta tiene valor o no. Las cuotas son el lenguaje de las apuestas deportivas. Este art&#xED;culo ha sido realizado por nuestro equipo de expertos en apuestas. Las cuotas o momios m&#xE1;s f&#xE1;ciles de leer son las decimales, ya que se representan con un n&#xFA;mero entero, seguido de dos valores decimales. No solo es necesario conocer su valor, sino que debes entender cu&#xE1;les son las probabilidades impl&#xED;citas y analizar las condiciones del evento. El &#xE9;xito en las apuestas deportivas ir&#xE1; en funci&#xF3;n de tu capacidad de comprender las cuotas. No importa d&#xF3;nde vivas, porque nuestro avanzado sistema de geolocalizaci&#xF3;n, te presenta las webs de apuestas deportivas m&#xE1;s confiables y seguras de tu pa&#xED;s. Te ense&#xF1;amos una destacada selecci&#xF3;n de casas de apuestas, para que elijas las odds que m&#xE1;s te convengan.<\/p>\n<p>Al favorito se le quitan puntos, y el no favorito recibe esos puntos. Si cree que los Giants dar&#xE1;n una sorpresa inesperada, podr&#xED;a apostar $100 por ellos a +350 y llevarse $350 si New York de hecho se lleva la victoria. Siempre ganar&#xE1; menos en el pago de una apuesta ganadora con cuotas negativas, y obtendr&#xE1; m&#xE1;s ganancias en el pago de una apuesta ganadora con cuotas positivas. Uno de los detalles m&#xE1;s importantes a aprender al comenzar un viaje de apuestas deportivas son las cuotas. Nuevos jugadores se unen a la comunidad de apuestas deportivas todos los d&#xED;as, pero a menudo no se toman el tiempo para comprender completamente c&#xF3;mo funcionan las apuestas.<\/p>\n<p>Adem&#xE1;s, dispone de una gran variedad de eventos deportivos con cobertura en vivo para que puedas apostar donde quiera que est&#xE9;s. Oddspedia es una plataforma de apuestas, que ayuda a los usuarios a ubicar las odds m&#xE1;s altas del mercado. Por ejemplo, un valor de 1\/5, se divide entre 100 y el resultado ser&#xE1; -500. En las negativas, se divide el n&#xFA;mero 100 entre la cuota fraccionaria. Si apuestas 190 $ a Golden State, tendr&#xE1;s un posible pago de 190 $ por la derrota, o 290 $ por el triunfo. Si piensas que las ganancias podr&#xED;an ser mayores a la probabilidad impl&#xED;cita del evento, entonces est&#xE1;s frente a una apuesta de valor. Cada formato presenta una f&#xF3;rmula de conversi&#xF3;n diferente, aunque el resultado siempre arrojar&#xE1; la potencialidad de la apuesta.<\/p>\n<h3 id=\"c-mo-leer-cuotas-en-forma-de-fracci-n\">&#xBF;c&#xF3;mo Leer Cuotas En Forma De Fracci&#xF3;n?<\/h3>\n<p>La mayor&#xED;a de las casas de apuestas hacen el trabajo pesado por usted, y tambi&#xE9;n puede encontrar una tonelada de calculadoras de parlay independientes en l&#xED;nea. Ese n&#xFA;mero final es 8.25, lo que significa que sus ganancias resultar&#xED;an ser 7.25 por cada d&#xF3;lar que apueste en ese parlay en particular. Los apostadores solo necesitan combinar dos selecciones para hacer un parlay, pero los parlays m&#xE1;s populares suelen estar en el rango de 3 a 5 selecciones. Los favoritos generalmente tienen un &quot;-&quot; a menos que sea un pick&apos;em (un juego muy parejo) y ambos equipos tengan cuotas negativas. Del mismo modo, los equipos proyectados para perder solo pueden cubrir si ese no favorito ya sea (a) gana o (b) pierde por menos puntos que el spread establecido. Si Philadelphia figura como un favorito de -350, eso significa que necesitar&#xED;a arriesgar $350 para obtener una ganancia neta de $100 si Philadelphia gana.<\/p>\n<p>Oddspedia ha preparado una gu&#xED;a detallada para que puedas entender en qu&#xE9; consisten las cuotas y c&#xF3;mo calcularlas a tu favor en los operadores que te ofrecemos. Es sumamente importante que te relaciones con su significado y funcionamiento, ya que de ello depender&#xE1; tu &#xE9;xito. Sin embargo, las cuotas decimales son populares en Europa, Canad&#xE1; y Australia porque el c&#xE1;lculo de los pagos consiste simplemente en multiplicar su apuesta por las cuotas. Encuentran que las cuotas americanas son las m&#xE1;s intuitivas porque le muestran cu&#xE1;nto puede ganar o necesita arriesgar. En las apuestas deportivas, -110 es el formato de cuotas m&#xE1;s com&#xFA;n para el spread de puntos y las apuestas over\/under. La probabilidad impl&#xED;cita de una cuota +200 es de aproximadamente el 33,3%.