068 Zipfeltour2013 Tag08 Ruhla-Erfurt

A cycling route starting in Thal, Free State of Thuringia, Germany.

Overview

About this route

1

Mit einem Blick zurück auf den Inselsberg verlasse ich heute den Thüringer Wald und mach mich auf nach Erfurt. Die Anstrengungen des gestrigen Tages wirken noch ziemlich nach und so fühlt sich die heutige Tagesetappe beschwerlicher an, als sie tatsächlich ist. Auf einen Abstecher oder Sehenswürdigkeiten unterwegs verzichte ich völlig - wobei ich auch nicht weiß. was man z.B. in Gotha sich hätte anschauen sollen?

Über die "Attraktivität" Thüringer Radwege für den Radwanderer hatte ich mich schon geäußert, heute fordert die Strecke nun richtig Tribut - 8 km vor Erfurt haucht das Vorderrad seine Luft aus. Gut, dass ich ein Fahrrad habe, wo man sich über einen Reifenwechsel keine Gedanken machen muss, aber Dank ZEFAL-Pannenspray geht es trotzdem weiter. Alle Achtung, das Zeug ist gut! Es hat mich und die knapp vier Zentner noch sicher nach Erfurt gebracht und hätte es wahrscheinlich auch weiter getan, aber da ich in Erfurt einen Ruhetag geplant habe, geht das Fahrrad trotzdem zum Reifenwechsel in die Werkstatt. In Erfurt "Krämerbrückenfest" - es gab auf der Tour hierher kaum eine Stadt, die grad nix zu feiern hatte, hier aber hatte ich Sorge, dass ich von der Krämerbrücke nichts sehe - zurecht! Dank einer tollen Stadtführerin konnnte ich dann aber doch noch ein Foto (von hinten) machen. <img alt="" 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" /> Geschlafen habe ich mitten in der Stadt in der Altstadtpension am Dom, eine nette kleine Pension in der Wert auf ein gepflegtes Ambiente gelegt wird. <img alt="" 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" />
-:--
Duration
72.2 km
Distance
179 m
Ascent
317 m
Descent
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Avg. speed
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Avg. speed
oldcop999
oldcop999

created this 11 years ago

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