jueves, 19 de septiembre de 2013

nuestro colegio peruano japones conmemoro el dia de santa rosa de lima, realizando una procesion en su honor.

AUXILIARES          AUXILIARES DEL TURNO MAÑANA
Pilar Valencia Cabrera
 
 
 
Jhonny Quispe Castro 

DIVERSIDAD CULTURAL

Alumnos del 1º de secundaria representando la Diversidad cultural de nuetro pais

BRIGADA DE SEGURIDAD VIAL


Alumnos Juramentan como Brigada de seguridad vial, FELICITACIONES

EDUCACION VIAL

Preparando la pista tematica sobre Educacion Vial, demostarndo la iniciativa en el trabajo la Sra. Directora(e) Lic. haydee Roca Rodriguez utiliza la brocha en el pintado de la pista

PISTA DE EDUCACION VIAL

La nueva Pista Tematica sobre educacion Vial, labor realizada por los docentes en el patio de nuestra Institucion

ESCOLTA DE LA I.E PERUANO JAPONES

REENCUENTRO

CHICOS AVISEN A SUS HERMANOS LOS QUE ESTUDIARON AQUI EN EL PERUANO JAPONES PARA QUE PUEDAN ASISTIR A ESTA REUNION A REALIZARSE EN LA I.E EDUCATIVA 

BANDA INSTITUCIONAL DE LA I.E PERUANO JAPONES

LOS PROFESORES TANTO COMO TURNO MAÑANA Y TURNO TARDE

jueves, 25 de julio de 2013

FELIZ FIESTAS PATRIAS A TODOS

EL 28 DE JULIO CELBRAMOS FIESTAS PATRIAS POR ESO LES DESEO A TODOS QUE LA PASEN MUY BONITO CON SU FAMILIA Y LAS PERSONAS QUE MAS QUIERAN 
"FELICES FIESTAS PATRIAS" Y ¡VIVA EL PERU!
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

miércoles, 12 de junio de 2013

EN EL SALON


ASIENDO CLASES CON EL PROFESOR LUCARBINES

miércoles, 5 de junio de 2013

TUTORA DEL 2B


TUTORA: KATY MEDINA DAVALOS
ES PROFESORA DE MATEMATICAS
ES UNA EXCELENTE MAESTRA Y MUY BUENA TUTORA