No proceso de admisión, o alumnado pode contemplar tres situacións: Reserva (centros adscritos), solicitude (centros non adscritos) e permanencia (do noso centro)
- [Xaneiro-Febreiro] Reserva de praza, alumnado de centros adscritos
![](http://www.edu.xunta.gal/centros/iesxunqueira2/system/files/Xornada.png)
- Este suposto é para o alumnado pertencente a un centro adscrito, no noso caso abrangue os seguintes centros
- Na ESO
- CEIP A Xunqueira Nº 2
- CEIP Manuel Vidal Portela
- No bacharelato
- CPR Plurilingüe Sagrado Corazón de Jesús
- IES de Cotobade
- Abrangue do 15 de xaneiro ao 5 de febreiro
- Preme no logo do proceso de admisión para accederes á aplicación informática de admisión.
- Preme no logo da sede electrónica para accederes á solicitude. (código de procedemento ED550A)
- Para accederes á solicitude, preme aquí (anexo I- ED550A) (anexo II bis)
- Para coñeceres a oferta educativa do noso centro, preme aquí
- Para coñeceres as paradas das liñas de transporte do noso centro, preme aquí
- Para máis información sobre a VII xornada de portas abertas (martes, 6 de febreiro, ás 18:30 horas), preme aquí ou na imaxe
- 22 de febreiro, publicación da listaxe definitiva de alumnado con posto reservado
Todas as solicitudes da fase de reserva foron admitidas |
![](/centros/iesxunqueira2/system/files/u6/Chave%20365.png)
- Por mor da protección de datos, non será facilitada información algunha telefónicamente. Para accederes ás listaxes, co uso da chave365, preme aquí ou ben achégate á corticeira de secretaría no hall principal.
- Para máis información sobre a 13ª xornada de acollida (venres 26 de maio, ás 9:20 horas), preme na imaxe dos monecos, situada á altura do mes de xuño.
- [Marzo] Solicitude de admisión, alumnado doutros centros ou que se reincorpore ao sistema educativo
- Este suposto é para o alumnado que solicita praza no noso centro e non pertence a un dos centros adscritos (CEIP A Xunqueira Nº 2, CEIP Manuel Vidal Portela,IES de Cotobade e CPR Plurilingüe Sagrado Corazón de Jesús)
- Antes do 1 de marzo --> publicación dos postos escolares vacantes e sorteo para o desempate
- Para accederes aos postos escolares vacantes, preme aquí
- Abrangue do 1 ao 20 de marzo
- Para accederes á solicitude, preme aquí: Anexo II (ED550B), anexo II bis
- Preme no logo da sede electrónica para accederes á solicitude, código de procedemento ED550B
- Para coñeceres a oferta educativa do noso centro, preme aquí
- Para coñeceres as paradas das liñas de transporte do noso centro, preme aquí
-
É necesario baremar: 2ºESO, 3ºESO e 1º BTO Ciencias.
Prazo de presentación de méritos: do 21 de marzo ao 5 de abril
|
- [Abril] Permanencias, alumnado do centro
- Tódolos cursos o alumnado do centro ten a necesidade de cumprimentar as follas de reserva para coñercer as súas preferencias e itinerarios de cara ao curso seguinte
xa que ten unha praza garantida para o seguinte nivel ao que estea cursando. Estas follas repártense e explícanse por membros do equipo directivo e do departamento de orientación durante o mes de abril
- Abrangue do 1 ao 30 de abril
![](/centros/iesxunqueira2/system/files/u6/sede%20electr%C3%B3nica%2C%20banner.jpg)
- Para accederes ás follas de reserva, as guías e a nosa oferta educativa, preme aquí
- Para coñeceres as paradas das liñas de transporte do noso centro, preme aquí
- [Abril] Listaxes provisionais de admisión, alumnado doutros centros ou que se reincorpore ao sistema educativo
- Publícanse o 25 de abril
- Por mor da protección de datos, non será facilitada información algunha telefónicamente. Para accederes ás listaxes, co uso da chave365, preme aquí ou ben achégate á corticeira de secretaría no hall principal
- [Maio] Listaxes definitivas de admisión, alumnado doutros centros ou que se reincorpore ao sistema educativo
- Publicanse o 15 de maio
- Por mor da protección de datos, non será facilitada información algunha telefónicamente. Para accederes ás listaxes, co uso da chave365, preme aquí ou ben achégate á corticeira de secretaría no hall principal.
- Para máis información sobre a 13ª xornada de acollida (venres 26 de maio, ás 9:20 horas), preme na imaxe dos monecos
![](data:image/png;base64,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)
- [Xuño e xullo] Matrícula, alumnado do centro e de nova incorporación
- Este suposto é para o alumnado seguinte
- Alumnado que unha vez obtida praza no noso centro ten que proceder coa matrícula
- Todo o alumnado matriculado actualmente no noso centro
- O prazo de matrícula abrangue desde o 23 de xuño ao 7 de xullo
- Documentación sobre de matrícula:
- Outros documentos para a matrícula:
- A matrícula subsidiaria é a partir do 13 de xullo, logo de adxudicación de praza por parte da comisión de escolarización
- Para coñeceres máis sobre este procedemento, preme aquí
- Para coñeceres as paradas das liñas de transporte do noso centro, preme aquí
- [Xullo] Matrícula subsidiaria, alumnado de nova incorporación
- Este suposto é para o alumnado seguinte
- Alumnado das listas de agarda, fóra de prazo ou que esqueceu se matricular no período ordinario
- Matricularase o antes posible, logo da adxudicación da comisón de escolarización
- Para coñeceres máis sobre este procedemento, preme aquí
- Para coñeceres a oferta educativa do noso centro, preme aquí
- Para coñeceres as paradas das liñas de transporte do noso centro, preme aquí
(sen actualizar) Aquí podes consultar un resumo de prazos e de baremación
A continuación podes consultar a normativa sobre o proceso de admisión
- Sobre admisión
- Sobre transporte escolar
- Real Decreto 443/2001, de 27 de abril, sobre condiciones de seguridad en el transporte escolar y de menores.
- Real Decreto 894/2002, de 30 de agosto, por el que se modifica el Real Decreto 443/2001, de 27 de abril, sobre condiciones de seguridad en el transporte escolar y de menores.
- Decreto 203/1986, de 12 de xuño, polo que se regulan provisionalmente determinados aspectos do transporte escolar.
- (Non dispoñible) Decreto 160/1988, do 9 de xuño, polo que se regula a prestación dos servicios de transporte escolar e de obreiros de competencia exclusiva da Xunta de Galicia.
- (Non dispoñible) Orde do 29 de xullo de 1988 pola que se establece a sinalización que deberán levar os autobuses que realicen transporte escolar nos centros de ensino de titularidade pública.
- (Non dispoñible) Orde do 1 de marzo de 1991 pola que se ditan normas sobre racionalización do transporte escolar.
- DECRETO 65/2014, do 28 de maio, polo que se modifica o Decreto 160/1988, do 9 de xuño, polo que se regula a prestación dos servizos de transporte escolar e de obreiros de competencia exclusiva da Xunta de Galicia.
- Instrución 3/2018 da Secretaría Xeral Técnica da Consellería de Cultura, Educación e Ordenación Universitaria, do 30 de maio, sobre a xestión do servizo de transporte escolar no curso escolar 2018/19.
- Planificación dos Servizos Educativos Complementarios no curso escolar 2014-15. (transporte escolar, supletoria da XT da Coruña)
- Solicitude de cambio de parada. (supletoria da XT da Coruña)