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)
https://revistasep.usac.edu.gt
Coordinadora General del Sistema de Estudios de Postgrado
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familiares, tales como lo menciona la Organización Panamericana de la Salud, (2017) cuando
indica que la réplica de esos “patrones de crianza, la persistencia de prejuicios culturales y la
falta de educación sexual integral” refuerzan esos elementos en las adolescentes.
La presencia continua de embarazos en adolescentes en la aldea La Ciénaga reeja la
persistencia del problema, respaldando la percepción de los entrevistados que la visión de
esas uniones tempranas se tornar como la única opción por la falta de oportunidades, lo
que el Instituto Guttmacher (2005) identica al indicar que dado que las normas culturales
de Guatemala respaldan en gran medida la maternidad en edades tempranas, las mujeres
jóvenes podrían ver el inicio de una relación y la maternidad como su alternativa más viable,
debido a la escasez de perspectivas para otras opciones de vida.
También se identica que las instituciones gubernamentales tienen un papel limitado en
abordar la problemática de manera ecaz, lo cual se alinea con el contexto nacional y en
donde la Corte Interamericana de Derechos Humanos (2017) ha reconocido que los Estados,
en este caso Guatemala, deben de implementar políticas, protocolos y otros instrumentos
para garantizar el acceso a una salud sexual y reproductiva integral de manera oportuna
y gratuita; y a información veraz, suciente, condencial, y, protegiendo a las niñas y a sus
familias de cualquier tipo de hostigamiento y violencia.
Sin embargo, los resultados sugieren que la falta de herramientas y estrategias institucionales
requieran de mayor solidez para abordar la raíz de este problema que deja a las jóvenes
guatemaltecas en una situación extremadamente vulnerable, sin el apoyo de las familias y
las comunidades.
En este contexto, Gonzales, Rangel y Hernández (2020) señalan que la institucionalidad
asociada a los adolescentes, y que sirvan como fundamento central de este estudio; abordan
la urgente necesidad de crear un espacio seguro y de conanza en el que los jóvenes puedan
expresar libremente sus inquietudes y dudas, con base en evidencia cientíca, objetiva y
libre de presiones externas. Sin embargo, en el contexto en cual se desarrolla el estudio, las
cuestiones culturales basadas en que la educación sexual se centra en la familia, limitan esa
posibilidad de las adolescentes en poder cuestionar y extraer esa información cientíca.
En cuanto a las soluciones a extraer de los resultados de la investigación, la educación sexual
integral surgió como una medida clave para solucionar este problema. Este enfoque está en
línea con lo señalado por el Fondo de Población de las Naciones Unidas (2020) en el que
destaca la factibilidad de prevenir el embarazo adolescente, a través de la implementación de
estrategias para ampliar la prestación de servicios de salud sexual y reproductiva.
En este contexto, es importante señalar que la educación sexual debe brindarse de manera
consistente y adaptada a las diferentes etapas de desarrollo, tanto en la escuela como en
el ámbito familiar, enfatizando la participación de las familias, instituciones, comunidades y
todos los sectores socioeconómicos que se encuentren involucrados en la temática.