Ver partidos con amigos y entender las apuestas por diferenciales: guía práctica para empezar

¡Ey, esto puede ponerse divertido—y peligroso—rápido!
Mira: si vas a apostar con amigos mientras ven un partido, conviene saber exactamente qué es una apuesta por diferencial y cómo se calcula el riesgo.
Te lo explico con ejemplos sencillos, números claros y dos mini-casos para que no termines discutiendo la cuenta en el boliche.
Al principio te parecerá raro —“¿qué mide ese +3.5?”—, pero en 10 minutos vas a poder proponer la primera apuesta sin sentirte perdido.
Y sí: todo esto incluye avisos sobre límites, verificación de cuenta y herramientas para jugar de forma responsable.

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

Observa: la apuesta por diferencial no es “gana/perdedor” puro; es una apuesta sobre cuánto ganará o perderá un equipo respecto a un umbral.
Explico: el operador ofrece un spread (por ejemplo, Equipo A -3.5 / Equipo B +3.5). Si apuestas a Equipo A, necesitas que gane por 4 o más para que tu apuesta sea ganadora.
A diferencia de la cuota fija, el spread ajusta el riesgo y, en algunos formatos, puede cambiar el pago según la distancia al resultado real.
Reflexiona: en la práctica esto permite apuestas más equilibradas en partidos disparejos y abre opciones interesantes para jugar en vivo, pero exige entender márgenes y posibles pérdidas ampliadas si no controlás el stake.

2) Cómo funciona en la práctica — pequeño ejercicio numérico

¡Espera… esto no es solo teoría!
Imaginá que estás con cuatro amigos y quieren apostar $1.000 totales al spread de un partido de básquet: Equipo Local -7.5.
Si dividís la banca en 5 partes iguales, cada uno aporta $200; apostás a que el local gana por 8 o más.
Si el local gana por 10, la apuesta “gana” y el pago depende de la estructura del operador (cuotas equivalentes al spread).
Si pierde o gana por menos de 8, perdés la inversión; por eso conviene fijar un stake individual y un máximo de pérdida por sesión.

3) Mini-caso A — Partido entre favoritos y underdogs (cómo pactar con amigos)

¡Uy, ese +12 me tienta!
Supongamos River (favorito) vs. Instituto (+12). Ustedes creen que River ganará por más de 12: proponen una apuesta por spread.
Negocien stake y un “tope de pérdida” antes de empezar: por ejemplo, stake por persona $300 y pérdida máxima por persona $300.
Acuerden si usarán cash-out en vivo o dejarán correr la apuesta: muchas veces el cash-out evita pérdidas mayores pero reduce el beneficio potencial.
Conclusión práctica: fijar reglas claras evita peleas y fomenta diversión sin sorpresas desagradables al final del partido.

4) Mini-caso B — Apuesta en vivo y cobertura: ejemplo paso a paso

¡Nada como una remontada en el segundo tiempo!
Están viendo un partido y el marcador al descanso sorprende: el favorito apenas gana por 3 cuando el spread era -7.5.
Opción tácticamente útil: hacer una cobertura (hedge) en el descanso apostando al underdog en otra casa o con otra modalidad para asegurar una ganancia parcial o reducir pérdidas.
Ejemplo numérico: apostaste $500 a -7.5; tras el primer tiempo podés poner $250 a +7.5 en otra casa para limitar la exposición.
Resultado: si el favorito iguala, la pérdida neta será menor; si el favorito gana por amplio margen, la ganancia neta se mantiene positiva aunque reducida.

5) Herramientas y plataformas: qué buscar

Observa rápido: no todas las plataformas manejan el mismo spread ni las mismas reglas de cash-out.
Expande: busca transparencia en el margen (vig), liquidez para apuestas en vivo, opciones de cash-out y métodos locales de depósito/retiro (Mercado Pago para depósitos y transferencias bancarias para retiros son comunes en AR).
Reflexiona largo: una buena plataforma también tendrá verificación (KYC), cifrado TLS y políticas claras de juego responsable; por ejemplo, si necesitás soporte rápido, el chat en vivo es casi imprescindible durante un partido entre amigos.
Consejo práctico: compara la oferta de mercados y la velocidad de ejecución antes de enviar apuestas en vivo —eso evita “slippage” y decisiones basadas en latencia.

