Besser geht´s nicht – Alle drei im Spielbetrieb teilnehmenden Faustballmannschaften des TSV Bietigheim konnten in Ihren Klassen die Meisterschaft erringen. Nach den M60 und der M1 gewann auch die M45 den Titel in der Gauliga M45. Nach einem etwas holprigen Start am ersten Spieltag in Bietigheim mit 4:4 Punkten gab es eine imponierende Serie mit 15:1 Punkten aus den letzten 8 Spielen. Diese war ausschlaggebend für den letztendlich souveränen Gewinn der Meisterschaft vor dem TV Oberndorf und Meßstetten. Herzlichen Glückwunsch an das gesamte Team für diesen Erfolg. Abschlußtabelle nach 3 Spieltagen: ![](data:image/png;base64,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)
![Faustball_M45_Meister_Halle Faustball_M45_Meister_Halle](https://tsvbietigheim.de/faustball/uploads/img65ca0117118d0.jpg)
Konnten erneut den Titel in der Gauliga M45 gewinnen: Dieter Späth, Wilfried Knecht, Walter Haller, Karl-Heinz Fässler, Harald Fess und Neuzugang Markus Vincon. Auf dem Bild fehlen Andrea Hegel-Neumann, Hans Fötschl und Rainer Keller.
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