{"id":1771,"date":"2019-10-02T04:16:31","date_gmt":"2019-10-02T01:16:31","guid":{"rendered":"https:\/\/maliconstructions.gr\/WPS\/?p=1771"},"modified":"2026-08-04T13:20:37","modified_gmt":"2026-08-04T10:20:37","slug":"que-son-las-lineas-de-pago-de-las-tragamonedas-y-como-funcionan","status":"publish","type":"post","link":"https:\/\/maliconstructions.gr\/WPS\/que-son-las-lineas-de-pago-de-las-tragamonedas-y-como-funcionan\/","title":{"rendered":"\u00bfqu\u00e9 Son Las L\u00edneas De Pago De Las Tragamonedas 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-funcionan-las-l-neas-de-pago-de-tragamonedas\">\u00bfc\u00f3mo Funcionan Las L\u00edneas De Pago De Tragamonedas?<\/a><\/li>\n<\/ul>\n<\/li>\n<li><a href=\"#con-cu-ntas-l-neas-de-pago-deber-a-jugar\">\u00bfcon Cu\u00e1ntas L\u00edneas De Pago Deber\u00eda Jugar?<\/a><\/li>\n<li><a href=\"#l-neas-de-pago-y-su-v-nculo-con-las-funciones-especiales-de-las-slots\">L\u00edneas De Pago Y Su V\u00ednculo Con Las Funciones Especiales De Las Slots<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class=\"wp-post-image\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"608px\" alt=\"qu&#xE9; son las l&#xED;neas de pago en una tragamonedas\" 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\"><\/p>\n<p>Los s&#xED;mbolos de wild sirven para reemplazar cualquier s&#xED;mbolo y ofrecer una combinaci&#xF3;n ganadora, pero estos tambi&#xE9;n deben formar parte de la l&#xED;nea de pago para poder otorgar beneficios. Solo de inicio, las l&#xED;neas de pago no son modificables, mientras que se sortea de forma aleatoria la cantidad de filas que aparecer&#xE1;n en cada uno de los rodillos, siendo estos carretes los &#xFA;nicos que tienen una cantidad fija. Estas utilizan pocas l&#xED;neas de pago, la mayor&#xED;a tiene una sola l&#xED;nea de pago y todas van en sentido horizontal. Las m&#xE1;quinas tragamonedas de aspecto cl&#xE1;sico pueden ser las que son m&#xE1;s f&#xE1;ciles de jugar en cuanto al funcionamiento de las l&#xED;neas de pago. Cada una de las slots tiene su propia forma de utilizar las l&#xED;neas de pago y otorgar premios. Las l&#xED;neas de pago son el orden preestablecido (pre-apuesta) sobre el cual deben aparecer s&#xED;mbolos de pago para que la m&#xE1;quina tragaperras otorgue uno varios premios.<\/p>\n<p>Si eres un nuevo jugador de casinos online, o si simplemente quieres comenzar a jugar a tragamonedas en l&#xED;nea, tienes que saber qu&#xE9; son las l&#xED;neas de pago para saber c&#xF3;mo ganar en ellas. Y aunque son muy f&#xE1;ciles de jugar, es cierto que hay muchas funciones y conceptos que no est&#xE1;n muy claros en torno a ellas, sobre todo cuando se trata de las famosas l&#xED;neas de pago. La conversaci&#xF3;n sobre l&#xED;neas de pago no puede separarse de la conversaci&#xF3;n sobre cu&#xE1;nto dinero llevas a la sesi&#xF3;n y cu&#xE1;nto est&#xE1;s dispuesto a perder. Esto tambi&#xE9;n aplica cuando est&#xE1;s en un lugar como The Lounge, en la Zona T de Bogot&#xE1;, donde el piso de m&#xE1;quinas ofrece distintos rangos de denominaci&#xF3;n. As&#xED;, en lugar de jugar 10 de 25 l&#xED;neas con una apuesta alta por l&#xED;nea, puedes jugar las 25 l&#xED;neas con una apuesta por l&#xED;nea <a href=\"https:\/\/coaaacasino.com\/\">coaaa bono<\/a> m&#xE1;s baja. La mayor&#xED;a de las m&#xE1;quinas te permiten elegir la denominaci&#xF3;n o el valor de la apuesta por cada l&#xED;nea activa de forma independiente. Una m&#xE1;quina de 5 rodillos con 3 filas puede tener 243 formas de ganar. Si la m&#xE1;quina tiene 25 l&#xED;neas, puedes jugar con 5, 10, 15, 20 o 25.