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071 Zipfeltour2013 Tag11 Bad Lausick-Meißen

81 km Distanz
343 m Aufstieg
401 m Abstieg

(1 Bewertung)

Auf fast jedem Meter dieser Etappe sind die Hochwasserschäden unübersehbar. Entlang der Freiberger Mulde sind ganze Ortschaften mit Aufräumarbeiten befasst. Bemerkenswert, dass es offenbar eine der ersten Aktionen der Gemeinden war, den Muldetalradweg befahrbar zu machen. Überall ist der Unrat beiseite geschoben, meist ist eine Kehrmaschine gefahren und Schäden in der Fahrbahn sind notdürftig ausgebessert. Was sich nicht beseitigen ließ und von dieser Etappe in langer Erinnerung bleibt, ist der beißende Gestank in dieser Hitze. Trotzdem ein Dankeschön an alle, die hier das Fahren 2 Wochen nach dem Hochwasser schon wieder ermöglicht haben.

Ist der Elbe-Mulde-Weg eigentlich ein Radweg oder Wanderweg? Also einzelne Streckenabschnitte waren so abenteuerlich, dass ich meinem Navi nicht ganz glauben wollte, als es mich z.B. quer über eine Wiese schickte. Und während man in Bayern wenigstens noch das Wörtchen "bitte" zwischen "Radfahrer absteigen!" einfügte, wäre hier der Warnhinweis gar nicht nötig gewesen, man musste zeitweilig sowieso vom Rad.

Ein letztes Mal lässt Thüringen grüßen! Das erst in Erfurt "reparierte" Vorderrad mit der seitdem schleifenden Bremse haucht zwischen Leuben und Wahnitz noch einmal seine Lebensgeister aus. Das "Atlantic"-Reifenspray tut zwar auch seinen Dienst, aber es überzeugt mich nicht so sehr wie das von "Zefal". Nun in Meißen wird ein Fachmann, das Rad wieder richtig auf Vordermann bringen - ich bin knapp 100 € los, aber endlich wieder sicher und voller Vertrauen in das Rad unterwegs.

Das Stadtzentrum von Meißen ist geräumt! Das einzige was in den Läden steht, sind die Lüfter und Entfeuchter. Zunächst wundere ich mich, wo denn hier das Hochwasser herkam, die Elbe ist ja noch ein ganzes Stück weg. Erst später entdecke ich die eingemauerte Triebisch und wer das sieht, weiß sofort: Das nächste Hochwasser kommt bestimmt! Wo soll sie denn auch hin, die Triebisch, wenn die Elbe nichts mehr aufnehmen kann?

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" />

Am Ende narrt mich mein Navi doch noch. Statt die ca. 500 m von der Touristinfo in Meißen zur Pension an der Porzellanmanufaktor auf direktem Weg zu nehmen, will es mich zunächst über ein paar Treppen zwingen und führt mich schließlich auf einen 6 km langen Umweg mit über 120 Höhenmetern. Da habe ich dann nicht mal mehr ein Auge um die Aussicht zu genießen!

<img alt="" 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" />


5,0
(1)