Sehr geehrte Fahrgäste,
Ziel von WerraBus ist es, hohe Qualitätsstandards im Linienverkehr für zufriedene Fahrgäste zu erfüllen und potentielle Fahrgäste zum Umsteigen vom Auto auf das Busangebot zu überzeugen. Das bedeutet, dass unser Linienverkehr an einem attraktiven Bus-System ausgerichtet ist, das untereinander, aber auch eng mit dem Bahnverkehr verknüpft ist. Für 3 Linien im Streckennetz von WerraBus ist jetzt durch Bus & Bahn Thüringen eine Zertifizierung als PlusBus- bzw. TaktBus-Linien zum Fahrplanwechsel ab 10.12.2023 erfolgt. PlusBus & TaktBus steht für das Qualitätsversprechen im öffentlichen Personennahverkehr mit einem zuverlässigen Angebot.
Zertifizierung als PlusBus:
Linie 200 Hildburghausen - Schleusingen - Suhl
Zertifizierung als TaktBus:
Linie 205 Schleusingen - Eisfeld - Coburg
Linie 219 Hildburghausen - Römhild - Bad Königshofen
Merkmale des PlusBus:![](data:image/png;base64,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)
- Regelmäßiger Taktverkehr: An Werktagen außer Samstagen sind mindestens 15 Fahrtenpaare im Stundentakt mit ersten Abfahrten an den jeweiligen Endpunkten zwischen 5.00 und 6.30 Uhr und letzten Abfahrten zwischen 19.30 und 20.30 Uhr über die gesamte Linienlänge anzubieten.
- Wochenendverkehr: An Wochenenden sind über beide Tage mindestens zwölf Fahrtenpaare anzubieten, wobei am Samstag mindestens sechs Fahrtenpaare und am Sonn- und Feiertag mindestens vier Fahrtenpaare anzubieten sind.
- Zeitnahe Verknüpfung: Die Bahn-Bus- oder Bus-Bus-Verknüpfung muss grundsätzlich an mindestens einem Zugangspunkt mit Umsteigezeiten von maximal 15 Minuten gesichert sein.
Merkmale des TaktBus:![](data:image/png;base64,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)
- Regelmäßiger Taktverkehr: An Werktagen außer Samstagen sind mindestens sieben Fahrtenpaare im Zweistundentakt über die gesamte Linienlänge anzubieten.
- Wochenendverkehr: An Samstagen sind mindestens vier Fahrtenpaare anzubieten, für Sonntag gibt es keine Vorgaben.
- Zeitnahe Verknüpfung: Die Bahn-Bus- oder Bus-Bus-Verknüpfung muss grundsätzlich an mindestens einem Zugangspunkt mit Umsteigezeiten von maximal 15 Minuten gesichert sein.