Comparación rápida: Apuestas por diferencial vs. apuestas tradicionales vs. exchange

Característica Apuesta por diferencial Apuesta tradicional (cuotas) Apuestas en exchange
Riesgo Medio-alto (depende del spread) Variable según cuota Variable; posibilidad de lay/hedge
Claridad para novatos Menos intuitiva al inicio Más simple (gana/pierde) Más compleja (mercado entre usuarios)
Mejor para ver con amigos Sí — permite apuestas competitivas en partidos disparejos Sí — ideal para “apuestas rápidas” Sí — útil para coberturas y trading en vivo
Cash-out / cobertura Depende del operador Generalmente disponible Amplia (puedes layear)

6) Dónde abrir una cuenta y por qué (nota práctica)

Espera: no te lances sin chequear regulaciones.
En Argentina conviene elegir operadores que operen bajo licencias locales y ofrezcan KYC claro; eso facilita retiros y reduce riesgo regulatorio.
Si querés una plataforma que combine mercados de deportes, opciones de cash-out y depósitos locales, considerá una opción con presencia regional y atención en español: bet365-argentina puede ser útil para comparar procesos de verificación, métodos de depósito y catálogo de mercados antes de decidir dónde apostar con tus amigos.
Reflexión: no es un endorsement absoluto; es una sugerencia práctica para quienes valoran liquidez en partidos locales y facilidad para depósitos con métodos populares en AR.
Actuá siempre según tus límites y revisá T&C antes de jugar.

7) Quick Checklist — antes de apostar con amigos

  • Definir bankroll grupal y aporte por persona.
  • Establecer límite de pérdida por persona (stop-loss).
  • Acordar reglas de cash-out y cobertura antes del partido.
  • Verificar que todos tengan cuentas verificadas y métodos de retiro listos.
  • Designar a una persona responsable de anotar resultados y movimientos.

8) Errores comunes y cómo evitarlos

  • Perseguir pérdidas: fijá un tope de pérdida por sesión; no intentes “recuperar” todo en la siguiente apuesta.
  • Ambigüedad en reglas: documentá el spread, stake y condiciones (por ejemplo, si prórroga cuenta o no).
  • No considerar la liquidez en vivo: evita apostar grandes montos en mercados con poca actividad.
  • Ignorar comisiones y margenes (vig): compará spreads y calcula el coste implícito antes de apostar.
  • Jugar sin identificación KYC completa: puede bloquear retiros; verificá identidad antes de apostar montos grandes.

Mini-FAQ

¿Necesito ser mayor de edad y verificar mi cuenta?

Sí. En Argentina la mayoría de operadores requieren 18+ (ver jurisdicción local: CABA/PBA pueden tener condiciones específicas) y KYC antes del primer retiro; prepara DNI y comprobante de domicilio.

¿Puedo cubrir (hedgear) una apuesta en vivo?

Sí. La cobertura es una herramienta efectiva: apostás al lado opuesto o en otra casa para reducir exposición. Calculá siempre el resultado neto esperado antes de cubrir.

¿Qué pasa si hay prórroga o tiempo extra?

Depende del mercado elegido; algunos spreads excluyen prórroga y otros la incluyen. Revisá la descripción del mercado antes de confirmar la apuesta.

¿Cómo dividimos ganancias y pérdidas en grupo?

Lo más transparente es dividir el stake y pagar/reclamar en efectivo o transferencia inmediatamente después del evento, con un registro simple (foto del ticket o historial de cuenta).

18+ | Juega con responsabilidad. Si crees que tenés un problema con el juego, buscá ayuda: en Provincia de Buenos Aires llamá 0800-444-4000; en CABA 0800-666-6006. Las operaciones están sujetas a verificación KYC y regulaciones locales; apostá solo lo que puedas permitirte perder.

Fuentes

  • https://www.loteria.gba.gob.ar
  • https://www.buenosaires.gob.ar/loteria
  • https://www.gamblingtherapy.org

Sobre el autor

Marcos Álvarez, iGaming expert. Trabajo más de 8 años en productos de apuestas deportivas y educación al jugador. Escribo guías prácticas para ayudar a novatos a entender riesgos, herramientas y regulaciones locales.

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