Programas de reembolso (Cashback) y apuestas de arbitraje: guía práctica para principiantes

¡Vaya! Empecemos con lo útil de inmediato.
Si recibes un cashback del 10% por pérdidas semanales y apostaste $1,000 en total, eso son $100 de retorno bruto; ahora resta los requisitos de apuesta y verás el valor real.
Espera un segundo: ¿qué tipo de cashback te ofrecen? ¿Cashback sin wagering o sujeto a rollover? Esa diferencia cambia todo.

Aquí va lo esencial que necesitas saber YA: el cashback reduce la varianza, pero no altera el valor esperado (EV) de un juego; la apuesta de arbitraje (arbing) busca explotar diferencias de cuotas para asegurar beneficio, y combina bien con cashbacks que no limitan métodos. Si eres novato, esto te servirá para decidir si vale la pena dedicar tiempo a aprender arbing o simplemente aprovechar reembolsos como una extensión de bankroll.

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TyfVtPymNDw86FqnN5++Uv1lccxG9qY5iszt5x+wVt3iC8xs+SS/dtM9h3D7s9U2IuNR1DXa1t51dU40adC3lxqEU8tt4XPOOSOM/wCkts/j95tW/Opf/wCZxWs+UxbdhJaNoFR12uVS8rrCf5EevvRWIxxO1axhpO4c/wCUVtLb6Jf7GVMKV1bahG/cF8pUoYT9+fqPS9csLLbDYy9tKVxGdnqlo4Uq9P0klJZhNeOOT+g+Fdqdp9R2m1mvqes3Mq91V6t8kl3JLuS8DvO63fHqmxVGOn3FJajoznxK3lPgnSb6unPu8cPl7MsiL+tO/Mrl9ad9pY6+5nbinrE7KGi1KqUsK4hVj2Ml48Ta5fX6j6s3f6FS2K2D0/TLuvS/adGU7msnimpNuc3l9yy+b7keew8ozZHzXjdlrHa4+9djT+PHg8k3p77dT2ws62l6dbrTNIqP7pFS4qtb1Sl0S9S97Jjlp1hNeSnWO7vu5HWqe0O+7a/VKDfY3drVqUs9eHtaaj9SRm8rbP2G2df/AIiv/wAuJ5DuX2/s9g9o73UdQtK91Tr2jt1Gg0mm5wlnn3cjnN9e9XTt4GmaXbadp93aztK1SpJ15RaacMcsMiJ9SYRuPDmPNreTX/2saf8A7Pcf8tntflV4/Y2oZeP8p0v+XUPm3dTtdb7GbZ22s3lvVuaNKnVpulRaUnxRa7+R3/fFvj0rbvZOGk2emX1rXV3C4U60qbWIqSfR+sVn1JiVaajHMS+jt3Ou221Ww2k6jSlCpGrbxp1o5zw1EuGcX9OfoPl7bTcptVpGt16WkabU1PTXN+b17dpvhzyU03lNLr3HWd228jV9g9QlW02Ua9nW+/2dVvs5+v1P1/E9+0zykNmatqnqGmara1u+NONOtH6HxL4E7raNSvM1yR63R2TcVsJX2G2XrfZNx+yt/NVa8IPKpJLEaeV1ay84739J4T5T20VDWd4PmdpNTp6XQVrOSeU6uXKXuyl7UzsW8DyiK2oWdWy2StKtjGceF3tdrtkn14YLlF+vL+g+eK9dzm5Tbcm8ttkWmNctUWmJjlqrHqe07G7C7xdD2bt