Mount Lee

Mount Lee
Pohled na Mount Lee a Hollywood Sign
Pohled na Mount Lee a Hollywood Sign
Vrchol512 m n. m.
Poloha
SvětadílSeverní Amerika
StátSpojené státy americkéSpojené státy americké Spojené státy americké / KalifornieKalifornie Kalifornie
PohoříSanta Monica Mountains
Souřadnice
Mount Lee
Mount Lee
Některá data mohou pocházet z datové položky.

Mount Lee je jeden z vrcholů Santa Monica Mountains, který se nachází na východním konci tohoto pohoří v Griffith Parku v Los Angeles, ve státě Kalifornie, USA. Dosahuje výšky 512 m n. m. Na jeho jižním svahu je umístěný slavný nápis Hollywood. Ten je dobře viditelný severně od Mulholland Highway nebo z Hollywood Boulevard.

Pohled na noční Los Angeles z Mount Lee

Média použitá na této stránce

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.
Mount Lee and Hollywood sign.jpg
Autor: Downtowngal, Licence: CC BY-SA 3.0
The Hollywood sign on Mount Lee in Griffith Park. Cahuenga Peak is behind Mount Lee.
This photo shows the narrowness of the ridge between the Los Angeles basin on the left, and the San Fernando Valley on the right.
Los angeles night.jpg
Autor: Jimwmurphy, Licence: CC BY 3.0
Los Angeles at night, as seen from the Griffith Observatory. This stitched panorama shows downtown Los Angeles to the left.
Flag of California.svg
Flag of California. This version is designed to accurately depict the standard print of the bear as well as adhere to the official flag code regarding the size, position and proportion of the bear, the colors of the flag, and the position and size of the star.
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).

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))