<\/p>\n<p>M&#xE1;s l&#xED;neas reparten los aciertos en premios peque&#xF1;os y frecuentes; menos l&#xED;neas concentran pagos mayores pero espaciados. Una l&#xED;nea de pago es la ruta predefinida que deben ocupar los s&#xED;mbolos id&#xE9;nticos para que el juego valide un premio. Estas forman un orden en el que deben aparecer combinaciones de s&#xED;mbolos de pago para que los jugadores puedan conseguir premios una vez que se completen las condiciones de la tabla de pagos. Entonces, la diferencia real entre un juego y otro se nota en sus rendimientos y la cantidad de funciones especiales que ofrecen. Adem&#xE1;s de ello, usualmente, mientras m&#xE1;s l&#xED;neas de pago tiene una slot, tambi&#xE9;n ofrece una mayor cantidad de s&#xED;mbolos,  haciendo que las combinaciones sean m&#xE1;s dif&#xED;ciles de conseguir.<\/p>\n<h3 id=\"c-mo-funcionan-las-l-neas-de-pago-de-tragamonedas\">&#xBF;c&#xF3;mo Funcionan Las L&#xED;neas De Pago De Tragamonedas?<\/h3>\n<p>Todas estas diferentes variaciones sirven simplemente para aumentar las posibilidades de obtener una combinaci&#xF3;n ganadora y, eventualmente, ganar m&#xE1;s dinero. Cosas juegos de tragamonedas Simplemente no tienen l&#xED;neas de pago. Para asegurar una victoria, tres o m&#xE1;s s&#xED;mbolos id&#xE9;nticos deben alinearse perfectamente en la l&#xED;nea de pago del carrete, seg&#xFA;n las reglas del juego. Una l&#xED;nea de pago podr&#xED;a ser verticales, horizontales, o incluso zigzag, seg&#xFA;n la elecci&#xF3;n del proveedor del juego. Las diferentes variaciones en las l&#xED;neas de pago tambi&#xE9;n requieren un conocimiento profundo de las l&#xED;neas de pago. Sin embargo, una m&#xE1;quina tragamonedas ofrece mucho m&#xE1;s que dise&#xF1;os llamativos y temas coloridos. A juego de tragaperras es una de las m&#xE1;s f&#xE1;cil de jugar Y parece relativamente sencillo.<\/p>\n<p>Al presionar esos n&#xFA;meros, se pod&#xED;a ver la l&#xED;nea exacta dibujada sobre los rodillos que indicaba d&#xF3;nde deb&#xED;an aparecer los s&#xED;mbolos para formar una combinaci&#xF3;n ganadora. Podr&#xED;as encontrar tragamonedas con diferentes carretes y l&#xED;neas de pagoHoy en d&#xED;a, incluso existen tragamonedas sin l&#xED;neas de pago. En esta gu&#xED;a descubrir&#xE1;s c&#xF3;mo funcionan las l&#xED;neas de pago de las m&#xE1;quinas tragamonedas y tambi&#xE9;n conocer&#xE1;s los diferentes tipos de l&#xED;neas de pago. INICIO&#xBF;C&#xF3;mo funcionan las l&#xED;neas de pago de las m&#xE1;quinas tragamonedas? Normalmente, una combinaci&#xF3;n ganadora debe comenzar desde el rodillo situado m&#xE1;s a la izquierda y continuar a lo largo de la l&#xED;nea de pago activa. El n&#xFA;mero de l&#xED;neas de pago depende del proveedor del juego. Obliga a los jugadores a apostar en todas las l&#xED;neas de pago que ofrece el casino.