9pdnPObencpVPNbWt92lTxlTdJ8pJ9y5v1HitKpwzUljKeeayfQew/lF6lZ0KVrtVYrUaUY486oNU63ta+S/qIrEealIrvq7fu13h7eX20FlpOu6HXu6FWfZ1rqpZzt6lGPfNvHA0vDCydm8omnQW7a4vajULuyu6Fa0l3qr2iXL/AHW/ccLceUZsordunYazUqY5U3Cmk/p4zw/etvT1Db24pUZUVY6VQlx0raMuNuWMcU33vw7ln6SZmIrMb20m0RWY3t9jaBq1vtJs3aalY1s0byjxqVN/JbWGvann3Hz1tFdb5dB1CpaKrq99Ri8U7m0toVoVV3PlDK9jwec7sd6usbB1Z07VQvdNqy4qtnWbSz4wf4L/APmD3Cw8pDZirQi77StXtq2Pk0o06sffxL4E7i0dZ0Tet46zqXVder75ND2Wlrmp6tOjRi1x28Y06lanDH3ySjBpJd/Plnmcr5M+3dbUNV1bQ9Xrure3k5ahRrTfOrPCVRe5J/Qzr+3/AJQVfU9PuNP2Z03zSlXpunO5usVKjg1hpQXJfTk8j2L03WtY2gs7XZeFeWqqSlRlQlwOlj8Pj/BS8Ss2iJjl6qTeItE16vpffZukuds9Vp6zole3pX6pKlXoXEnGNVLOGpLOHjlz5dDR3J7ndU2W2kWva9XtVVo05wo29CXaNOSw3J4wuWeSz1OM1DfFtjsXX+xm2uz1Gvc0nwq74pUI1/6SaTjL6Mew57dbtztRvA2vpXc7B2GzdnTqyn2XFwVarWIp1H8trLeFyXV9xf1Zn4r+pN99dub8prnutry8Lyh/bwX8mu6pV91Wm06ck5W9a4pVF4S7Ryx7pI0vKivIW27B0ZySlc31GnBeOMzf1RPAN0e9C73f3lzSlb+eaVdyU61Di4ZRkuXFF9zx7+QmeW+02tFcnV3nfNur2qvtvtT1PRtLqahZXtVVadSjUhmLcEnGSbTXNdemD2Hcfshe7GbGRstXUIX1xXlc1KcJcSp5SSjlcm8R545HVp+UZsl5q5qy1h1EuVJ0afN+GeI63o/lIW8FdvVNHuqnaVuKjCjVp4pw4V6OXzbzl59ZEckW3CI8KL823C73nxeUPZr/AMXp3xpnu++L/su2rf8A4GqfKW2m31lru9G12ot7S5pW1Ova1ZUajXaNUuHKWOXPB6Ptxv8ANF2h2R1nRrbSdRpVb2hKlCpOVPCb73hisxG0VvEc3xfP9DndQX9NfE/Qfan+DGsf7HW/5bPzwpVlCvGfg08H01qflFaHqOi39m9G1ODuLedKL46Tw5Ra58/WVxTEb2rhmKxO3J+SvrlvX2ZvtF44+dW1w7lQb5ulNJZXskvrRx3lDbsNX1vXIbRbO2076VSlGnc21NrtFKPJTSfVNYTXXkfPmyu02obMa1bano9x2N3Q6PqpLvg13pn0XoPlI6PWtIrXtKvLa5x6TteGrTb9WWmvrFbRNeWycd6zTks43cBup1vSNpYbQbRWrsY28ZK3oVGnOcmscTSfJJN9eeTunlQxit2Kb+Sr+h//AGR03U/KOtFrdqtP0q6WlU5udebnFVq3J4SXSKzhvm28Y5HWd7W+fTNuNkJaPa6Xe21Z16VZVatSLXo58PaW3WKzELepFZiJe+7ndft9od3Wi3FGpGVWhQha14p841Kaw0/akn7GfO+8PcttLYbS3dTQtOqanplzWlOhKg1xU03ngqJtNYz16HR93W8LVthdUlc6XONS3q4Vxa1c9nVX9zXcz6D0fykNmqtqnqOnapaXOOcaUY1o59TyvgRuLRqTdckat0c/uD3fX2xeg3lTWVTp6lqFWM6lKMlPsoRXKDa5Z5t8uR455U201tq+2tHTbOSnHSqLo1ZLp2snlr6MJe3Jy+3vlFXN7aVbPZG1q2XaLDvbhp1Uv6MFyj7W2fO9zcVK1SdSrOc6k25SlJ5bfixaY1ywi811y1TGSVRZ6H3luc12hr27nQrmhOMqlG3ha1kn8mrTSi0/cn7Gj4F4j0LdXvK1TYHUp1LSKutPuMdvZ1JYhUx0afdL1+/IpPJKMc8s9Xcd4W5faey2lvp6Jpk9Q0ytWnUoVKEouUYSbfDKLaaazjPRnsXk+7C6jsZo2oVtbpxoX1/UpvsVJTdKEU8Za5Zbb5L1HE0fKQ2WqWfHcadq9O4x95hCnJN/lcSOvWPlIUPsrf1b3RrhWDhCFpQo1o8SeXxTqN46rGMdMevJMckW2tEY625tsvlH6ktI3i7F6k02rNecNLvUKybX1Hu1WtDXdnak9H1Hsqd7bvza9oNS4eJcprPgfHW+reJZbf6npt3Y2Ve080oTpSjWlGWcyzlYM263e7qew8PM50I6hpLlxebzk4ypN9XTl3Z8MYYi2rT7pIyRF590u46tqW+vT7ydnUjrVWcXwKra2tOrTn61NQ6fX4kbR3u9zZTZ201zUtduqdKrV4KtHgp1ZWyxylU9BpJ8/Zy8TvFHyjNknQUqlhrEKuPvapU2vfxnmu8jfxf7R2N1pWh2cdO024pulWnUaqVqsXya8IrHhl+sr6sddo9SP6pejeSpXq3eg7SV7iTqVauoqpUqPrKbppt+8w+URux1Taa6tte0Cn5zdUaPYV7ZfLlFSbUoeL5vK9mC3kkSUtktcff58v8AlROa3ib1K+w23ENPvLRXel1bSnWfA+CrSk5TTxnk1yXJ+80jXJG0xqccczoG4jdPrNptTa7QbQ2tSxt7JudChXjw1KtTDSfD1SWc8z0Xyjtbo6Vu8qW0przu+uKUKMc83wTVRv2LH1o4bUvKM2aoWTnp+n6nc3GPRpVKcaUc+uWX9SPnHb3bfVNtNbnqOrVFyXBRo0+VOjT/ABY/r7ykzEVmIRNq1ry1fcGiahZ7XbKW97ScallqNtiShLpxRxKPtTyj5S2k3KbXaXqs7aw02pqdpx8NG6t5QxJd3Em04vxzy9Zwu7HelrGwVadOzcbzTa0+KtZVm+Fv8aD/AAX6+/vXJHuVh5R2y9W3TvdL1e2rY5wpwp1Y/Q+JfAereI2mZplj1p1Lue5XYursPsVGyvXB6lc1Xc3Kg8qEmklFPvwkvpyeIbz41t5O+laTs+1XpWtGFpUuUs06cItupUfqTm162uXUtvH8oK61iwuNO2XtKunW9aLhO7rTzWcX1UUuUfblv2Hm+73eHrGw+o1bnSHQnTrpRr0K0OKNVLos9V1fRiZjpEdkWmuorHZ6z9kd7O724pWM6Fxqun0nijLsHd0pJcl6UfTjy7m0e57vtc1bXdmLe+1/SZaXe1JSToPKyl0lh81nwZ5bpPlJ6JVoR+yujajbVsc1bThVj9GXFnH7T+UjZq0r09mtIufO5LFOveyglTfjwJvPsyi0TWPNatq1/q6e5k2JtLay8pvaOjZxjGiqFeeI9FOapzl9bZy/lZP/ADC01+GqQ/5FQ8M3ZbwobMbc1toNXp3N/OvSrRq8El2k6lSSfE88uqOzb5972m7ebM22m2em3drVpXkLlyrTi00oTjjl+WViY5JhSLxyTD0XySK8HsxrlJyXGr6La9tJfqZoeUdu/wBo9otp9P1jZ/Tp6hb+axtKkKUlx05qpNptNrlifXuxzPEd2G8G+2B1yd7aU43VtXiqdzbTlhVUnlNPua7n62fQFHykdmZW6dbStYp1cc6cI0pJfTxomJrNeWVqzWactnF+S9qy0y617ZXUZRo6jTruvGi8dYrgqQ9bWF09ZueUXu01TaS7ttoNnqLurmnRVtcWsccbinJxnDxfpNNezB4FtVtd59vAudptn4VtLq1a6uaajVy4VMc3lLveXj1tcz2nY7ykaKtYUdq9LqTqpYd1Y49L1um2sfQ/oRFZjl5ZRWazXllobkN0mv2O19hr20dr5hbWM3Up0KrXa1Z8DS5Lok3nL8D0HymNoLfSN29x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¿Qué es exactamente un cashback y por qué importa?

