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¿En qué manera contribuye una población con educación en espíritu crítico en la realidad nacional,
geopolítica y seguridad en el Ecuador?
La UNESCO considera que el espíritu crítico en la población, una competencia obligatoria en el siglo XXI,
permite una mejor comprensión de los temas mundiales y nacionales relacionados con el sistema de gober-
nanza, la política, la historia, la economía, el conocimiento de los medios de comunicación y su tratamiento
a la información, entre otras bondades (UNESCO, 2015).
López (2021) concluye en su artículo “El desarrollo del pensamiento crítico: Un reto para la educación
ecuatoriana” que una de las deciencias en el sistema educativo ecuatoriano es el bajo desarrollo del pensa-
miento crítico en las instituciones educativas ecuatorianas, fundamentando esta armación en los resultados
de pruebas que se han realizado a los estudiantes ecuatorianos y que miden el pensamiento crítico de los
estudiantes como ENES, Ser Bachiller, TERCE o PISA-D. Establece como factores que producen un bajo
pensamiento crítico en la comunidad estudiantil ecuatoriana a razones estructurales de las instituciones
educativas normalmente resistentes a la apertura a los cambios de enfoque educativos, falta de capacitación
docente para el desarrollo del pensamiento crítico, así como la falta de práctica de la lectura de manera com-
prensiva, debates, conversatorios; razonamiento y solución de problemas matemáticos reales; capacidad de
cuestionarse, analizar, comparar, resumir y explicar; desarrollar la mentalidad abierta, generar opiniones
fundamentadas y aumentar la capacidad creativa, todo esto en un ambiente en el que esté permitido equivo-
carse y aprender de los errores.
Históricamente, desde la época colonial la educación en el Ecuador tuvo grandes falencias en cuanto a la
posibilidad de la población a su acceso que, en cierto modo, se mantienen hasta la actualidad aunque en
menor grado y se pueden resaltar las siguientes: imposibilidad de cursar una institución educativa por la
población indígena, el desarrollo de una educación con corte euro centrista por lo general alejada de la reali-
dad nacional, una mejor educación reservada para quienes fueron la élite social, la exclusión de la mujer en
los procesos educativos, intereses políticos en la educación. Estos hechos principalmente han determinado
la realidad educativa en el Ecuador, generando una sociedad ecuatoriana que se caracteriza por un bajo nivel
de pensamiento crítico, razón por la cual el país ha vivido grandes pérdidas económicas, políticas, históricas
que denen la actual realidad nacional, geopolítica y seguridad en el Ecuador.
La incidencia en la realidad nacional de la falta de un sistema educativo que desarrolle aceleradamente el
pensamiento crítico en el Ecuador se puede corroborar principalmente en los ámbitos político, geopolítico
y económico.
La política ecuatoriana a lo largo de su historia ha visto la emergencia del populismo, la incidencia de la
corrupción y la falta de un verdadero afán de servicio a la colectividad anteponiendo los intereses de gru-
pos políticos o de poder. Tomando en cuenta que el sistema político ecuatoriano se apega a los principios
democráticos, en el que prima la decisión de las mayorías al momento de elegir las autoridades políticas en
todos los niveles, es a veces contradictorio que agrupaciones o personajes políticos que se han involucrado
directa o indirectamente en escándalos de corrupción, que han tenido decientes administraciones pasadas,
que tienen como carta de presentación conductas personales alejadas del buen comportamiento ciudadano o
que simplemente destacan por su popularidad en actividades alejadas de la administración pública lleguen a
ejercer cargos públicos por elección popular; y esto se debe ciertamente a la falta de pensamiento crítico por
parte del electorado al momento de elegir autoridades que no solo que dirigirán administraciones públicas
en tiempo presente, sino que su actuar tendrá repercusiones en el desarrollo social, político y económico del
país, sus provincias y sus localidades en un futuro.
Muñoz, B., Romero, J., Dávila, C. y Córdova, J.