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)
173
Revista Criterios- 27 (1)- rev.crit.- pp. 173-188.
ISSN: 0121-8670, ISSN Electrónico: 2256-1161,
Universidad Mariana, San Juan de Pasto, Nariño, Colombia, 2020.
Turismo como alternativa económica
en el municipio de Belén de los
Andaquíes (Caquetá)
Ginna Tovar-Cardozo**
Verenice Sánchez-Castillo***
Carlos Alberto Gómez-Cano****
Cómo citar este artículo / To reference
this article / Para citar este artigo:
Tovar-Cardozo, G; Sánchez-Castillo, V. y
Gómez-Cano, C. A. (2020). Turismo como
alternativa económica en el municipio de
Belén de los Andaquíes (Caquetá). Revista
Criterios, 27(1), 173-188. DOI: https://doi.
org/10.31948/rev.criterios/27.1-art8
Fecha de recepción: 12/12/2019
Fecha de revisión: 21/01/2020
Fecha de aprobación: 18/02/2020
Resumen
El exponencial crecimiento del turismo ha
captado la atención de muchas economías
emergentes, viendo en esta actividad, una
oportunidad para generar fluidas dinámicas
económicas en los territorios. En el caso
colombiano, dicha tendencia ha logrado ocupar
un papel protagónico en los planes de desarrollo,
al punto de ser considerada como ‘el nuevo
petróleo’, haciendo alusión a su potencialidad.
Así las cosas, el presente manuscrito, con
enfoque carácter mixto – pues involucra
herramientas cualitativas y cuantitativas –,
presenta las percepciones e imaginarios de
los habitantes y autoridades de Belén de los
Andaquíes en torno al turismo, como actividad
económica. Los hallazgos permiten evidenciar
que las realidades documentales (planes de
desarrollo) distan de los contextos sociales;
así mismo, opiniones encontradas, temores e
incertidumbres en el territorio, las cuales deben
ser intervenidas de manera efectiva a través de
procesos educativos.
Palabras clave: turismo; economía; desarrollo;
turismo sostenible; trabajo comunitario.
** Contadora Pública, Universidad
de la Amazonia. Especialista en
Pedagogía, Universidad de la Amazonia.
Magister en Ciencias de la Educación,
Universidad de la Amazonia. Directora
del Consultorio Contables y Tributario
de la Universidad de Amazonia.
*** Ingeniera Agroecologa, Universidad
de la Amazonia. Magíster en Estudios
Regionales en Medio Ambiente y
Desarrollo, Universidad Iberoamericana
de Puebla. Doctora en Antropología,
Universidad del Cauca. Docente e
Investigadora de la Facultad de Ingeniería
de la Universidad de la Amazonia.
Líder del Grupo de Investigación en
Agroecología y Desarrollo Rural – GIADER.
**** Contador Público, Universidad
de la Amazonia. Especialista en
Gestión Pública, Escuela Superior de
Administración Pública – ESAP. Magister
en Gestión y Evaluación de Proyectos,
Universidad Externado de Colombia.
Docente e Investigador de Facultad de
Ciencias Contables de la Universidad
de la Amazonia. Líder del Colectivo de
Investigación en Educación, Naturaleza,
Cultura e Innovación para la Amazonia.