Description
Start the plot by indicating the starting point. If you know the exact car parking situation, please explain how to park.
If we can access the starting point with public transports, please explain the lines to use and share any useful informations.
(S) From here, describe the instructions to follow from the starting point.
Add waypoints by clicking on the map.
The plot has to end by the location where the walk finishes. If it is a loop please write (S/E) at the end of the description. If it is a one way route write (E).
Waypoints
- S/E : km 0 - alt. 1,703 m - Start on South Hillcrest Drive
- 2 : km 0.29 - alt. 1,712 m - Turn right onto East Mansfield Avenue
- 3 : km 0.77 - alt. 1,709 m - Turn right onto Happy Canyon Road
- 4 : km 0.97 - alt. 1,707 m - Keep left onto Happy Canyon Road
- 5 : km 1.18 - alt. 1,705 m - Turn left onto East Mansfield Avenue
- 6 : km 1.89 - alt. 1,698 m - Turn left onto South Dahlia Street
- 7 : km 1.91 - alt. 1,697 m - Turn right onto East Mansfield Avenue
- 8 : km 2.67 - alt. 1,679 m - Turn right onto South Colorado Boulevard
- 9 : km 3.08 - alt. 1,681 m - Turn left onto Covington Drive
- 10 : km 3.75 - alt. 1,675 m - Turn left onto South Monroe Street
- 11 : km 3.76 - alt. 1,674 m - Turn left onto High Line Canal Trail Spur
- 12 : km 3.9 - alt. 1,671 m - Turn right onto High Line Canal Trail
- 13 : km 4.08 - alt. 1,671 m - Turn right onto High Line Canal Trail
- 14 : km 6.51 - alt. 1,670 m - Turn right
- 15 : km 6.64 - alt. 1,672 m - Turn left onto East Eastman Avenue
- 16 : km 6.99 - alt. 1,671 m - Turn right onto South Holly Street
- 17 : km 8.01 - alt. 1,695 m - Turn right onto East Jefferson Avenue
- 18 : km 8.2 - alt. 1,689 m - Turn right onto East Ithaca Place
- 19 : km 8.47 - alt. 1,694 m - Turn right onto South Hillcrest Drive
- S/E : km 8.98 - alt. 1,703 m
Useful Information
Always stay careful and alert while following a route. Visorando and the author of this walk cannot be held responsible in the event of an accident during this route.
The GPS track and description are the property of the author.
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