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Saison 2013/2014
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Saison 2012/2013
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Statistiken
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![Bild der Mannschaft [Entente Koerich-Simmern/Kehlen]](data:image/PNG;base64,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 "Bild der Mannschaft [Entente Koerich-Simmern/Kehlen]")
