¡Wow! Las apuestas de arbitraje pueden parecer complicadas al principio, pero una vez que entiendes los conceptos básicos, se vuelven bastante accesibles. Aquí está la cosa: la idea principal es aprovechar las diferencias en las cuotas ofrecidas por diferentes casas de apuestas para garantizar una ganancia, independientemente del resultado del evento. Es como encontrar una brecha en el sistema que te permite ganar siempre, pero con un riesgo mínimo. Suena demasiado bueno para ser verdad, ¿verdad? Bueno, hay algunos matices que debes conocer.

Para empezar, necesitas entender qué es exactamente una apuesta de arbitraje. En términos simples, es una estrategia que implica apostar en dos resultados opuestos de un mismo evento en diferentes casas de apuestas. Por ejemplo, podrías apostar a que el equipo A gana en una casa de apuestas y a que el equipo A pierde en otra. La clave está en encontrar cuotas que te permitan cubrir ambas apuestas y aún así obtener una ganancia neta. Esto se conoce como una “oportunidad de arbitraje”.

Imagina que el equipo A tiene una cuota de 2.10 en una casa de apuestas y 1.90 en otra. Si apuestas $100 al equipo A en la primera casa y $100 al equipo A en la segunda, estarías cubriendo ambos resultados. Si el equipo A gana, ganarías $110 en la primera casa. Si el equipo A pierde, ganarías $95 en la segunda casa. En cualquier caso, obtendrías una ganancia. ¡Espera! No es tan sencillo. Tienes que considerar las comisiones y los límites de apuesta de cada casa, lo que puede complicar un poco las cosas.

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)

Cómo Encontrar Oportunidades de Arbitraje

Encontrar oportunidades de arbitraje requiere un poco de trabajo y herramientas adecuadas. Primero, necesitas acceder a múltiples casas de apuestas para comparar cuotas. Luego, utilizas software o sitios web especializados que escanean las cuotas en tiempo real y te alertan cuando encuentran una oportunidad. Estos servicios suelen ser de pago, pero pueden ahorrarte mucho tiempo y esfuerzo. Al principio pensé que podía hacerlo manualmente, pero rápidamente me di cuenta de que era una tarea titánica. Las cuotas cambian constantemente, y necesitas actuar rápido para aprovechar una oportunidad.

Una vez que encuentras una oportunidad, debes actuar rápidamente. Las cuotas pueden cambiar en cuestión de segundos, así que la rapidez es crucial. Además, debes asegurarte de que tienes fondos suficientes en ambas cuentas para realizar las apuestas. Esto puede ser un desafío, especialmente si estás utilizando múltiples casas de apuestas. Algunas plataformas, como click here, ofrecen bonos de bienvenida que pueden ayudarte a aumentar tu bankroll inicial, lo cual es útil para empezar.

Gestión del Riesgo en Apuestas de Arbitraje

Aunque las apuestas de arbitraje se consideran de bajo riesgo, no están exentas de problemas. Uno de los mayores riesgos es que una de las casas de apuestas cancele tu apuesta. Esto puede suceder si detectan que estás realizando una apuesta de arbitraje. Para mitigar este riesgo, es importante diversificar tus apuestas entre varias casas de apuestas y no apostar grandes cantidades en una sola oportunidad. También es crucial mantener un perfil bajo y no llamar la atención.

Otro riesgo es el de las comisiones y los límites de apuesta. Algunas casas de apuestas cobran comisiones por retiros o tienen límites en las cantidades que puedes apostar o retirar. Esto puede afectar tus ganancias y hacer que algunas oportunidades de arbitraje no sean viables. Es importante investigar y elegir casas de apuestas que ofrezcan buenas condiciones y que sean confiables. Plataformas como Ecuabet son conocidas por su transparencia y buenas prácticas, lo que las convierte en una opción segura para los apostadores.

Herramientas y Recursos para Apuestas de Arbitraje

Hay varias herramientas y recursos que pueden ayudarte a tener éxito en las apuestas de arbitraje. Los scanners de arbitraje son esenciales para encontrar oportunidades rápidamente. Estos programas escanean las cuotas en tiempo real y te alertan cuando encuentran una oportunidad de arbitraje. Algunos de los más populares incluyen OddsPortal y RebelBetting. Estos servicios suelen ser de pago, pero la inversión puede valer la pena si estás serio acerca de las apuestas de arbitraje.

Además de los scanners, es útil tener una calculadora de arbitraje. Estas herramientas te ayudan a calcular rápidamente las ganancias potenciales y a asegurarte de que estás cubriendo ambas apuestas correctamente. Algunas calculadoras incluso te permiten ajustar las cantidades de apuesta para maximizar tus ganancias. Recuerda, la precisión es clave en las apuestas de arbitraje, y cualquier error puede costarte dinero.

Mini-FAQ

¿Es legal hacer apuestas de arbitraje?

Sí, las apuestas de arbitraje son legales en la mayoría de los países. Sin embargo, algunas casas de apuestas pueden tener políticas contra esta práctica, por lo que es importante leer los términos y condiciones de cada plataforma.

¿Necesito mucho dinero para empezar?

No necesariamente. Puedes empezar con una cantidad modesta y aumentar tu bankroll a medida que ganes más experiencia y confianza. Algunas plataformas ofrecen bonos de bienvenida que pueden ayudarte a aumentar tu capital inicial.

¿Cuánto tiempo lleva encontrar una oportunidad de arbitraje?

El tiempo puede variar, pero con las herramientas adecuadas, puedes encontrar oportunidades diariamente. La clave es ser paciente y estar atento a las alertas de los scanners de arbitraje.

Recuerda, las apuestas de arbitraje no son una forma de ganar dinero fácil. Requiere tiempo, esfuerzo y una buena gestión del riesgo. Siempre juega de manera responsable y nunca apuestes más de lo que puedes permitirte perder. Si sientes que el juego está afectando tu vida, busca ayuda inmediatamente. En Ecuador, puedes contactar a la línea de ayuda de juego responsable al 1800-JUE