<\/p>\n<h3 id=\"l-nea-de-dinero-moneyline\">L&#xED;nea De Dinero (moneyline)<\/h3>\n<p>Cuanto menor sea este margen, m&#xE1;s competitivas ser&#xE1;n las cuotas y m&#xE1;s dinero podr&#xE1; ganar el apostador a largo plazo en esa plataforma espec&#xED;fica. La probabilidad impl&#xED;cita es el porcentaje de &#xE9;xito que la cuota sugiere y se calcula dividiendo uno entre la cuota decimal y multiplicando por cien. Es la herramienta que permite al apostador calcular su retorno de inversi&#xF3;n antes de confirmar cualquier operaci&#xF3;n en la hoja de apuestas digital. La cuota nos dice exactamente cu&#xE1;nto dinero recibiremos por cada unidad monetaria que decidamos poner en juego en un mercado espec&#xED;fico del portal. Cada cuota lleva impl&#xED;cita una probabilidad porcentual que la casa de apuestas ha calculado mediante complejos algoritmos y an&#xE1;lisis de datos hist&#xF3;ricos. Las cuotas son la representaci&#xF3;n num&#xE9;rica de la probabilidad de que ocurra un resultado espec&#xED;fico en un evento deportivo determinado por la plataforma. Desde los c&#xE1;lculos matem&#xE1;ticos b&#xE1;sicos hasta las estrategias avanzadas de comparaci&#xF3;n, esta gu&#xED;a te convertir&#xE1; en un experto analista de mercados deportivos actuales. Aprender a interpretar cuotas de apuestas deportivas es el pilar fundamental para cualquier persona que desee adentrarse en el mundo del juego online.<\/p>\n<p>Estar atento a las redes sociales y a los comunicados oficiales permite a los apostadores r&#xE1;pidos aprovechar cuotas que a&#xFA;n no han sido ajustadas. Si un jugador estrella se lesiona poco antes del partido, la cuota de su equipo subir&#xE1; inmediatamente para reflejar la p&#xE9;rdida de competitividad real. Las cuotas se mueven principalmente por informaci&#xF3;n nueva y por el comportamiento de los propios apostadores dentro de la plataforma de juego online elegida. Si sumas las probabilidades impl&#xED;citas de todos los resultados posibles de un evento, notar&#xE1;s que el total siempre supera el cien por ciento real. En este art&#xED;culo, desglosaremos detalladamente c&#xF3;mo funcionan las cuotas en sus diferentes formatos y c&#xF3;mo puedes utilizarlas para mejorar tus resultados financieros. Aplica estos conceptos en cada apuesta y tus resultados mejorar&#xE1;n con el tiempo. Por eso es tan importante apostar solo cuando crees que la probabilidad real es mayor a la probabilidad impl&#xED;cita de la cuota.<\/p>\n<p>Si se proyecta que un equipo ganar&#xE1;, ese favorito debe ganar por m&#xE1;s de la cantidad establecida -el spread- para cubrir. Los no favoritos tienen cuotas m&#xE1;s (+), y el n&#xFA;mero indica lo que ganar&#xED;a con una apuesta de $100. Ninguna casa de apuestas le dar&#xED;a jam&#xE1;s cuotas de 2 a 1 por un ganador directo si se supiera ampliamente que ese equipo es el superior de los dos en un enfrentamiento. Las l&#xED;neas de dinero permiten a los creadores de cuotas establecer y ajustar las cuotas para los juegos en funci&#xF3;n de la probabilidad impl&#xED;cita de victoria de cada equipo. Cuando los apostadores eligen al ganador directo del juego y ponen dinero en &#xE9;l, est&#xE1;n apostando a la l&#xED;nea de dinero. Lo m&#xE1;s importante que debe saber en las apuestas deportivas es c&#xF3;mo entender las cuotas. Una vez que conozca las cuotas, c&#xF3;mo leerlas y qu&#xE9; significan, estar&#xE1; en un lugar mucho mejor como nuevo apostador.<\/p>\n<h2 id=\"comparaci-n-de-mercados\">Comparaci&#xF3;n De Mercados<\/h2>\n<p>Cuando leemos las cuotas americanas es necesario tomar como referencia una base de c&#xE1;lculo de 100 $. Las cuotas americanas o Moneyline se utilizan en Estados Unidos y Centroam&#xE9;rica. Esto quiere decir que, para obtener 1 &#x20AC; con el triunfo de USA debes invertir 5 &#x20AC;. Entonces, al restar los 20 &#x20AC; de inversi&#xF3;n inicial, el resultado es una ganancia neta de 10 &#x20AC; en total. Adem&#xE1;s, se toman en cuenta las estad&#xED;sticas, las probabilidades y la cantidad de apostantes en ese mercado. Todas estas circunstancias determinan las cuotas ofrecidas por las casas de apuestas. Las cuotas, tambi&#xE9;n llamadas odds o momios, indican cu&#xE1;nto pagar&#xE1; la casa de apuestas si aciertas tu pron&#xF3;stico.