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)
Los desaos de la continuidad pedagógica en tiempos de pandemia: algunas evidencias del trabajo escolar
a partit de una indagación en la Escuela Normal Superior de Putumayo.
205
Walter Antonio Mesquita Romero
su carácter de acogida y hospitalidad (Quiceno,
2021); en otros términos, un espacio que permite
acercar un tipo de encuentro diferente al que
habitualmente los estudiantes pueden encontrar
en otros ambientes (familiares, sociales,
deportivos); garantiza un espacio distinto para
mantener una relación con los saberes.
2. La escuela como un espacio otro
A lo largo de la historia la escuela, como
institución central de la sociedad, soportó y
tramitó diversas contingencias que afectaron
su devenir, destacando principalmente aquellas
derivadas de las guerras y de las crisis sanitarias
(peste amarilla, gripe de 1918-1919, epidemia
de poliomielitis, ‘gripa porcina’, H591) que
han dejado ciertas marcas en el derrotero
pedagógico y alteraron profundamente las
formas de vida escolar (los trabajos académicos
en nuestro país son escasos sobre este asunto).
Justo la pandemia de la gripa de 1918-1919
causó numerosas muertes, sobre todo en el
altiplano cundiboyacense (Gamboa et al.,
2007), generando nuevas mecanismos de
funcionamiento de un conjunto de instituciones
centradas principalmente en la higiene. Pineau
y Ayuso (2020) señalan que, en el caso de
Argentina, tras la ‘gripe porcina’ de 2009, fueron
modicadas las agendas institucionales; el
país se vio forzado a replantear la preparación
de algunos cuadernillos y materiales, para
garantizar la continuidad pedagógica. Por lo
tanto, es preciso que la voz de novedad y de
‘acontecimiento’ que se impone con la crisis
sanitaria actual, no nos lleve a dejar al margen
las experiencias pasadas que, como sociedad,
enfrentamos y, develar algunas claves para
nuestro desafío actual.
En todo caso la escuela, como espacio
destinado al cultivo de una forma de vida
especíca, a pesar de estos desafíos, se instala
como un entorno de una forma singular de
relacionamiento con el saber y el cultivo, de un
modo de vida distinto al que se impone desde
otros espacios como el hogar o el de la plaza
pública; en otras palabras, allí se producen
cosas que no se lograría en otros espacios
sociales. Bien resalta su carácter de skholé, es
decir, como un tiempo (otro) de ocio para la
creación, un espacio para la imaginación, para
el cuidado e, incluso, en muchas ocasiones, un
espacio clave para el acceso a la alimentación
de los niños (Ballén et al., 2021).
Tras el advenimiento de la pandemia y el
posicionamiento potente de los entornos
mediáticos (distintas redes digitales
garantizaron sostener cierto vínculo
pedagógico), se impulsó una variedad de
planteamientos sobre un trabajo escolar basado
principalmente en estos entornos: ¿se puede
trasladar las diversas conguraciones de lo que
se entiende por escuela a las pantallas?, ¿qué
formas de trabajo se enriquecen y qué otras
pierden sentido tras el posicionamiento de esta
forma de trabajo escolar? Las respuestas que
se extienden en el panorama son variadas,
atendiendo fundamentalmente a los contextos
en los que son elaboradas; no obstante, diversas
investigaciones empiezan a poner en relieve
algunas conclusiones en común: la profunda
y sentida afectación de la interacción social de
los estudiantes, cierta dicultad para sostener
un trabajo escolar exclusivo en pantallas y,
disminución de la motivación por el estudio
(Almendingen et al., 2021); la relación directa
entre las desigualdades socioeducativas de las
familias y la implicación en el trabajo escolar
bajo esta modalidad (Expósito y Marsollier,
2020).
En general, la escuela emerge revitalizada
tras la pandemia, pues se posiciona como
un espacio no solo para promover el
aprendizaje, sino también para la socialización
y el encuentro, que exigen ciertas formas de
presencia física de los implicados. Quedan
debilitados los discursos de la uberización de
la educación (Segura et al., 2018); es decir, la
creencia de, que la institución escolar puede
ser remplazada fácilmente por un cúmulo
de trabajos sostenidos principalmente por
grandes plataformas mediáticas. Basados en la
evidencia, emerge con fuerza el postulado que
considera que la formación es, ante todo, un acto
humano que está determinado por una especie
de encuentro físico, de mayor relevancia entre
los niños, niñas y adolescentes, de manera
que la escuela se instituye en medio de la
pandemia, como un entorno otro, un espacio
para la esperanza, para un diálogo distinto
cargado de perspectivas; la escuela como un
encuentro de solidaridades, de emociones y de