¡Atento! Cashback no siempre significa lo mismo.
En la práctica, un programa de reembolso puede ser:

  • Cashback neto sobre pérdidas netas (ej. 10% de pérdidas netas semanalmente).
  • Cashback sobre volumen (ej. 0.2% del turnover generado).
  • Cashback como crédito de bono con wagering (suele tener requisitos de apuesta altos).

La diferencia clave: efectivo retirable vs. crédito de bono. El primero mejora liquidez real; el segundo suele limitarse con rollover y contribuciones por juego. Como regla rápida: prioriza cashbacks que sean en efectivo o que tengan un rollover ≤ 5× para que realmente aporten valor.

Conceptos básicos de apuestas de arbitraje (arbing)

¡Sorpresa! El arbing no es “aplicar martingala” — es buscar inconsistencia entre casas o en mercados para cubrir todos los posibles resultados y garantizar ganancia.
Ejemplo corto: en un partido A vs B las casas ofrecen cuotas 2.10 y 2.05 al resultado A y B respectivamente; si la suma inversa 1/2.10 + 1/2.05 < 1, existe margen arbitrable.

Fórmula básica para detectar arbitraje:
S = 1/Q1 + 1/Q2 + … + 1/Qn.
Si S < 1 → hay oportunidad de arbing.
Para calcular cuánto apostar: apuestas proporcionales al inverso de la cuota para asegurar payout uniforme entre resultados.

Cómo combinar cashback con arbing: estrategia práctica

Mi instinto me dice: empieza con apuestas pequeñas y registros limpios. Luego afina.
Paso 1 — Evalúa el cashback: ¿pagos en efectivo o en bono?
Paso 2 — Calcula el coste operativo del arbing: límites de cuenta, comisiones, tiempo de ejecución.
Paso 3 — Haz una simulación simple con números reales antes de usar dinero.

Mini-caso práctico 1 (hipotético):
– Cashback: 8% sobre pérdidas netas semanal.
– Operas con dos casas (Casa A, Casa B).
– En una semana realizas arbs por $5,000 (turnover) y tu resultado neto es -$400 (perdida neta).
– Cashback = 8% de $400 = $32.
Conclusión: el cashback reduce la pérdida, pero no compensa comisiones o errores operativos. Aun así, si la estrategia de arbing tiene baja latencia y buen volumen, el cashback puede ser una mejora marginal que ayuda con la varianza.

Mini-caso práctico 2 (hipotético):
– Cashback en efectivo del 5% mensual sobre turnover (0.05×turnover).
– Si haces $20,000 en turnover mensual, cashback = $1,000.
– Si tu margen de arbing promedio es 0.5% por operación, necesitarías 200 arbs de $100 para obtener $1,000.
Conclusión: los cashbacks por volumen favorecen a quienes operan con volumen alto; si eres casual, el modelo por pérdidas netas suele ser más atractivo.

Comparación: tipos de cashback y su utilidad para el arbing

Tipo de cashback Cómo se paga Impacto en arbing Riesgos/limites
En efectivo (retirable) Pago directo a saldo/balance Mejora liquidez; ideal Pocas veces con rollover; sujeto a T&C
Crédito con wagering Fondos bono con requisito Limitado: reduce valor real del arb Rollover alto, restricciones por juego
Por volumen (turnover) Porcentaje del volumen apostado Beneficia operaciones de alto volumen Puede incluir exclusiones; baja para casuales
Cashback escalonado Mayor % según nivel VIP Útil para profesionales con cuentas VIP Requiere historial; control KYC/limites

Después de revisar las opciones, si buscas un lugar para comparar condiciones de cashback y ver su letra chica — incluyendo cómo afectan límites y métodos de pago — consulta fuentes oficiales del operador. Un ejemplo de referencia en el mercado mexicano con fichas técnicas sobre promociones y métodos es official site, donde puedes revisar secciones de términos y promociones y validar si el cashback es en efectivo o con rollover.

Checklist rápido: antes de usar cashback en arbing

  • Verifica si el cashback se paga en efectivo o como bono con wagering.
  • Lee T&C: restricciones por juego o exclusión de mercados.
  • Confirma métodos de pago y tiempos de retiro (SPEI, monederos, tarjetas).
  • Prepara una cuenta separada exclusivamente para arbing (organización y KYC limpios).
  • Calcula el impacto fiscal y guarda registros (comprobantes y balances).

