23 września 2018 r., drużyna chłopców z naszej szkoły okazała się bezkonkurencyjna
i zdobyła Mistrzostwo Powiatu w Sztafetowych Biegach Przełajowych.
![](/images/AA/am51.jpg)
![](/images/AA/am52.jpg)
![](/images/AA/am53.jpg)
Reprezentacja szkoły zakwalifikowała się do Mistrzostw Wielkopolski,
które odbędą się 17 października 2018 r. w Poznaniu.
![](/images/AA/am2.jpg)
![](/images/AA/am3.jpg)
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)
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