{"id":68068,"date":"2023-04-03T05:25:48","date_gmt":"2023-04-03T05:25:48","guid":{"rendered":"https:\/\/cubes-water.com\/en\/?p=68068"},"modified":"2026-08-04T11:02:30","modified_gmt":"2026-08-04T11:02:30","slug":"que-son-las-paylines-guia-de-lineas-de-pago-en-tragamonedas","status":"publish","type":"post","link":"https:\/\/cubes-water.com\/en\/index.php\/2023\/04\/03\/que-son-las-paylines-guia-de-lineas-de-pago-en-tragamonedas\/","title":{"rendered":"\u00bfqu\u00e9 Son Las Paylines? Gu\u00eda De L\u00edneas De Pago En Tragamonedas"},"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=\"#tipos-de-tragaperras-de-las-cl-sicas-a-las-progresivas\">Tipos De Tragaperras: De Las Cl\u00e1sicas A Las Progresivas<\/a><\/li>\n<\/ul>\n<\/li>\n<li><a href=\"#madrid-culmina-el-realojo-de-los-municipios-evacuados-por-el-incendio-y-solo-mantiene-desalojadas-siete-urbanizaciones\">Madrid Culmina El Realojo De Los Municipios Evacuados Por El Incendio Y Solo Mantiene Desalojadas Siete Urbanizaciones<\/a>\n<ul>\n<li><a href=\"#megaways-de-la-mina-de-diamantes\">Megaways De La Mina De Diamantes<\/a><\/li>\n<\/ul>\n<\/li>\n<li><a href=\"#lo-que-realmente-cambia-cuando-ajustas-las-l-neas\">Lo Que Realmente Cambia Cuando Ajustas Las L\u00edneas<\/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=\"609px\" alt=\"qu&#xE9; son las l&#xED;neas de pago en una tragamonedas\" 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\"><\/p>\n<p>Debido a esto, deber&#xED;as consultar la tabla de pagos de la tragamonedas que eliges jugar de antemano, para saber qu&#xE9; s&#xED;mbolos pagan m&#xE1;s cuando se combinan. Anteriormente, los jugadores solo pod&#xED;an apostar en una &#xFA;nica l&#xED;nea de pago horizontal. 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. Sin embargo, este tipo de tragamonedas tiene la desventaja de que puedes correr el riesgo de perder una victoria en una l&#xED;nea de pago no seleccionada. Cuando juegas, las l&#xED;neas de pago variables te ofrecen m&#xE1;s flexibilidad en el juego, lo cual muchos jugadores aprecian.<\/p>\n<p>Las mec&#xE1;nicas de juego variadas llevan al siguiente nivel el uso de las l&#xED;neas de pago, por lo tanto, es imperativo explicar c&#xF3;mo funcionan las l&#xED;neas de pago seg&#xFA;n el tipo de tragaperras en que est&#xE9;s jugando. Por ejemplo, en las tragaperras online de tipo megaways pueden existir incluso m&#xE1;s de 200 mil l&#xED;neas de pago, sin embargo, estas l&#xED;neas var&#xED;an de acuerdo a la aleatorizaci&#xF3;n de la cantidad de filas que aparece en los rodillos. 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. Entonces no dejes de leer y aprende todo lo necesario para comenzar a jugar hoy mismo.<\/p>\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. Las tragamonedas cl&#xE1;sicas trabajan con una sola l&#xED;nea horizontal; las video slots de Play&#x2019;n GO, NetEnt o Pragmatic Play suelen ofrecer entre 10 y 50 l&#xED;neas, casi siempre fijas. 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. 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 href=\"https:\/\/casongo.casino\/lat\/\">t&#xE9;l&#xE9;charger casongo casino<\/a> 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.<\/p>\n<p>La &#xFA;nica desventaja de un l&#xED;nea de pago ajustable Son las posibilidades limitadas de obtener una combinaci&#xF3;n ganadora o ganar el premio mayor, el bote. 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. La l&#xED;nea de pago es el patr&#xF3;n de posiciones sobre los carretes que decide si una combinaci&#xF3;n de s&#xED;mbolos genera premio. 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. 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.<\/p>\n<h3 id=\"tipos-de-tragaperras-de-las-cl-sicas-a-las-progresivas\">Tipos De Tragaperras: De Las Cl&#xE1;sicas A Las Progresivas<\/h3>\n<p>Si una combinaci&#xF3;n ganadora cae en una l&#xED;nea de pago inactiva, no se considerar&#xE1; ganadora, ya que no se realiz&#xF3; ninguna apuesta. Consulte la tabla de pagos, que generalmente contiene informaci&#xF3;n sobre las reglas del juego, l&#xED;neas de pago, probabilidades, etc. La mayor&#xED;a de las l&#xED;neas de pago organizan la combinaci&#xF3;n ganadora de izquierda a derecha, hacia arriba, hacia abajo o en diagonal. Un ejemplo de ranuras que proporcionan grandes variedades de l&#xED;neas de pago is Megaway, cuyas l&#xED;neas de pago del juego son tan altas como hasta 117,649 formas de ganar. Tragamonedas modernas est&#xE1;n completamente controlados y operados por AI y RNG y puede tener cientos y miles de formas de ganar, ofreciendo a los jugadores m&#xFA;ltiples formas de ganar. Las Vegas use m&#xE1;quinas tragamonedas con los tradicionales 3 carretes para dar una apariencia de las antiguas versiones mec&#xE1;nicas.