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Retos de la política inclusiva en la Ley Orgánica de Educación Intercultural
LOEI-2010
Revista Criterios - 29 (1) Enero- Junio 2022 Rev. Criterios - pp. 158-179
ISSN: 0121-8670, ISSN Electrónico: 2256-1161,
https://doi.org/10.31948/rev.criterios
Universidad Mariana, San Juan de Pasto, Nariño, Colombia.
170
docentes siguen manifestando su preocupación
por no contar con este recurso permanente de
actualización para enfrentar los nuevos desafíos,
dada la diversidad de la población inclusiva.
No menos importante es la implementación
de material didáctico que facilite el ejercicio
pedagógico con la población más vulnerable;
por lo tanto, a este resultado se integra las
subvariables en sus ámbitos pedagógico, de
infraestructura y administrativo, sin dejar
la dinámica que cada una de ellas comporta
dentro del quehacer educativo.
Evidentemente, estos progresos educativos, al
interior de las instituciones, han contemplado la
participación activa de la población de niños y
niñas con capacidades especiales, con el objeto
de cualicar el servicio. Se evidenció que las
entidades vieron necesario diseñar un nuevo
sistema de admisión que integrara la salud
física, mental, espiritual y psicológica; además,
por supuesto, la capacidad de aprendizaje, cuyo
avance más signicativo, según se verica en
los resultados, fue la aplicación en la fase de
diagnóstico al interior de las entidades, de lo
provisto por el Ministerio de Educación Nacional,
el Documento Individual de Adaptaciones
Curriculares (DIAC), cuya pertinencia devela
cuáles son los mecanismos provistos para la
aplicación de la política inclusiva, no solo en la
raticación de la población con NEE asociadas o
no a la discapacidad, sino también, la evidencia
de los grados de adaptación curricular 1, 2
y 3, cuya información es necesaria para los
procesos de adaptación del sistema educativo
del estudiante evaluado.
Para el segundo objetivo especíco, Identicar
el funcionamiento organizativo y operacional de
la política educativa de inclusión en torno a la
planeación, ejecución y gestión al interior de
las Unidades Educativas de la Orden, se dene
la variable ‘Funcionamiento organizativo y
operacional de la política de inclusión’, inmersas
las subvariables de planeación, ejecución y
gestión, de las cuales se halló que, la de mayor
relevancia para docentes y estudiantes fue la de
ejecución, en tanto que la planeación y la gestión
están inmersas en las propuestas reguladas por
ley, constatando en las informaciones de los
entrevistados que, se debe realizar un proyecto
que integre todos los ámbitos estructurales y
los de acompañamiento de procesos, para que
se pueda ligar todo el proceso de lo que se
está ejecutando y no se está desarrollando; se
trabaja subsanando. Lo óptimo sería generar
un proyecto para inducir a una conciencia de
inclusión con cero discriminaciones.
Para el tercer objetivo especíco, Analizar
los efectos de la aplicación de la política de
inclusión educativa a partir de la percepción
del personal docente, directivo y administrativo
implicados en el proceso de implementación
de la reforma educativa en las Unidades
Educativas de la Orden, se propone la variable
‘Efectos de la aplicación de la política de
inclusión educativa’, con las subvariables:
percepción positiva, negativa u otra, que
tiene la comunidad educativa. Sintetizando,
se observó la aplicabilidad positiva del tipo de
adaptación curricular de primero y segundo
grados, en tanto que, para el tercer grado, la
percepción fue negativa, lo que lleva a deducir
que estos resultados van relacionados con la
autoevaluación docente, toda vez que ellos
creen no estar lo sucientemente preparados,
además de no tener todas las herramientas
necesarias para desempeñar mejor su trabajo
como maestros inclusivos.
Se apreció, además, que el tema de reiterada
referencia de la comunidad educativa, fue el de
los espacios comunes para la inclusión, debido
a que los ambientes físicos inuyen en el
progreso pedagógico de todos los estudiantes
y más cuando esto se traducen en elementos
didácticos y adecuaciones físicas para la
inclusión. En el reporte presentado por los
grupos focales, los docentes aseveran que los
espacios no son adecuados y que son pocas
las adaptaciones que se puede hacer sobre
edicaciones patrimoniales, que es donde
funcionan las unidades educativas.
En cuanto al PEI, se dedujo que, como recurso
legal, debe consolidar toda la programación
pedagógica alrededor del tipo de estudiantes.
Se puede recibir el número especíco en
el contexto y la capacidad de la institución
privada, sin que esto signique discriminación,
sino potencialización del servicio educativo,
convirtiéndose éste en un mecanismo
certero para establecer los lineamientos
institucionales y, con ello, brindar una mejor
educación inclusiva. Se encontró que, un
proyecto alterno y participativo como el que
propone la comunidad educativa, debe tomar
todos estos criterios, no solo en el ámbito
académico, sino también con los ámbitos de
gestión y de administración. Cabe claricar,
al respecto, que la inclusión no solo abarca
personas con discapacidad; se debe romper
esos esquemas mentales; incluso, reconocer
lo que se dispone dentro de la LOEI, hacia
otra visión de la inclusión con perspectiva de
las adaptaciones curriculares y luchar por una
inclusión educativa de verdad, de suerte que,