Errores comunes y cómo evitarlos

Mi experiencia me dice que la mayoría de fallos no son técnicos, sino de procedimiento. Aquí lo que veo repetido entre principiantes:

  • Ignorar la letra chica del cashback. Evítalo: lee la sección de términos de la promoción y anota el rollover, contribuciones por juego y periodo de validez.
  • Operar con stakes demasiado altos desde el inicio. Solución: prueba con una muestra y controla el tamaño de apuesta.
  • No controlar cuentas y límite de apuestas. Ten siempre un plan de respaldo: documentación KYC lista y alternativas de casas.
  • Creer que cashback corrige malas estrategias. El cashback reduce dolor, no sustituye técnica. Mejora procesos, no resultados deficiente.

Herramientas y enfoques prácticos

Para ejecutar arbs con cashback hay herramientas que facilitan la vida: escáneres de cuotas, trackers de volumen, hojas de cálculo para simulaciones. ¿Qué usar?

  • Excel/Google Sheets con plantillas de cálculo de stake proporcional y ROI por arb.
  • Scanners de arbitraje en tiempo real (servicios de pago; evalúa latencia y fiabilidad).
  • Gestores de bankroll con límites automáticos para evitar sobreexposición.

Regulatorio y juego responsable (MX)

Ojo: si eres mexicano, recuerda que muchos operadores no cuentan con licencia SEGOB y operan en el “mercado gris”. Esto afecta recursos legales en caso de disputa, tiempos de retiro y métodos de pago. Mantén documentación KYC actualizada y evita depositar fondos que no puedas permitirte perder. Si sientes que el juego te excede, utiliza límites de depósito y herramientas de autoexclusión. Para ayuda profesional, contacta servicios de apoyo como Gambling Therapy.

Mini-FAQ

¿El cashback convierte el arbing en una actividad sin riesgo?

No. El cashback disminuye la varianza o el coste neto en ciertos periodos, pero el arbing tiene riesgos operativos: cancelaciones de apuestas, límites, errores de ejecución y diferencias en reglas de mercado. Trata el cashback como un suplemento, no como cobertura total.

¿Puedo usar un bono con wagering para arbing?

Puedes, pero el bono con wagering suele limitar retirada y reducción de valor efectivo; las casas a menudo excluyen mercados o aplican contribuciones parciales. Evalúa si el wagering reduce más valor del que aporta el bono.

¿Qué margen de arbing es aceptable para cubrir tiempo y comisiones?

Depende del modelo: con comisiones y retrasos, márgenes de 0.5%–1% pueden ser interesantes para volumen; para operaciones manuales, busca márgenes superiores al 1% dada la fricción.

Preguntas prácticas para hacer antes de activar un cashback

  1. ¿El cashback es sobre pérdidas netas o sobre turnover?
  2. ¿Es en efectivo o como crédito de bono?
  3. ¿Qué juegos o mercados están excluidos?
  4. ¿Cuál es el periodo de cálculo y el máximo reembolsable?
  5. ¿Qué documentación KYC se requiere para cobrar?

Últimas recomendaciones y pequeño plan de 30 días

Al principio pensé que bastaba con registrar y operar. Luego me di cuenta que sin control no hay estrategia que aguante. Por un lado, empieza en modo “laboratorio”: 1–2 semanas simulando, 2–3 semanas con stakes bajos y evaluación diaria. Por otro lado, crea reglas claras: stop-loss semanal, límites de turnover, y revisa T&C de cashback cada mes.

Si decides probar ofertas de cashback y arbing, mantén registros: fechas, cuotas, stakes, resultado neto, cashback recibido y tiempo hasta retiro. Esa trazabilidad te dirá si la combinación aporta valor real o solo ruido.

18+. Juego responsable. No apuestes dinero que no puedas permitirte perder. Si tienes problemas con el juego, busca ayuda profesional. Información general y no asesoría financiera o legal.

Fuentes

  • https://www.ecogra.org
  • https://www.kahnawake.com
  • https://www.gamblingtherapy.org

Sobre el autor

Sergio Morales, iGaming expert. Trabajo con métricas de producto y operaciones en mercados LATAM desde 2014; me especializo en análisis de promociones, riesgos de pagos y diseño de programas de lealtad. Comparto aquí aprendizajes prácticos para jugadores responsables.