Snowshoe Peak
| Snowshoe Peak | |
|---|---|
.jpg) Cabinet Mountains v okolí nejvyšší hory | |
| Vrchol | 2 663 m n. m. |
| Prominence | 1 651 m |
| Izolace | 129 km |
| Poloha | |
| Světadíl | Severní Amerika |
| Stát |  Spojené státy americké |
| Pohoří | Cabinet Mountains, Skalnaté hory |
| Souřadnice | 48°13′23″ s. š., 115°41′22″ z. d. |
  Snowshoe Peak | |
| Některá data mohou pocházet z datové položky. | |
Snowshoe Peak je nejvyšší hora pohoří Cabinet Mountains. Nachází se v Sanders County a Lincoln County, na severozápadě Montany.[1][2][3] Snowshoe Peak náleží k nejprominentnějším vrcholům Montany.[4] Severně od vrcholu se nachází ledovec Blackwell Glacier, východně leží jezero Leigh Lake. Hora je turisticky dostupná po delší trase ze západní strany.[5]
Reference
- ↑ Snowshoe Peak, Montana [online]. Peakbagger.com, 2004 [cit. 2020-12-02]. Dostupné online. (anglicky)
- ↑ Snowshoe Peak [online]. United States Geological Survey, 1980 [cit. 2020-12-02]. Dostupné online. (anglicky)
- ↑ USA, Aljaška, jižní Kanada. Ostfildern, Stuttgart: Marco Polo, 2012. 176 s. ISBN 978-3-8297-3711-1. S. 25.
- ↑ Montana Peaks with 2000 feet of Prominence [online]. Peakbagger.com, 2004 [cit. 2020-12-02]. Dostupné online. (anglicky)
- ↑ Snowshoe Peak [online]. Summitpost.org, 2004 [cit. 2020-12-02]. Dostupné online. (anglicky)
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Fire.svg
This is a solid red equilateral triangle, which can symbolize or indicate many things, including the the symbol for fire in the books by Franz Bardon.
This is a solid red equilateral triangle, which can symbolize or indicate many things, including the the symbol for fire in the books by Franz Bardon.
Cabinet Mountains from Bull River Road (9024131208).jpg
Not only does Bull River Road (Hwy 56) offer outstanding views of the Kootenai National Forest on either side of the road, but there are several fully developed campgrounds with full service and campground hosts. The beautiful Ross Creek Cedars area with interpretive trail and picnicking is a popular destination. There are hiking and horseback trails, dispersed camping and lots of opportunities for a variety of activities. The scenery is spectacular along the Bull River Road and the area is home to bears, deer, elk, small mammals and birds. Recreation is year round in the area with snowmobiling, cross country skiing, snowshoeing, and ice fishing in the winter. The landscape in the area is very diverse from low elevation timber and lakes to the outstanding peaks in the Cabinet Mountains and Scotchman Peak area.
Not only does Bull River Road (Hwy 56) offer outstanding views of the Kootenai National Forest on either side of the road, but there are several fully developed campgrounds with full service and campground hosts. The beautiful Ross Creek Cedars area with interpretive trail and picnicking is a popular destination. There are hiking and horseback trails, dispersed camping and lots of opportunities for a variety of activities. The scenery is spectacular along the Bull River Road and the area is home to bears, deer, elk, small mammals and birds. Recreation is year round in the area with snowmobiling, cross country skiing, snowshoeing, and ice fishing in the winter. The landscape in the area is very diverse from low elevation timber and lakes to the outstanding peaks in the Cabinet Mountains and Scotchman Peak area.
Usa edcp relief location map.png
Autor: Uwe Dedering, Licence: CC BY-SA 3.0
Relief location map of the USA (without Hawaii and Alaska).
Autor: Uwe Dedering, Licence: CC BY-SA 3.0
Relief location map of the USA (without Hawaii and Alaska).
EquiDistantConicProjection : Central parallel :
* N: 37.0° N
Central meridian :
* E: 96.0° W
Standard parallels:
* 1: 32.0° N * 2: 42.0° N
Made with Natural Earth. Free vector and raster map data @ naturalearthdata.com.
Formulas for x and y:
x = 50.0 + 124.03149777329222 * ((1.9694462586094064-({{{2}}}* pi / 180))
* sin(0.6010514667026994 * ({{{3}}} + 96) * pi / 180))
y = 50.0 + 1.6155950752393982 * 124.03149777329222 * 0.02613325650382181
- 1.6155950752393982 * 124.03149777329222 *
(1.3236744353715044 - (1.9694462586094064-({{{2}}}* pi / 180))
* cos(0.6010514667026994 * ({{{3}}} + 96) * pi / 180))