<\/p>\n<p>Hoy en d&#xED;a, algunas tragamonedas en l&#xED;nea ofrecen incluso m&#xE1;s de 200 l&#xED;neas de pago, lo que las hace m&#xE1;s atractivas que nunca. En el pasado, las m&#xE1;quinas tragamonedas solo ten&#xED;an tres carretes y una sola l&#xED;nea de pago en la l&#xED;nea horizontal central de los carretes. Las l&#xED;neas de pago de las m&#xE1;quinas tragamonedas juegan un papel importante a la hora de elegir un juego, porque determinan si has ganado y qu&#xE9; tan grandes ser&#xE1;n tus ganancias. Te recomendamos que elijas una cuota menor de l&#xED;neas de pago si deseas jugar de forma m&#xE1;s cautelosa, quiz&#xE1;s durante las primeras partidas con un t&#xED;tulo nuevo, y que aumentes el n&#xFA;mero si prefieres jugar menos partidas a un precio m&#xE1;s alto, pero con m&#xE1;s posibilidades de ganar. Si optas por una cantidad menor, apostar&#xE1;s una cifra m&#xE1;s baja, pero tendr&#xE1;s menos oportunidades de ganar; por el contrario, si las dejas todas activas, gastar&#xE1;s m&#xE1;s en cada partida, pero al mismo tiempo aumentar&#xE1;n los premios potenciales disponibles.<\/p>\n<h2 id=\"con-cu-ntas-l-neas-de-pago-deber-a-jugar\">&#xBF;con Cu&#xE1;ntas L&#xED;neas De Pago Deber&#xED;a Jugar?<\/h2>\n<p>En cambio, el juego ofrece formas de ganar para que los jugadores puedan conseguir la combinaci&#xF3;n ganadora en los carretes en lugar de en la l&#xED;nea de pago. Se recomienda especialmente jugar con l&#xED;neas de pago variables si juegas con un presupuesto reducido, ya que puedes ajustar tus apuestas a las l&#xED;neas de pago variables y decidir por ti mismo cu&#xE1;les quieres aprovechar. Si decides jugar con botes progresivos, debes saber que, en la mayor&#xED;a de los casos, las ganancias de este bote especial solo se producen para los usuarios que han activado todas las l&#xED;neas de pago del juego. Estas son formas de pago en las que se obtienen combinaciones que ofrecen ganancias en las apuestas hechas en las tragaperras online. Para ofrecer ganancias, las slots cl&#xE1;sicas solo otorgan premios cuando los s&#xED;mbolos de pago se ubican en la l&#xED;nea de principio a fin, sin vac&#xED;os en ning&#xFA;n rodillo o carrete. Sin embargo, si eres uno de los jugadores experimentados que, como los grandes apostadores, tiene un presupuesto m&#xE1;s alto, puedes distribuir tus apuestas como desees en las l&#xED;neas de pago y as&#xED; aprovechar al m&#xE1;ximo tus posibilidades de ganar.<\/p>\n<p>La segunda es cuando est&#xE1;s jugando una sesi&#xF3;n corta y tu objetivo es maximizar la acci&#xF3;n en un tiempo limitado. Explorar las opciones disponibles antes de sentarte te da m&#xE1;s control sobre el ritmo de la sesi&#xF3;n. El total gastado por giro puede ser similar o incluso menor, pero mantienes activas todas las trayectorias de premio. Si tu objetivo es hacer durar m&#xE1;s tu sesi&#xF3;n sin perder cobertura de combinaciones, la herramienta correcta no es reducir l&#xED;neas sino reducir la apuesta por l&#xED;nea. Eso es real y tiene un efecto directo en cu&#xE1;nto tiempo puede durar tu presupuesto. El sistema premia cualquier s&#xED;mbolo que aparezca en rodillos adyacentes de izquierda a derecha, sin importar en qu&#xE9; fila caiga.