data:image/jpeg;base64,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Vs. 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sind selbst für Mattlok viele Tippfehler :zwinker3:
Das Bundesliga Topspiel SA 18:30 widmet sich gleich mit dem Abstiegskampf.
gegen
Beide im Pokal gleich versagt, und rausgeflogen, nun können wie zeigen wer die weniger schlechte Truppe hat....
Vorsicht Bürschla!Ich glaube nicht, dass Eintracht Braunschweig sich sportlich so schlecht verkaufen wird, wie die SpVgg Greuther Fürth.
Das dürfte schwer werden, findet auch der eigene Trainer. Oder will der nur den Druck nehmen?Die Klasse sollten sie halten können.
"Der Klassenerhalt wäre ein größeres Wunder als der Aufstieg." Das sagt Eintracht Braunschweigs Trainer Thorsten Lieberknecht im "kicker".
Für wen nicht?Was Werder Bremen betrifft, so sind sie für mich eine aktuell nicht einzuschätzende Größe.
Owomoyela - derzeit noch im 'privaten' Aufbautraining beim BVB - sucht noch einen Verein!
Naja also für Werder muss es ja gegen Braunschweig reichen. Undenkbar, dass man gegen das schlechteste Team der Liga auch noch verliert.
"das schlechteste Team der Liga"
Wow, ohne das überhaupt ein Spiel bestritten wurde
und wenn dann würds ichs umgekehrt sehen.....wenn braunschweig nicht absteigen will, ist werder eine der wenigen mannschaften, die man zuhause schlagen muss
Contento hat sich erledigt? Schade, wäre interessant gewesen, wie der sich bei Werder geschlagen hätte. Beim FC Bayern musste er ja nur Mitläufer sein, der lediglich mit sehr guten Mitspielern gegen meist sehr defensive Gegner seine Rolle zu erfüllen hatte - wäre bei Werder bei der meist konfusen Defensive das Kontrastprogramm gewesen.
Wüsste nicht das Contento vom Tisch ist.
Ein anderer Kandidat soll John Arne Riise sein für die LV Position