data:image/jpeg;base64,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

W styczniu odbył się Szkolny Konkurs Kolęd i Pastorałek (online).

 

Jury w składzie A. Berent, M. Bogucka i J. Cybulska

 

przyznało następujące nagrody i wyróżnienia.

 

W kategorii klas 4-5

 

I miejsce - Wiktoria Kucach z klasy 4c

 

Wyróżnienie - Kalina Kapelusz z klasy 5a

 

Wyróżnienie - Edyta Miszczak z klasy 5a

 

Wyróżnienie - Filip Antczak z klasy 4c

 

W kategorii klas 6-8

 

I miejsce - Weronika Iwańska z klasy 7c

 

III miejsce - Sandra Kruza z klasy 7d

 

III miejsce - Małgorzata Betlejewska z klasy 6b

 

Wyróżnienie - Daria Kapelusz z klasy 7b

 

Wyróżnienie - Julia Antczak z klasy 7d

 Filmy:

Film nr 1

Film nr 2

Film nr 3

Film nr 4

 

 

Konkurs przygotowała Justyna Cybulska