Clearwater (Floryda)
.jpg) Główny most Clearwater | |
| Państwo | |
|---|---|
| Stan | |
| Hrabstwo | |
| Zarządzający | Frank Hibbard |
| Powierzchnia | 93,0 km² |
| Wysokość | 9 m n.p.m. |
| Populacja (2020) • liczba ludności • gęstość |
|
| Nr kierunkowy | 727 |
| Kod pocztowy | 33755–33769 |
| Strefa czasowa | |
Położenie na mapie Florydy  | |
Położenie na mapie Stanów Zjednoczonych  | |
 27°58′N 82°45′W/27,966667 -82,750000 | |
| Strona internetowa | |
Portal  Stany Zjednoczone | |
Clearwater – miasto w stanie Floryda w Stanach Zjednoczonych, nad Zatoką Meksykańską.
Clearwater jest stolicą hrabstwa Pinellas i jest częścią regionu metropolitarnego Tampa Bay. Miasto ma charakter turystyczno-ekonomiczny i jest jednym z najprężniej działających miast na Florydzie.
Na terenie Clearwater znajdują się dwa znane college:
Na terenie miasta znajduje się także światowa siedziba Kościoła Scjentologicznego.
Miasta partnerskie
Ludzie urodzeni w Clearwater
- Dennis Knight – wrestler[2]
- Aaron Gillespie – muzyk rockowy
- Michael Wynne – polityk, biznesmen i sekretarz sił powietrznych
- Sara Blakely – bizneswoman i filantrop
- Melanie Margalis – pływaczka
- Keith Thurman – bokser
Przypisy
- ↑ U.S. Census Bureau QuickFacts: Clearwater city, Florida; Florida, www.census.gov [dostęp 2022-10-21] (ang.).
- ↑ Famous People From Clearwater, Florida - #1 is Dennis Knight, Playback.fm [dostęp 2022-10-21] (ang.).
Linki zewnętrzne
- MyClearwater.com: Oficjalna Strona miasta Clearwater, FL
- Scientology’s Town (reportaż z St. Petersburg Times)
Kontrola autorytatywna (miasto w Stanach Zjednoczonych):
Media użyte na tej stronie
Usa edcp location map.svg
Autor: Uwe Dedering, Licencja: CC BY-SA 3.0
Location map of the USA (without Hawaii and Alaska).
Autor: Uwe Dedering, Licencja: CC BY-SA 3.0
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))
Flag of the United States.svg
The flag of Navassa Island is simply the United States flag. It does not have a "local" flag or "unofficial" flag; it is an uninhabited island. The version with a profile view was based on Flags of the World and as a fictional design has no status warranting a place on any Wiki. It was made up by a random person with no connection to the island, it has never flown on the island, and it has never received any sort of recognition or validation by any authority. The person quoted on that page has no authority to bestow a flag, "unofficial" or otherwise, on the island.
The flag of Navassa Island is simply the United States flag. It does not have a "local" flag or "unofficial" flag; it is an uninhabited island. The version with a profile view was based on Flags of the World and as a fictional design has no status warranting a place on any Wiki. It was made up by a random person with no connection to the island, it has never flown on the island, and it has never received any sort of recognition or validation by any authority. The person quoted on that page has no authority to bestow a flag, "unofficial" or otherwise, on the island.
Clearwater Memorial Causeway main span 3Nov2017 (1).jpg
Autor: Andrew Heneen, Licencja: CC BY 4.0
Main bridge of the Clearwater Memorial Causeway, viewed from the pedestrian/cyclist path on the north side of the bridge (image taken from the eastern approach looking west/northwest)
Autor: Andrew Heneen, Licencja: CC BY 4.0
Main bridge of the Clearwater Memorial Causeway, viewed from the pedestrian/cyclist path on the north side of the bridge (image taken from the eastern approach looking west/northwest)