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)
|
TSV Neuhütten-Wiesthal - SV Bavaria Wiesen
|
0:0 (3:4 n.E.)
|
Heigenbrücken-Heinrichsthal 1 - Heigenbrücken-Heinrichsthal 2
|
0:0 (5:6 n.E.)
|
Spiel um Platz 3
|
TSV Neuhütten-Wiesthal - Heigenbrücken-Heinrichsthal 1
|
2 : 0
|
Endspiel um den Wenzel-Cup
|
SV Bavaria Wiesen - Heigenbrücken-Heinrichsthal 2
|
0 : 1
|