12
Start: 12.06.2017 10:00
![](http://files.aprendojugando.webnode.com/200000011-8e2358f34e/ingles1.jpg) |
Temas do 1 ó 8. |
Save
Start: 12.06.2017 10:00
End: 12.06.2017 17:15
![](http://2.bp.blogspot.com/_iUp1jHLQ38E/SiQq8vXdltI/AAAAAAAAACE/1X27AXJxWBc/s400/tecnologia.jpg) |
Exame sobre electrici.dade |
Save
Start: 12.06.2017 10:00
End: 12.06.2017 17:15
![Resultado de imagen de lengua castellana](http://educacionadistancia.juntadeandalucia.es/profesorado/autoformacion/pluginfile.php/2513/mod_imscp/content/2/frikidonquijotedelamancha.jpg) |
Exame. |
| 13
Start: 12.06.2017 10:00
End: 13.06.2017 17:15
![](http://files.aprendojugando.webnode.com/200000011-8e2358f34e/ingles1.jpg) |
Temas do 1 ó 8. |
Save
Start: 13.06.2017 10:00
End: 13.06.2017 17:15
![](/centros/cpiantonioorzacouto/system/files/u73/mate1.jpeg) |
Exame.
|
Start: 13.06.2017 10:00
End: 13.06.2017 17:15
![](http://files.aprendojugando.webnode.com/200000185-6aadc6ca27/frances.jpg) |
Exame do tema 6. |
| 14
Start: 14.06.2017 10:00
End: 14.06.2017 17:15
![](http://files.aprendojugando.webnode.com/200000185-6aadc6ca27/frances.jpg) |
Exame dos temas 5 e 6. |
Start: 14.06.2017 10:00
End: 14.06.2017 17:15
![](http://files.aprendojugando.webnode.com/200000185-6aadc6ca27/frances.jpg) |
Exame. |
Start: 14.06.2017 10:00
End: 14.06.2017 17:15
![](http://eloviparo.files.wordpress.com/2009/06/matematicas.jpg) |
Recuperacións. |
Save
| 15
Start: 15.06.2017 09:45
End: 15.06.2017 14:30
![](https://biogeo3esozazuar.wikispaces.com/file/view/011-Chimeneas_de_Hadas.jpg/226945070/011-Chimeneas_de_Hadas.jpg) |
Exame sobre xeomorfoloxía. |
Save
Start: 15.06.2017 10:00
End: 15.06.2017 17:15
![](http://www.edu.xunta.gal/centros/cpiantonioorzacouto/system/files/u11/ciencias-sociales2_2.jpg) |
Exame. |
Start: 15.06.2017 10:00
End: 15.06.2017 17:15
![](http://files.aprendojugando.webnode.com/200000185-6aadc6ca27/frances.jpg) |
Exame. |
Start: 15.06.2017 10:00
End: 15.06.2017 17:15
![](http://blogs.upv.es/files/2009/05/mapa_mundi.gif) |
Exame dos temas 2 e 3. |
| 16
Start: 16.06.2017 10:00
End: 16.06.2017 17:15
![](http://files.aprendojugando.webnode.com/200000011-8e2358f34e/ingles1.jpg) |
Exam. |
Start: 16.06.2017 10:00
End: 16.06.2017 17:15
![](http://eloviparo.files.wordpress.com/2009/06/matematicas.jpg) |
Exame. |
Start: 16.06.2017 10:00
End: 16.06.2017 17:15
![Resultado de imaxes para economia](http://www.concienciaguatemala.com/wp-content/uploads/2016/04/145221049290.jpg) |
Exame. |
Start: 16.06.2017 10:00
End: 16.06.2017 17:15
![](http://2.bp.blogspot.com/_iUp1jHLQ38E/SiQq8vXdltI/AAAAAAAAACE/1X27AXJxWBc/s400/tecnologia.jpg) |
Exame de recuperación. |
Start: 16.06.2017 10:00
End: 16.06.2017 17:15
![](http://files.aprendojugando.webnode.com/200000185-6aadc6ca27/frances.jpg) |
Exame oral. |
Start: 16.06.2017 10:00
End: 16.06.2017 17:15
![](http://files.aprendojugando.webnode.com/200000185-6aadc6ca27/frances.jpg) |
Exame oral. |
Start: 16.06.2017 10:00
End: 16.06.2017 17:15
![](data:image/jpeg;base64,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) |
Exame. |
| 17
| 18
|