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Lead Nurturing para SaaS: El arte de convertir leads en clientes de pago

Lead Nurturing para SaaS es la clave para transformar una base de datos estática en una máquina de generación de ingresos recurrentes. En este artículo analizamos cómo Bidsketch logró un incremento del 400% en sus suscripciones de pago mediante la implementación de embudos educativos de alta entrega, demostrando que la fricción inicial puede ser tu mejor aliada si se gestiona con una estrategia de contenido táctica y centrada en el valor del producto.

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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