En esta edición, el Congreso será gratuito para los estudiantes de pregrado o licenciatura que se registren previamente en el siguiente enlace: https://forms.gle/SCu8TzkHijvkUyYt6
Para los profesionales, el Congreso tendrá un costo que depende de la afiliación o no a la Asociación y del momento de pago, como se establece en la siguientes tablas.
![](data:image/png;base64,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)
Los costos de inscripción al congreso para profesionales y estudiantes de posgrado no asociados a Populorum son los siguientes (ver tabla 2).Los estudiantes de posgrado que se encuentren asociados tendrán como beneficio la inscripción gratuita al congreso, es decir, que sólo deben pagar el valor de la inscripción anual a la Asociación adjuntando una copia vigente de la matrícula del segundo semestre.
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)
Los pagos deben realizarse en la cuenta de ahorros Bancolombia número 689-000009-73 a nombre de la Asociación Colombiana de Demografía, Población y Desarrollo -Populorum- NIT 901.494.724 y deben enviar el soporte al correo electrónico: populorum.finanzas@gmail.com
Para mayor información, puede remitirnos la información solicitada a continuación y nos comunicaremos con usted.