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<p>This wonderful hike starts with the "Trift Bridge", a 170m long rope bridge over a glacier lake, and continues with a fast uphill hike. Don't miss the stunning views on the Trift glacier high up in the Swiss Alps and the rocky scenery shaped by it. <br />\r\n
After the warm-up over the bridge and the following few hundred meters (approx at minute 10:00), set up your treadmill according to the steep gradient that we are facing. In the end we reach a hut called "Windegghütte".<br />\r\n
We recommend doing the video in discovery mode, so you can really enjoy the views!</p>\r\n
\r\n
<p>Did you enjoy the hike and would like to do more similar videos? You may want to have a look at our <a href="https://videos.kinomap.com/en/playlists/10387">Alpine hikes and runs</a> playlist.</p>
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#sections: PersistentCollection {#2284
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#additionalData: PersistentCollection {#2286
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-typeClass: ClassMetadata {#2058}
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#collection: ArrayCollection {#2287 …1}
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}
}
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date: 2025-01-02 21:05:11.165614 UTC (+00:00)
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-activities: PersistentCollection {#2278
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#collection: ArrayCollection {#2279
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}
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}
3 => TrackSection {#2298
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-activities: PersistentCollection {#2301
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4 => TrackSection {#2321
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