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A/B Testing en Landing Pages: Por qué la simplicidad venció al vídeo en un experimento de 100,000 dólares

A/B Testing en Landing Pages es el proceso crítico que permite a los Growth Hackers desafiar las suposiciones estándar de la industria para maximizar la rentabilidad. En este artículo, analizamos cómo una simple fotografía superó a un vídeo de alta producción, generando más de 100,000 dólares en ingresos adicionales para una comunidad de vida asistida. Descubre por qué entender la fricción técnica y psicológica de tu audiencia específica es más importante que seguir las tendencias de diseño actuales.

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Growth Hack VIP

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Consultor Digital

Fer Urquizo

Consultor con mas de 25 años de experiencia en estrategia digital

Fer urquizo consultor digital - head of growth - liderazgo de equipos b2b2