Cape Final Trail

The Cape Final Trail is a hiking trail on the North Rim of the Grand Canyon National Park, located in the U.S. state of Arizona.

Cape Final Trail
Sunrise off Cape Final Trail
Length2 mi (3 km)
LocationGrand Canyon National Park, Arizona, United States
TrailheadsCape Royal Road
Cape Final (Point)
UseHiking
Elevation
Elevation change210 ft (64 m)
Highest point0.5 mi (0.80 km) from Cape Royal Road, 8,050 ft (2,450 m)
Lowest pointTrailhead, 7,840 ft (2,390 m)
Hiking details
Trail difficultyModerate, due to Altitude
SeasonEarly Spring through Late Fall
SightsGrand Canyon
HazardsSevere Weather
Lightning

Description

It is located on the Walhalla Plateau at the Grand Canyon's North Rim. Access is from the Cape Royal Road, about 2.5 miles (4.0 km) north of Cape Royal. Access to this part of the park by car is seasonal, traditionally open from mid-May to mid-October or depending on snowcover from the previous winter.

The trail is only 2 miles (3.2 km) long one-way and terminates at Cape Final at an elevation of 7,916 feet (2,413 m) overlooking the eastern Grand Canyon from Nankoweap to the Unkar Creek Delta.

No water is available (even at the trailhead), except early in the season by melting snow. Otherwise all water needed must be carried for the duration of the hike.

Camping

The Grand Canyon Backcountry Use Plan designates the area along this trail (use area NA1) for At-Large Camping, with a valid permit. One can be obtained from the Backcountry Information Center, located just north of the North Rim Campground along State Route 67. There are good campsites along the last half mile of this trail. The nearest toilet facilities are available at Cape Royal 2.5 miles (4.0 km) south of the trailhead at the end of Cape Royal Rd.

gollark: > It is widely believed that the (computable) numbers √2, π, and e are normal, but a proof remains elusive.
gollark: https://en.m.wikipedia.org/wiki/Normal_number
gollark: It's not proven that they're equally distributed.
gollark: For an example of something which is infinite but does *not* contain all possible number strings, think about, I don't know, 0.010110111... (infinite sequence of zeroes and then an increasing number of ones). That doesn't contain all possible number strings because it only contains 0 and 1.
gollark: It actually hasn't been proven to contain any possible number string.

See also

References


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