¡Espera! Antes de lanzar tu primer apalancamiento: aquí tienes lo esencial que necesitas para no perder más de lo que puedes soportar. En dos párrafos te doy: 1) cómo funcionan las apuestas por diferenciales en la práctica, y 2) cómo analizar si un cashback realmente reduce tu riesgo esperado o sólo te da una falsa sensación de seguridad.

Primero, la regla rápida: la apuesta por diferencial es una posición sobre si el precio subirá o bajará —pero con apalancamiento—; el cashback es una devolución parcial de pérdidas (o de volumen), normalmente condicionada. Si entiendes ambos con números y límites claros, puedes controlar el daño; si no, te expones a pérdidas rápidas. Más abajo verás mini-casos, fórmulas simples y una tabla comparativa para elegir herramienta según tu perfil.

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×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)

¿Qué es una apuesta por diferencial (spread betting)?

¡Atención! Suena sofisticado, pero la idea es simple: apuestas sobre la dirección y magnitud del movimiento de un activo (por ejemplo, un índice, una acción o un par de divisas) sin poseer el subyacente. La casa publica un “spread” —dos precios— y tú entras en largo o en corto. La diferencia entre tu precio de entrada y el precio de salida, multiplicada por el tamaño de contrato, determina tu ganancia o pérdida.

Expande esto con un ejemplo numérico: compras 10 contratos sobre un índice con spread de 1000–1002 (precio de compra 1002). Si cierras en 1012, tu beneficio bruto es (1012 − 1002) × 10 = 100 MXN (o la divisa del contrato). Pero si el mercado baja a 992, la pérdida es (1002 − 992) × 10 = 100 MXN. Simple, ¿no? Sí, pero hay tres capas extra: apalancamiento, comisiones/swap, y margin calls.

Reflexión: muchos novatos subestiman el efecto del apalancamiento. Un 5× o 10× magnifica tanto ganancias como pérdidas; la gestión del margen es la clave para no ser sacado en el peor momento.

Elementos técnicos que debes revisar antes de operar

Observa lo básico: tamaño del contrato, apalancamiento máximo, requerimiento de margen inicial y mantenimiento, horario de mercado y comisiones (spreads + fees nocturnos). Expande: verifica si el proveedor aplica re-quotes o tiene slippage alto; algunos spreads se ensanchan en eventos económicos. Refleja: si tu estrategia es de scalping, el spread y la latencia son más críticos que para una estrategia de swing.

¿Qué es un programa de reembolso (cashback) y cómo se estructura?

OBSERVE: cashback suena atractivo. EXPAND: normalmente es un porcentaje de pérdidas netas (o del volumen apostado) devuelto al jugador en un periodo determinado. REFLECT: puede elevar tu sensación de seguridad, pero rara vez elimina la varianza; lo que hace es reducir el coste neto marginal de jugar.

Tipos comunes:

Mini-cálculo: si pierdes 10,000 MXN en la semana y tu cashback es 10%, recuperas 1,000 MXN. Valor real = 1,000 MXN menos el coste en términos de tiempo y reglas para cobrarlo (mínimos, retiros limitados, contribuciones al rollover).

Mini-casos prácticos

Caso A (novato, baja banca): Carlos abre una posición pequeña con apalancamiento 10× y pierde 2,000 MXN en una volatilidad fuerte. Tiene cashback semanal de 5% sobre pérdidas; recibe 100 MXN. Resultado: el cashback amortigua pero no compensa la falta de control de riesgo.

Caso B (jugador regular): Ana realiza operaciones frecuentes con tamaño controlado. El cashback por volumen le devuelve 0.2% del turnover mensual; si su volumen es alto, ese cashback puede convertirse en una devolución efectiva que financiaría parte de sus comisiones.

REFLEXIÓN: por un lado los cashbacks son útiles para reducir costes fijos; por otro lado pueden incentivar overtrading (riesgo moral).

Comparativa práctica: herramientas y enfoques

Opción Ventaja clave Riesgo principal Recomendado para
Apuesta por diferencial (spread) Acceso a mercados apalancados sin poseer activos Apalancamiento mal gestionado → pérdidas rápidas Traders con gestión de riesgo y stop-loss
Cashback por pérdidas Reduce el coste neto de pérdidas Condiciones, límites y posible incentivo a perder Jugadores con control y objetivos claros
Cashback por volumen Beneficia a operadores de alto volumen Requiere volumen para ser relevante Players frecuentes y market makers

Cómo evaluar si un cashback vale la pena (checklist y fórmula)

OBSERVE: no todos los cashbacks son iguales. EXPAND: usa esta fórmula simple para estimar su valor esperado:

Valor esperado mensual ≈ cashback% × promedio pérdidas mensuales − restricciones/rollover cost

Quick Checklist

¿Dónde colocar esta opción en tu estrategia?

Si eres principiante, prioriza: control de tamaño de posición, uso de stop-loss, y solo después considerar un cashback como “buffer” (no como seguro). Para traders frecuentes, el cashback por volumen puede reducir costos; revisa que no haya condiciones que impidan retiros rápidos.

Un consejo práctico: compara la política de margin call y límites de retiro antes de aceptar promociones. Para checar promos y condiciones es útil revisar el detalle del cajero y la sección de Términos y Condiciones del operador.

Recomendación contextual para explorar promociones

Si quieres probar una casa que ofrece promociones estructuradas para jugadores nuevos y herramientas de cashback, puedes evaluar su oferta y condiciones con cuidado; por ejemplo, revisar una plataforma que publica claramente su política de reembolsos y requisitos KYC te ayuda a anticipar fricciones al retirar ganancias. Un recurso que puedes usar para empezar a comparar y revisar promociones es get bonus, siempre leyendo antes los términos y verificando los límites de retiro y rollover aplicables.

Errores comunes y cómo evitarlos

Mini-FAQ

¿El cashback reduce la ventaja de la casa?

Reduce el coste neto de tus pérdidas pero no cambia la ventaja intrínseca del mercado. Si el mercado es adverso, cashback amortigua pero no invierte la expectativa negativa.

¿Cómo calculo cuánto arriesgar por operación?

Regla práctica: no arriesgar más del 1–2% del bankroll en una operación individual. Con apalancamiento, calcula tamaño de contrato en función del valor por punto y del stop-loss en puntos.

¿Qué ocurre si mi cashback requiere rollover?

Si el cashback viene con rollover, puede que tengas que apostar cierto volumen antes de retirar; esto reduce su liquidez real. Lee condiciones: a veces un cashback con x10 rollover tiene menos valor que uno directo sin rollover.

Checklist rápido antes de abrir tu primera posición

18+. Juega con responsabilidad. En México, verifica la licencia del operador y la ruta de resolución de disputas (proveedores con licencia internacional, como Curazao, implican reclamaciones fuera de PROFECO). Usa límites de depósito y considera autoexclusión si el juego deja de ser recreativo. Si necesitas ayuda, contacta líneas locales de apoyo o servicios de prevención de ludopatía.

Fuentes

Sobre el autor

Alejandro Torres, iGaming expert. Trabajo desde hace más de 8 años analizando mercados de apuestas, herramientas de gestión de riesgo y promociones para jugadores en LATAM. Su enfoque combina matemática aplicada y psicología del jugador para recomendaciones prácticas y responsables.

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