Se plantean los siguientes supuestos: - Se comienza con un número de habitantes inicial entre 4 y 20 individuos. - Son jóvenes hasta los 15 años (color verde), edad en que pasan a adultos (color naranja). - A los 50 años pasan a maduros (color rojo), a los 65 a ancianos (color violeta). - Mueren al superar el valor de la variable esperanza de vida. - Hay un cincuenta por ciento de posibilidades de que los individuos sean hombres o mujeres. - Si son mujeres a los 30 años tienen un número de hijos igual a la variable de "número de hijos por mujer" (o tasa de fertilidad).data:image/png;base64,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