Oberliga Nord

 

Oberliga NordDie 14 Nord-Mannschaften werden in der Hauptrunde vom 29. September 2017 bis zum 28. Dezember 2017 eine Einfachrunde absolvieren. Die sieben besten Mannschaften qualifizieren sich damit automatisch für die Oberliga Play-Offs mit der Oberliga Süd. Die weiteren sieben Mannschaften spielen in einer Eineinhalbfachrunde den weiteren Qualifikant für die Play-Offs aus. Der letzte der Qualifikationsrunde ist der sportliche Absteiger.

 

Das Teilnehmerfeld der Oberliga Nord setzt sich wie folgt zusammen: Rostock Piranhas, EHC Timmendorfer Strand, Crocodiles Hamburg, Hannover Scorpions, EC Hannover Indians, EC Harzer Falken, ECC Preussen Berlin, Icefighters Leipzig, MEC Halle 04, Black Dragons Erfurt, Füchse Duisburg, Herner EV, ESC Moskitos Essen und Tilburg Trappers.



 

Die 14. Clubs der Eishockey Oberliga Nord (Saison 2017/2018)

Rostock Piranhas Timmendorfer Strand Ehc Hamburg Crocodiles
RostockerEC Piranhas EHC Timmendorfer Strand 06 FTV Crocodiles Hamburg
     
Essen

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