Guadalupe geodata
Guadalupe (São Tomé Island) is a seat of a second-order administrative division; located in Sao Tome and Principe in Africa/Sao_Tome (GMT+0) time zone. In our database, there are 2 cities with bigger population. Compared to other cities in Sao Tome and Principe, 75% of cities are located further ↓South; 100% of cities are located further →East and 75% of cities have lower elevation than Guadalupe. Note1
Guadalupe on map:[1]
Guadalupe GPS coordinates[2]
0° 22' 45.012" North, 6° 38' 15" East
Map corner | latitude | longitude |
---|---|---|
Upper-left | 1.08223°, | 5.93437° |
Center: | 0.37917°, | 6.6375° |
Lower-right: | -0.32395°, | 7.34062° |
Map W x H: | 156.4×156.4 km | = 97.2×97.2mi |
max Lat: | 1.63943° ⇑25% North |
Guadalupe: | 0.37917° |
min Lat: | ⇓75% South 0.13417° |
min Long | Guadalupe | max Long |
6.6375° | 6.6375° | 7.41951° |
W 0%⇐ | ⇒100% E |
Elevation
Elevation of Guadalupe is 157 m = 515 ft, and this is 2 m = 7 ft below average elevation for this country.
Max E: |
327 m = 1073 ft | 25% |
Avg. | 159 m = 522 ft | |
Guadalupe | 157 m = 515 ft | |
Min E: |
8 m = 26 ft | 75% |
See also: Sao Tome and Principe elevation on elevation.city.
Geographical zone
Guadalupe is located in North Torrid zone (between Equator and Tropic of Cancer). Distance of Equator is 42.2 km =26.2 mi to South.Distance of | km | miles | from Guadalupe |
---|---|---|---|
North Pole | 9964.9 | 6191.9 | to North |
Arctic Circle | 7359 | 4572.7 | to North |
Tropic Cancer | 2563.8 | 1593.1 | to North |
Equator | 42.2 | 26.2 | to South |
Nearby cities:
4 places around Guadalupe: (largest is in red/bold)
• Santo António
164.9 km =102.5 mi, 31°
• São João dos Angolares
27.3 km =17 mi, 177°
• São Tomé
11.1 km =6.9 mi, 115°
• Trindade
10.4 km =6.5 mi, 151°
Sources, notices
• [Note1] Compared only with cities in Sao Tome and Principe existing in our database
• [Src1] Map data: © OpenStreetMap contributors (CC-BY-SA)
• [Src2] Other city data from geonames.org with taken over terms of usage.
• [Src3] Geographical zone / Annual Mean Temperature by Robert A. Rohde @ Wikipedia