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<?xml version="1.0"?> <methodCall> <methodName>metaWeblog.newPost</methodName> <params> <param> <value><string></string></value> </param> <param> <value><string>administrateur commub</string></value> </param> <param> <value><string>COMMUB_ADMIN$23</string></value> </param> <param> <value> <struct> <member> <name>title</name> <value><string>Guía definitiva: cómo funcionan los jackpots progresivos en slots online</string></value> </member> <member> <name>wp_slug</name> <value><string>guia-definitiva-como-funcionan-los-jackpots-progresivos-en-slots-online</string></value> </member> <member> <name>description</name> <value><string><div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;"><p class="toctitle" style="font-weight: 700;text-align: center;">Content</p><ul class="toc_list"><li><a href="#toc-1">Factores que influencian el momento del premio mayor</a></li><li><a href="#toc-2">Seguridad de pagos y arquitectura en la nube: cómo Casino Online protege tu juego6 minutos de lectura</a></li><li><a href="#toc-3">🎯 6. La consistencia es clave</a></li><li><a href="#toc-4">Mini-casos reales (hipotéticos, pero verosímiles)</a></li></ul></div> <img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="Jackpots progresivos online: cómo funcionan en México" 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<p>La mayoría de creadores de sitios de eCommerce ofrecen tarifas competitivas, así que elige el rango de precios que mejor se adapte a tu negocio para empezar a vender online. Promociona tu tienda con plantillas para redes sociales, subtítulos y etiquetas, todo generado con IA. Acepta pagos, coordina y gestiona toda la logística de cumplimiento incluyendo envíos, devoluciones y seguimiento de pedidos, garantizando una experiencia fluida de principio a fin. Conéctate directamente con los compradores y controla todo su recorrido como cliente en una página de ventas propia que represente totalmente tu marca. Agrega tus propios diseños a una gran variedad de productos y vende merchandising personalizado que se envía directamente desde los proveedores.</p> <p>Si quieres explorar un ejemplo de operador que publica muchos de estos detalles y además tiene presencia en México, puedes consultar públicamente la información disponible en novi-bet-mx.com para comparar cómo muestran las auditorías y las reglas del progresivo. Matemáticamente, la esperanza de pago (EV) cambia según la contribución y la probabilidad de que el acumulado alcance cierto umbral; entender esto te ayuda a elegir si buscar emoción o rentabilidad a corto plazo. Hasta hace no mucho, las tragaperras tradicionales eran mayoría, pero hoy en día triunfan las tragaperras progresivas gracias a los avances tecnológicos de los casinos online. Para captar nuestra atención, muestran de forma clara y muy cautivadora a cuánto asciende la suma. Ahora es el momento de considerar cómo se aplica a las tragaperras de jackpot o bote progresivo. Hemos visto lo que es un bote o jackpot y cómo funciona de forma práctica.</p> <h2 id="toc-0">Estrategias reales para cazar jackpots sin perder la cabeza</h2> <p>A diferencia de los jackpots fijos, los progresivos continúan creciendo hasta que algún afortunado jugador lo gana. En este artículo, exploraremos qué son los jackpots progresivos, cómo funcionan y qué estrategias pueden ayudarte a acercarte a la fortuna. Jugar tragamonedas con jackpots progresivos en tiempo real es una aventura que mezcla emoción, estrategia y suerte. Saber cuándo parar, manejar tu presupuesto y entender que la diversión es el objetivo principal son claves para que la experiencia sea positiva. La posibilidad de verificar cada apuesta y premio de forma inmutable podría aumentar la confianza de los jugadores y reducir fraudes.</p> <h3 id="toc-1">Factores que influencian el momento del premio mayor</h3> <p>A diferencia de las tragaperras normales con pagos fijos, el jackpot o bote de las tragaperras progresivas aumenta con cada apuesta realizada. Los juegos con jackpot progresivo son una de las formas más populares y emocionantes de jugar en los casinos en línea. En lugar de tener un monto fijo, como sucede en la mayoría de los juegos, este jackpot sigue creciendo hasta que un jugador afortunado lo gana. En este artículo te explicamos de forma clara y directa qué es un jackpot progresivo, cómo se genera, cómo se gana y qué debes tener en cuenta antes de jugar. Pero, ¿cómo funcionan exactamente estos juegos y por qué tantos jugadores los buscan? Organizamos torneos internos y campañas temporales en títulos seleccionados, lo que añade competitividad adicional a cada sesión.</p> <p>Contamos con los mejores juegos de casino online y apuestas deportivas para que pases momentos muy divertidos desde cualquier dispositivo. Antes de ir con la explicación, queremos decirte que en Strendus tenemos opciones perfectas para cualquier tipo de jugador. Para resumir, los progresivos funcionan acumulando pequeñas porciones de cada apuesta en enormes premios compartidos. Esto garantiza que sus bots están configurados y auditados de manera justa para todos los jugadores.</p> <h3 id="toc-3">🎯 6. La consistencia es clave</h3> <p>A diferencia de otros portales donde estos premios son casi un “extra”, aquí forman parte del corazón del casino. Hay varios formatos, y <a href="https://canelocasino.com.mx/">canelo casino</a> entender la diferencia puede marcar la experiencia. El activador progresivo opera de forma completamente independiente de las líneas de pago, lanzando a los jugadores a una matriz de selección de cuadrícula que garantiza uno de los 4 botes. Si quieres contrastar cómo un operador mexicano presenta su información sobre auditorías y progresivos, revisa la documentación pública y las reglas de juego en novi-bet-mx.com, y compara esos datos con las pruebas técnicas citadas más arriba para tomar una decisión informada antes de apostar.</p> <h3 id="toc-4">Mini-casos reales (hipotéticos, pero verosímiles)</h3> <p>También hay opciones más accesibles. También son fáciles de jugar, así que son una buena opción si buscas emoción. Algunas slots son famosas en todo el mundo. Por eso es clave revisar las reglas antes de empezar. La posibilidad hace muy divertido este formato. La cifra está visible en todo momento, lo cual añade emoción y presión.</p></string></value> </member> <member> <name>dateCreated</name> <value><dateTime.iso8601>20220707T13:18:50</dateTime.iso8601></value> </member> </struct> </value> </param> <param> <value><boolean>1</boolean></value> </param> </params> </methodCall>
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~ ACUPOFTEA - computerhouse.bf