2018.01.18.
Január 21-én U12 kispályás csapatunk hazai jégen szerepel.
A három csapatos fordulóban a mieink mellett az alábbi gárdák vesznek részt.
Nyugati Eszkimók
Tatabányai Polipok
A tiszta játékidő 2x18 perc, percenkénti sorcserével.
A menetrend:
![](data:image/png;base64,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)