<\/p>\n<p>Los parlays se han vuelto sumamente populares a lo largo de los a&#xF1;os. El over\/under es la m&#xE1;s simple <a href=\"https:\/\/arg777.casino\/\">arg777 giros gratis<\/a> de las tres principales cuotas americanas. Volviendo al mismo ejemplo de Eagles vs. Chiefs, digamos que los Eagles son favoritos de -2.5 y los Chiefs son no favoritos con +2.5. Si apuesta por los no favoritos Chiefs (+120), ganar&#xE1; $120 en  una apuesta de $100. Si apuesta por los Eagles (-150), debe apostar $150 para tener la oportunidad de ganar $100 en ganancias.<\/p>\n<p>La probabilidad mide qu&#xE9; tan probable es que ocurra un evento como una fracci&#xF3;n de todos los resultados posibles. Algunas casas de apuestas le permiten cambiar entre cuotas americanas, decimales y fraccionarias, por lo que vale la pena probar cada formato para ver cu&#xE1;l le resulta natural. Si desea los c&#xE1;lculos de pago m&#xE1;s simples, las cuotas decimales suelen ser el formato m&#xE1;s f&#xE1;cil de entender. El formato de cuotas m&#xE1;s f&#xE1;cil de leer depende de su preferencia, pero muchos apostadores en los EE.UU. El vig o vigorish, tambi&#xE9;n conocido como el juice, es la tarifa que una casa de apuestas integra en sus cuotas para asegurarse de ganar dinero independientemente del resultado de un apuesta. En las apuestas deportivas, una cuota +200 significa que ganar&#xED;as $200 de beneficio por cada $100 apostados si tu apuesta resulta ganadora.<\/p>\n<h2 id=\"cuotas-americanas\">Cuotas Americanas<\/h2>\n<p>Leer e interpretar correctamente las cuotas es la habilidad m&#xE1;s b&#xE1;sica y m&#xE1;s importante de cualquier apostador. Las apuestas deportivas siempre implican riesgo de p&#xE9;rdida. T&#xFA;, despu&#xE9;s de analizar el partido, crees que el visitante tiene un 40% de probabilidades reales de ganar. Ese 7.5% extra es lo que garantiza que la casa gane a largo plazo sin importar el resultado. Las casas de apuestas no ofrecen cuotas &quot;justas&quot;. Cuanto m&#xE1;s alta es la cuota, menos probable considera la casa que ocurra ese resultado &#x2014; y m&#xE1;s dinero ganar&#xE1;s si aciertas.<\/p>\n<p>Con dinero en tu cuenta ya puedes empezar a hacer apuestas y conseguir beneficios con tus apuestas deportivas Reg&#xED;strate en la casa de apuestas rellenando la informaci&#xF3;n requerida La tabla de arriba te guiar&#xE1; para elegir casas de apuestas fiables y de garant&#xED;as en tu pa&#xED;s En un partido de tenis masculino, la victoria de Djokovic vs Nadal tiene una cuota americana de &#x2013; 139. La cuota del menos favorito, tambi&#xE9;n llamado Underdog, tiene asignado el signo m&#xE1;s (+), y en este caso se&#xF1;ala la ganancia obtenida si apuestas 100 $. Esto indica la cantidad que hay que apostar para ganar 100$.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content \u00bfc\u00f3mo Leer Cuotas En Forma De Fracci\u00f3n? L\u00ednea De Dinero (moneyline) Comparaci\u00f3n De Mercados Cuotas Americanas Sin entenderlas, es imposible saber si una apuesta tiene valor o no. Las cuotas son el lenguaje de las apuestas deportivas. Este art&#xED;culo ha sido realizado por nuestro equipo de expertos en apuestas. Las cuotas o momios m&#xE1;s&#8230; <a class=\"more-link\" href=\"https:\/\/mypot.eu\/blog\/como-leer-las-cuotas-de-apuestas-deportivas-que-significan-y-como-funcionan\/\">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>C\u00f3mo Leer Las Cuotas De Apuestas Deportivas: Qu\u00e9 Significan Y C\u00f3mo Funcionan - 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\/como-leer-las-cuotas-de-apuestas-deportivas-que-significan-y-como-funcionan\/\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"C\u00f3mo Leer Las Cuotas De Apuestas Deportivas: Qu\u00e9 Significan Y C\u00f3mo Funcionan - La forma inteligente de hacer jardiner\u00eda\" \/>\n<meta property=\"og:description\" content=\"Content \u00bfc\u00f3mo Leer Cuotas En Forma De Fracci\u00f3n? L\u00ednea De Dinero (moneyline) Comparaci\u00f3n De Mercados Cuotas Americanas Sin entenderlas, es imposible saber si una apuesta tiene valor o no. Las cuotas son el lenguaje de las apuestas deportivas. Este art&#xED;culo ha sido realizado por nuestro equipo de expertos en apuestas. Las cuotas o momios m&#xE1;s... 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