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WorldTimer.neT / Countries / Northamerica / Greenland (GMT)
Coordinates: 76° 46' N, 18° 40' W
Local Time Zone: East Greenland Time (EGT)
Normal Difference from UTC: ±0
Current Difference from UTC: ±0
No Daylight Saving adjustments known.
Larger map
Greenland
Fri Jun 22, 2018
Int.Country Code +299 ccTLD .gl Car: KN
112
Int.Country Code +299 ccTLD .gl Car: KN
112 7:01
Current Time / Date in Greenland (GMT)
| State/Region: | Greenland (GMT) |
| City/Community: | Danmarkshavn |
| Country/Territory: | Greenland |
| Local Time: | 7:01 or 7:01 am |
| Local Date: | Friday, 22.June 2018 |
| Current difference from CEST: | -2 hours |
Distances
| Frankfurt, D | 3.112 km |
| Moscow, RUS | 3.227 km |
| Mumbai, IND | 7.126 km |
| Singapore | 10.693 km |
| Hong Kong, HK | 8.636 km |
| Shanghai, CN | 7.774 km |
| Beijing, CN | 6.817 km |
| Seoul, Korea | 7.191 km |
| Rio, Brazil | 11.031 km |
| Cape Town, ZA | 12.381 km |
| Sydney, AUS | 15.197 km |
| Auckland, NZ | 15.523 km |
| Honolulu, HI | 8.871 km |
| Los Angeles | 6.613 km |
| New York City | 4.818 km |
Information of Danmarkshavn
Danmarkshavn (Denmark's Harbor) is a small weather station located in Dove Bay, on the southern shore of the Germania Land Peninsula, in Northeast Greenland National Park, Greenland. more...
Literature
Books about Greenland (GMT)
Books about Northamerica
Books about Time
Books about Astronomy
Differences to World Time (UTC)
Current World Time(UTC): 7:01 or 7:01 am
Current Date(UTC): Fri Jun 22, 2018
Friday, 22.6.2018
Coordinates: 76° 46' N, 18° 40' W
Local Time Zone: East Greenland Time (EGT)
Normal Difference from UTC: ±0
Current Difference from UTC: ±0
No Daylight Saving adjustments known.
Pictures from Greenland
Astronomical Data
Signs of the Zodiac: CANCER (22.6.2018 - 22.7.2018)
Longitude: 76,0000°
Lattitude: -18,0000°
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Larger map
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All provided information is a result of a live database processing. Programming errors might occure - therefore we cannot give any guarantee for the accuracy of any data provided. These information pages should be used for private purposes only.
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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