<\/p>\n<p>Cada m&#xE1;quina tragamonedas tiene un n&#xFA;mero individual de l&#xED;neas de pago, estas son en promedio entre 1 y 100.<\/p>\n<p>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. Eso es real y tiene un efecto directo en cu&#xE1;nto tiempo puede durar tu presupuesto. Una m&#xE1;quina de 5 rodillos con 3 filas puede tener 243 formas de ganar. Si la apuesta m&#xED;nima por l&#xED;nea es de una denominaci&#xF3;n y activas 20 l&#xED;neas, tu apuesta total es 20 veces esa denominaci&#xF3;n. Si tienes tres cerezas alineadas en diagonal pero esa diagonal no est&#xE1; activada, no hay premio. El punto clave es que una combinaci&#xF3;n ganadora solo cuenta si ocurre sobre una l&#xED;nea que est&#xE1; activa en ese giro. Cuando los s&#xED;mbolos correctos caen sobre esa trayectoria de izquierda a derecha (en la mayor&#xED;a de las m&#xE1;quinas), se activa un premio. Una l&#xED;nea de pago es una trayectoria predefinida que cruza los rodillos de la m&#xE1;quina.<\/p>\n<h3 id=\"megaways-de-la-mina-de-diamantes\">Megaways De La Mina De Diamantes<\/h3>\n<p>La direcci&#xF3;n de los s&#xED;mbolos ganadores es el m&#xE9;todo m&#xE1;s com&#xFA;n para verificar y pagar una combinaci&#xF3;n ganadora. Sin embargo, independientemente del patr&#xF3;n o la forma, aparece una l&#xED;nea de pago. Dependiendo de los proveedor de juegosUna l&#xED;nea de pago puede ser sencilla o compleja. Las primeras versiones de tragamonedas y m&#xE1;quinas de frutas eran sencillas y con una sola l&#xED;nea de pago. L&#xED;neas de pago No siempre tuve estos multitud de variaciones de l&#xED;neas de pago Disponibles hoy en d&#xED;a. Como jugador de tragamonedas, el pago contiene toda la informaci&#xF3;n esencial sobre la l&#xED;nea de pago. Cosas juegos de tragamonedas Simplemente no tienen l&#xED;neas de pago.<\/p>\n<p>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. Aprende todo lo que necesitas saber sobre las l&#xED;neas de pago en las tragamonedas online. Esa lectura r&#xE1;pida ordena el presupuesto de sesi&#xF3;n y aclara por qu&#xE9; un giro suma y otro no, tanto en escritorio como en celular. En esta ficha explicamos su funcionamiento, los formatos vigentes &#x2014;l&#xED;neas fijas, ajustables, 243 formas de ganar, Megaways y cl&#xFA;steres&#x2014; y qu&#xE9; implica al elegir una tragamonedas en plataformas autorizadas por el MINCETUR.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Tipos De Tragaperras: De Las Cl\u00e1sicas A Las Progresivas Madrid Culmina El Realojo De Los Municipios Evacuados Por El Incendio Y Solo Mantiene Desalojadas Siete Urbanizaciones Megaways De La Mina De Diamantes Lo Que Realmente Cambia Cuando Ajustas Las L\u00edneas Debido a esto, deber&#xED;as consultar la tabla de pagos de la tragamonedas que eliges [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-68068","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/cubes-water.com\/en\/index.php\/wp-json\/wp\/v2\/posts\/68068","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/cubes-water.com\/en\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/cubes-water.com\/en\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/cubes-water.com\/en\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/cubes-water.com\/en\/index.php\/wp-json\/wp\/v2\/comments?post=68068"}],"version-history":[{"count":1,"href":"https:\/\/cubes-water.com\/en\/index.php\/wp-json\/wp\/v2\/posts\/68068\/revisions"}],"predecessor-version":[{"id":68069,"href":"https:\/\/cubes-water.com\/en\/index.php\/wp-json\/wp\/v2\/posts\/68068\/revisions\/68069"}],"wp:attachment":[{"href":"https:\/\/cubes-water.com\/en\/index.php\/wp-json\/wp\/v2\/media?parent=68068"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/cubes-water.com\/en\/index.php\/wp-json\/wp\/v2\/categories?post=68068"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/cubes-water.com\/en\/index.php\/wp-json\/wp\/v2\/tags?post=68068"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}