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Int.Country Code +593 ccTLD .ec Car: EC
101 
102 
131 or 911
Current Time / Date in -> Ecuador (States)
| State/Region: | -> Ecuador (States) |
| City/Community: | Quito |
| Country/Territory: | Ecuador |
| Local Time: | 3:10 or 3:10 am |
| Local Date: | Thursday, 22.August 2019 |
| Current difference from CEST: | -7 hours |
Distances
| Frankfurt, D | 9.720 km |
| Moscow, RUS | 11.566 km |
| Mumbai, IND | 15.915 km |
| Singapore | 19.855 km |
| Hong Kong, HK | 17.242 km |
| Shanghai, CN | 16.025 km |
| Beijing, CN | 15.447 km |
| Seoul, Korea | 15.215 km |
| Rio, Brazil | 4.512 km |
| Cape Town, ZA | 10.565 km |
| Sydney, AUS | 13.717 km |
| Auckland, NZ | 11.616 km |
| Honolulu, HI | 8.865 km |
| Los Angeles | 5.623 km |
| New York City | 4.466 km |
Information of Quito
Quito (; Spanish pronunciation: [ˈkito] (listen); Quechua: Kitu; formally San Francisco de Quito) is the capital and the largest city of Ecuador, and at an elevation of 2,850 metres (9,350 ft) above sea level, it is the second highest official capital city in the world, after La Paz, and the one which is closest to the equator. more...
Literature
Books about -> Ecuador (States)
Books about Southamerica
Books about Time
Books about Astronomy
Airports close-by
Airport name/ City name IATA/FAA code Altitude: 0 miles
Mainz Finthen QFZ 
Altitude: 300 miles
...more
Phone Area Codes of Cities in Ecuador_provinces
Ambato +(00) 593 3
Cuenca +(00) 593 7
Esmeraldas +(00) 593 6
Galapagos +(00) 593 5
Guayaquil +(00) 593 4
Ibarra +(00) 593 6
Loja +(00) 593 7
Machala +(00) 593 7
Manta +(00) 593 5
Portoviejo +(00) 593 4
more...
Differences to World Time (UTC)
Current World Time(UTC): 8:10 or 8:10 am
Current Date(UTC): Thu Aug 22, 2019
Thursday, 22.8.2019
Coordinates: 0° 13' S, 78° 31' W
Local Time Zone: Ecuador Time (ECT)
Normal Difference from UTC: -5
Current Difference from UTC: -5
No Daylight Saving adjustments known.
Pictures from Ecuador
Astronomical Data
Signs of the Zodiac: LEO (23.7.2019 - 23.8.2019)
Longitude: 0,0000°
Lattitude: °
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Larger map
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All distances are calculated using an optimzed model of the globe as a perfect ball. Therfore they are not always accurate enough.
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