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)
7 maja odbył się w naszej szkole XVII Powiatowy Konkurs Matematyczny „Gala Matematyków” pod Patronatem Starosty Częstochowskiego i Wójta Gminy Kamienica Polska. Wzięli w nim udział uczniowie klas 5, 6, 7 z Poraja, Żarek Letnisko, Starczy, Koziegłów, Kamieńskich Młynów, Konopisk, Lgoty Górnej, Koziegłówek, Siedlca Dużego, Choronia i Kamienicy Polskiej. Młodzież rywalizowała w pięciu rundach. Podczas konkursu gościła u nas Pani Kinga Zych - studentka matematyki Uniwersytetu Jana Długosza w Częstochowie, która zachęciła uczestników do budowania metodą origami wielokątów foremnych oraz rozwiązywania kwadratów magicznych. Poziom wiedzy i umiejętności uczestników okazały się niesamowite i nie obyło się bez dogrywek. Ostatecznie wszyscy pięknie się zaprezentowali i można powiedzieć, że matematyka została „odczarowana”. W kategorii klas 7 kolejne miejsca zdobyli:
<img src="https://static.xx.fbcdn.net/images/emoji.php/v9/t94/1/16/1f947.png" border="0" alt="