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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: | 22:24 or 10:24 pm |
| Local Date: | Tuesday, 25.September 2018 |
| 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]) (Quechua: Kitu; Aymara: Kitu) (formally San Francisco de Quito) is the capital 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): 3:24 or 3:24 am
Current Date(UTC): Wed Sep 26, 2018
Wednesday, 26.9.2018
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: LIBRA (24.9.2018 - 23.10.2018)
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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