Ana Fonseca
|
3
|
6ºD
|
Ana Soares
|
4
|
5ºD
|
Barbara Rocha
|
29
|
5ºA
|
Beatriz Dias
|
6
|
5ºD
|
Carolina
|
10
|
6ºC
|
Eliana Costa Pereira
|
29
|
5ºB
|
Francisco Espregueira
|
14
|
5ºB
|
Inês Pereira
|
10
|
5ºA
|
Inês Sousa
|
11
|
6ºD
|
Leonor Ferreira
|
11
|
5ºB
|
Lucas Abreu
|
15
|
5ºA
|
Maria Duarte
|
22
|
6ºC
|
Mariana Correia
|
15
|
5ºB
|
Marta Sofia Fonseca
|
21
|
6ºD
|
Matilde Costa
|
17
|
5ºB
|
Matilde Costa
|
22
|
5ºC
|
Miguel Monteiro
|
20
|
P1GD1
|
Paulo Cuevas
|
23
|
6ºD
|
Pedro Mauro
|
20
|
6ªE
|
Pedro Teixeira
|
24
|
6ºD
|
Rita Silva
|
28
|
8ºA
|
Rodrigo Braga
|
24
|
5ºA
|
Ruben Carvalho
|
19
|
6ºA
|
quarta-feira, 12 de fevereiro de 2014
Alunos que resolveram o desafio de janeiro
Parabéns e continuem a participar! 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)
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