{"id":869549,"date":"2020-03-27T07:26:33","date_gmt":"2020-03-27T07:26:33","guid":{"rendered":"http:\/\/elimarhighschoolnosara.com\/web\/?p=869549"},"modified":"2026-11-13T03:15:28","modified_gmt":"2026-11-13T03:15:28","slug":"estrategia-basica-de-blackjack-guia-y-tabla-2026","status":"publish","type":"post","link":"http:\/\/elimarhighschoolnosara.com\/web\/estrategia-basica-de-blackjack-guia-y-tabla-2026\/","title":{"rendered":"Estrategia B\u00e1sica De Blackjack: Gu\u00eda Y Tabla 2026"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' width=\"603px\" alt=\"estrategias b\u00e1sicas de blackjack\" 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\"\/><\/p>\n<p>Estas jugadas \u00f3ptimas se determinan mediante un an\u00e1lisis estad\u00edstico de todas las posibles combinaciones y resultados. La estrategia b\u00e1sica del blackjack se basa en la probabilidad y en la cantidad de cartas restantes en el mazo. Adem\u00e1s, el conteo de cartas tambi\u00e9n le da al jugador una mejor comprensi\u00f3n de cu\u00e1ndo pedir, dividir o doblar, lo que le permite obtener mayores beneficios. La ventaja de contar cartas es que te permite ver cu\u00e1les cartas todav\u00eda est\u00e1n en la baraja y cu\u00e1les han sido repartidas. Aprende c\u00f3mo jugar al Blackjack con esta gu\u00eda de reglas del Blackjack y conoce las estrategias del Blackjack, para ser un mejor jugador de este popular juego de cartas .<\/p>\n<p>Las \u00fanicas ocasiones en que las cantidades apostadas influencian el retorno esperado es en los torneos y cuando hay de por medio un porcentaje de devoluci\u00f3n, como se trat\u00f3 en las respuestas anteriores. Esto abre la posibilidad para que equipos de jugadores aprovechen ciertas manos para reducir la ventaja de la casa, pero los casinos usualmente proh\u00edben esta pr\u00e1ctica y expulsan a cualquiera que ellos sospechen que est\u00e1 haciendo uso de ella. Es relativamente poco com\u00fan, pero ciertas mesas de blackjack permiten que personas que no est\u00e1n en la mesa apuesten junto con los jugadores que est\u00e1n sentados. El \u201cWonging\u201d es una t\u00e9cnica de conteo de cartas que fue desarrollada por el profesor universitario y jugador profesional de blackjack John Ferguson, quien usa el seud\u00f3nimo de Stanford Wong. Necesitas mantenerte atento a las pilas de fichas de otros jugadores en comparaci\u00f3n de las tuyas, y tambi\u00e9n considerar cu\u00e1nto has avanzado en el torneo para determinar la mejor cantidad a apostar en cada mano.<\/p>\n<p>La mayor\u00eda de los juegos de blackjack online siguen las mismas reglas que el blackjack que se <a href=\"https:\/\/lotobolivia.com\/\">Loto Bolivia Casino<\/a> juega en los casinos f\u00edsicos. Este art\u00edculo te cuenta c\u00f3mo se juega al blackjack online y te explica las estrategias b\u00e1sicas de blackjack para jugadores de todos los niveles de experiencia. Una gu\u00eda sobre los fundamentos del blackjack online, incluyendo c\u00f3mo entender la terminolog\u00eda clave y los gr\u00e1ficos de estrategia. Dentro de las estrategias avanzadas de blackjack puedes encontrar casos concretos.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Estas jugadas \u00f3ptimas se determinan mediante un an\u00e1lisis estad\u00edstico de todas las posibles combinaciones y resultados. La estrategia b\u00e1sica del blackjack se basa en la probabilidad y en la cantidad de cartas restantes en el mazo. Adem\u00e1s, el conteo de [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-869549","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.2 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Estrategia B\u00e1sica De Blackjack: Gu\u00eda Y Tabla 2026 - Elimar High School<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"http:\/\/elimarhighschoolnosara.com\/web\/estrategia-basica-de-blackjack-guia-y-tabla-2026\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Estrategia B\u00e1sica De Blackjack: Gu\u00eda Y Tabla 2026 - Elimar High School\" \/>\n<meta property=\"og:description\" content=\"Estas jugadas \u00f3ptimas se determinan mediante un an\u00e1lisis estad\u00edstico de todas las posibles combinaciones y resultados. La estrategia b\u00e1sica del blackjack se basa en la probabilidad y en la cantidad de cartas restantes en el mazo. 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