<\/p>\n<p>Si el premio mayor solo se activa con todas las l&#xED;neas al tope, jugar con menos l&#xED;neas significa que, aunque salga la combinaci&#xF3;n ganadora del jackpot, no lo cobras. Enf&#xF3;cate en encontrar la denominaci&#xF3;n que te permita sostener una sesi&#xF3;n c&#xF3;moda sin agotar tu presupuesto en los primeros minutos. Si no te decides, lo mejor es probar tragamonedas como Book of Ra Deluxe, en la que puedes decidir con cu&#xE1;ntas l&#xED;neas de pago jugar (entre una y diez en este caso). En AskGamblers encontrar&#xE1;s una amplia gama de m&#xE1;quinas tragamonedas de l&#xED;neas de pago diferentes para adaptarse a tus preferencias y presupuesto. Por ejemplo, si apuestas $1 en una tragamonedas en l&#xED;nea con 10 l&#xED;neas de pago, esto significa que haces una apuesta de $0,10 en cada l&#xED;nea de pago. Si decides jugar en una tragamonedas de l&#xED;nea de pago fija, tienes que apostar en todas las l&#xED;neas de pago disponibles. Cuando juegas, las l&#xED;neas de pago variables te ofrecen m&#xE1;s flexibilidad en el juego, lo cual muchos jugadores aprecian. Mientras que las l&#xED;neas de pago determinan cu&#xE1;n grandes ser&#xE1;n tus ganancias, los carretes de tragamonedas son filas horizontales que contienen una cierta cantidad de s&#xED;mbolos.<\/p>\n<p>Dependiendo de la tragaperras a la que est&#xE9;s jugando, las l&#xED;neas de pago pueden ser fijas o modificarse. Todas ellas deber&#xE1;n pagar igual, y los pagos var&#xED;an &#xFA;nicamente de acuerdo al s&#xED;mbolo de pago en posici&#xF3;n y la cantidad de ellos que se ubiquen en las l&#xED;neas de pago. En cuanto a su forma, son eso, l&#xED;neas que van en sentido vertical y horizontal conectando cada uno de los s&#xED;mbolos sorteados por los rodillos de la pantalla. Entonces no dejes de leer y aprende todo lo necesario para comenzar a jugar hoy mismo. Las m&#xE1;quinas tragamonedas online imperan sobre los cat&#xE1;logos de juegos de casinos en internet, puesto que son los juegos favoritos de todas las personas. Tambi&#xE9;n puedes consultar recursos adicionales en nuestra p&#xE1;gina de juego responsable.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content \u00bfc\u00f3mo Funcionan Las L\u00edneas De Pago De Tragamonedas? \u00bfcon Cu\u00e1ntas L\u00edneas De Pago Deber\u00eda Jugar? L\u00edneas De Pago Y Su V\u00ednculo Con Las Funciones Especiales De Las Slots Los s&#xED;mbolos de wild sirven para reemplazar cualquier s&#xED;mbolo y ofrecer una combinaci&#xF3;n ganadora, pero estos tambi&#xE9;n deben formar parte de la l&#xED;nea de pago para [&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-1771","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v19.3 (Yoast SEO v28.2) - https:\/\/yoast.com\/product\/yoast-seo-premium-wordpress\/ -->\n<title>\u00bfqu\u00e9 Son Las L\u00edneas De Pago De Las Tragamonedas Y C\u00f3mo Funcionan? - Mali Constructions<\/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:\/\/maliconstructions.gr\/WPS\/que-son-las-lineas-de-pago-de-las-tragamonedas-y-como-funcionan\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"\u00bfqu\u00e9 Son Las L\u00edneas De Pago De Las Tragamonedas Y C\u00f3mo Funcionan?