"Najlepszy geograf klas I "

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Wyniki konkursu  który odbył się w dniu 04.04.2016 r. 

 

 

I m-ce Jakub Turczyn kl.1b

II m-ce Piotr Sieradzki kl. Id

III m-ce Maciej Tasarz kl. Id

 

Wyróżnienia

Maja Myśliwiec kl.1e

Iga Trzebska 1a

Marta Kowalska 1c