Radeln nach Zahlen: Döbern – Altbergbautour
Start/Ziel: Klein Kölzig, Alte Ziegelei, Knotenpunkt 35
Die Altbergbautour führt durch den nordwestlichen Teil des UNESCO Global Geoparks Muskauer Faltenbogen/Łuk Muzakowa auf brandenburgischer Seite. Auf der rund 22 Kilometer langen Tour wird die Geschichte des jahrhundertealten Bergbaus in der geologisch außergewöhnlichen Landschaft erlebbar gemacht. Die Radfahrer stoßen hier auf beeindruckende Zeugnisse der Gewinnung und Verarbeitung von Tonen, Glassanden und Braunkohle. Eine zerklüftete Bergbaufolgelandschaft mit farbigen Seen, versunkenen Wäldern und einer unbändigen Natur, die sich sukzessive ihren Raum zurückerobert, laden zum Staunen und Verweilen ein. Die Strecke führt durch zahlreiche Natur- und Landschaftsschutzgebiete und entlang einzigartiger Feldstein- und Ziegelbauten. Auf Informationstafeln erhält der Gast umfangreiche Erläuterungen zu dem Gesehenen.
Knotenpunkte:
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)
Seite zurück Die Altbergbautour führt durch den nordwestlichen Teil des UNESCO Global Geoparks Muskauer Faltenbogen/Łuk Muzakowa auf brandenburgischer Seite. Auf der rund 22 Kilometer langen Tour wird die Geschichte des jahrhundertealten Bergbaus in der geologisch außergewöhnlichen Landschaft erlebbar gemacht. Die Radfahrer stoßen hier auf beeindruckende Zeugnisse der Gewinnung und Verarbeitung von Tonen, Glassanden und Braunkohle. Eine zerklüftete Bergbaufolgelandschaft mit farbigen Seen, versunkenen Wäldern und einer unbändigen Natur, die sich sukzessive ihren Raum zurückerobert, laden zum Staunen und Verweilen ein. Die Strecke führt durch zahlreiche Natur- und Landschaftsschutzgebiete und entlang einzigartiger Feldstein- und Ziegelbauten. Auf Informationstafeln erhält der Gast umfangreiche Erläuterungen zu dem Gesehenen.
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