\" \/>\n<meta property=\"og:description\" content=\"\u0397 Mali Constructions \u03b1\u03bd\u03b1\u03bb\u03b1\u03bc\u03b2\u03ac\u03bd\u03b5\u03b9 \u03c4\u03b7\u03bd \u03ba\u03b1\u03c4\u03b1\u03c3\u03ba\u03b5\u03c5\u03ae \u03ae \u03c4\u03b7\u03bd \u0391\u03bd\u03b1\u03ba\u03b1\u03af\u03bd\u03b9\u03c3\u03b7 \u03b5\u03c0\u03b9\u03c7\u03b5\u03af\u03c1\u03b7\u03c3\u03b7\u03c2 \u03ba\u03b1\u03b9 \u03ba\u03b1\u03c4\u03b1\u03c3\u03c4\u03b7\u03bc\u03ac\u03c4\u03c9\u03bd. \u039a\u03b1\u03b8\u03ce\u03c2 \u03b5\u03c0\u03af\u03c3\u03b7\u03c2 \u03ba\u03b1\u03b9 \u03c4\u03b7\u03bd \u0391\u03bd\u03ad\u03b3\u03b5\u03c1\u03c3\u03b7 \u039f\u03b9\u03ba\u03bf\u03b4\u03bf\u03bc\u03ae\u03c2\" \/>\n<meta property=\"og:url\" content=\"https:\/\/maliconstructions.gr\/WPS\/que-son-las-lineas-de-pago-de-las-tragamonedas-y-como-funcionan\/\" \/>\n<meta property=\"og:site_name\" content=\"Mali Constructions\" \/>\n<meta property=\"article:publisher\" content=\"https:\/\/www.facebook.com\/MaliConstructions\" \/>\n<meta property=\"article:published_time\" content=\"2019-10-02T01:16:31+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2026-08-04T10:20:37+00:00\" \/>\n<meta property=\"og:image\" content=\"https:\/\/maliconstructions.gr\/WPS\/wp-content\/uploads\/2022\/10\/MaliLogo200x200.png\" \/>\n\t<meta property=\"og:image:width\" content=\"200\" \/>\n\t<meta property=\"og:image:height\" content=\"200\" \/>\n\t<meta property=\"og:image:type\" content=\"image\/png\" \/>\n<meta name=\"author\" content=\"asimina\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Written by\" \/>\n\t<meta name=\"twitter:data1\" content=\"asimina\" \/>\n\t<meta name=\"twitter:label2\" content=\"Est. reading time\" \/>\n\t<meta name=\"twitter:data2\" content=\"10 minutes\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\\\/\\\/schema.org\",\"@graph\":[{\"@type\":\"Article\",\"@id\":\"https:\\\/\\\/maliconstructions.gr\\\/WPS\\\/que-son-las-lineas-de-pago-de-las-tragamonedas-y-como-funcionan\\\/#article\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/maliconstructions.gr\\\/WPS\\\/que-son-las-lineas-de-pago-de-las-tragamonedas-y-como-funcionan\\\/\"},\"author\":{\"name\":\"asimina\",\"@id\":\"https:\\\/\\\/maliconstructions.gr\\\/WPS\\\/#\\\/schema\\\/person\\\/333561bff307806dfada996efd491af1\"},\"headline\":\"\u00bfqu\u00e9 Son Las L\u00edneas De Pago De Las Tragamonedas Y C\u00f3mo Funcionan?\",\"datePublished\":\"2019-10-02T01:16:31+00:00\",\"dateModified\":\"2026-08-04T10:20:37+00:00\",\"mainEntityOfPage\":{\"@id\":\"https:\\\/\\\/maliconstructions.gr\\\/WPS\\\/que-son-las-lineas-de-pago-de-las-tragamonedas-y-como-funcionan\\\/\"},\"wordCount\":1995,\"commentCount\":0,\"publisher\":{\"@id\":\"https:\\\/\\\/maliconstructions.gr\\\/WPS\\\/#organization\"},\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"CommentAction\",\"name\":\"Comment\",\"target\":[\"https:\\\/\\\/maliconstructions.gr\\\/WPS\\\/que-son-las-lineas-de-pago-de-las-tragamonedas-y-como-funcionan\\\/#respond\"]}]},{\"@type\":\"WebPage\",\"@id\":\"https:\\\/\\\/maliconstructions.gr\\\/WPS\\\/que-son-las-lineas-de-pago-de-las-tragamonedas-y-como-funcionan\\\/\",\"url\":\"https:\\\/\\\/maliconstructions.gr\\\/WPS\\\/que-son-las-lineas-de-pago-de-las-tragamonedas-y-como-funcionan\\\/\",\"name\":\"\u00bfqu\u00e9 Son Las L\u00edneas De Pago De Las Tragamonedas Y C\u00f3mo Funcionan? 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