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ISSN: 2 96 0 - 8 147
viviendo como consecuencia de la pandemia que actuó como acelerador del proceso,
prevaleciendo lo individual por sobre lo colectivo y lo social. El escenario nos presenta a
cada familia o ser individual, aislado en su hogar tecnológico, trabajando en solitario, a su
ritmo y medida, sin atisbo de contacto social, sin capacidad de unión, ni de defensa sindical,
sin solidaridad social, en relación directa con los decisores y gestores laborales.
Entonces, al desaparecer el lazo comunitario, al ser el otro, exclusivamente otro yo o
uno mismo, la necesidad de la representatividad desaparece, siendo efectivamente cada uno
representante de sí mismo. Ante esta realidad, se hace necesario impulsar el reencuentro con
la realidad, procurando conjugar lo existencial y lo esencial, lo inmanente y lo trascendente, sin
prejuzgar el entorno, ni imponer una estructura determinada, empleando una razón blanda,
movilizada por la necesidad de dar razón de la situación real. (Villegas, 2016) como se ve, las
condiciones sobre las que emerge la ideología se asientan de cada vez más en la valoración
del individuo. Estamos, en consecuencia, ante un desarrollo del pensamiento postmodernista.
Es así como la metodología educativa aplicable, se vale de las TIC como herramienta
para transmitir un currículo que procura conectar con los problemas reales de la profesión
docente y de la sociedad, desarrollando contenidos que superan lo meramente conceptual,
pero sin olvidar los valores fundamentales del tejido social y la implementación de una razón
blanda y adaptativa, es decir, procurar un discurso integrador que busque dar solución a un
problema a través del servicio de muchos saberes y muchas lógicas, con pluriparadigmas
transcomplejos, coincidentes en puntos convergentes desde varias lógicas, superando
el pensamiento fracmental, desde la lógica epistemológica dialógica que busca unir los
contrarios buscando puntos de encuentro.
Lo cualitativo nos permite aproximarnos a la condición humana, el sentir, el acuerdo
entre racionalidades, la razón sensible, el pensamiento diacrónico – sincrónico – lineal;
un pensamiento pansincrético. Esto permite además abordar la resolución de problemas,
evaluando los modelos mentales del alumnado, la realidad del entorno y negociando los
ritmos de aprendizaje y evaluación (Bain, 2007). Esta propuesta pretende lograr un modelo
alejado de los roles da la enseñanza tradicional concediendo un mayor protagonismo a
los dicentes, convirtiendo las clases en una oportunidad para explorar y encontrar, debatir,
reflexionar, dudar, equivocarse y mejorar, acercándonos de este modo al definir a la sociedad
5.0 como “Una sociedad centrada en lo humano que equilibra el progreso económico con
la resolución de problemas sociales mediante un sistema que integra de forma avanzada el
ciberespacio y el espacio físico”. (Cabinet, Office 2015).
Al considerar la propuesta de la enseñanza digital antes mencionada, en la actualidad
tenemos como elemento interviniente, a la presencia de la pandemia del covid 19, situación
que ha obligado a que la educación dentro de la sociedad 5.0, haya tenido que adaptarse
tanto a ese recogimiento forzoso al que obligó su presencia, cuanto a la búsqueda de
alternativas académicas que permitieran continuar con el proceso educativo para alcanzar
a cubrir los planes y programas que se encontraban en vigencia en ese momento o
adaptarlos a esta “nueva realidad”. La adaptación de los distintos métodos pedagógicos
se produce y desarrolla favorablemente, debido a la interacción de la sociedad con el uso
de las tecnologías de la información y comunicación (TIC), de este modo el uso de las
herramientas digitales en el campo educativo se asocia en su mayoría a mejoras en el interés
y motivación de los estudiantes (Aznar-Díaz, et.al, 2019) Esta interacción también debe estar
destinada a la complementariedad de conocimientos actuando transdisciplinariamente en
este ambiente complejo.