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Estrategia de precios SaaS es el factor determinante entre una startup que escala y una que agoniza bajo el peso de sus propios usuarios gratuitos. Descubre por qué el modelo freemium mal ejecutado puede drenar tus recursos de soporte, distorsionar la percepción de valor de tu producto y frenar el crecimiento real al atraer a un perfil de cliente que nunca estará dispuesto a pagar por la innovación que ofreces.

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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