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  WorldTimer.neT / Countries / Antarctica / Belgrano II (ARG)

Belgrano II ARG
Sat Apr 22, 2017

Int.Country Code +54
 9:37
Flag of ARG


Current Time / Date in Belgrano II (ARG)


State/Region: Belgrano II (ARG)
City/Community: Nunatak Bertrab, Antarktis
Country/Territory: Argentina
Local Time: 9:37 or 9:37 am
Local Date: Saturday, 22.April 2017
Current difference from CEST: -5 hours

Distances


Frankfurt, D5.631 km
Moscow, RUS7.011 km
Mumbai, IND8.794 km
Singapore11.514 km
Hong Kong, HK12.532 km
Shanghai, CN12.978 km
Beijing, CN12.276 km
Seoul, Korea13.174 km
Rio, Brazil5.198 km
Cape Town, ZA4.140 km
Sydney, AUS15.279 km
Auckland, NZ15.957 km
Honolulu, HI16.557 km
Los Angeles12.510 km
New York City8.612 km




Webcams


Currently no webcams found.
More Webcams...


Airports close-by


Airport name/ City name IATA/FAA code Altitude: 0 miles
Mainz Finthen QFZ Germany Altitude: 300 miles
...more



Differences to World Time (UTC)


Current World Time(UTC): 12:37 or 12:37 pm
Current Date(UTC): Sat Apr 22, 2017
Saturday, 22.4.2017


Coordinates: 77° 51' S, 34° 33' W
Local Time Zone: (GALT)
Normal Difference from UTC: -3
Current Difference from UTC: -3

No Daylight Saving adjustments known.


Pictures from Argentina


         
 

Astronomical Data


Signs of the Zodiac: TAURUS (21.4.2017 - 20.5.2017)

Longitude: -0,1167°
Lattitude: -0,5667°

day before yesterdayyesterdaytodaytomorrowday after tomorrow
Sunrise02:5602:5602:5602:5602:55
Sunset15:0515:0515:0515:0415:04
Sun hours [hh:mm]12:0912:0912:0912:0812:09

Twilights: yesterday   today  tomorrow
Civilian TwilightBegin   02:3502:3502:34
Civilian TwilightEnd15:2615:2615:26
Nautical TwilightBegin02:1002:1002:10
Nautical TwilightEnd15:5015:5015:50
Astronomical Twilight   Begin01:4601:4501:45
Astronomical Twilight   End16:1516:1516:15





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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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