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Moon / Countries / Cities / Nowokusnezk

Nowokusnezk (Russia)
Sat Jun 6, 2020

Int.Country Code +7 3x, 4x, 5x, 9x  ccTLD .ru  Car: RUS
Emergency Call 2  Emergency Fire 1  Ambulance Call 3
Flag of Nowokusnezk
Flag of Russia

Current Time / Date in Nowokusnezk

City/Community: Nowokusnezk
Country/Region: Russia (Krasnoyarsk Time)
Country/Territory: Russia
Local Time: 18:11 or 6:11 pm
Local Date: Saturday, 6.June 2020
Current difference from CEST: +5 hours


Frankfurt, D5.029 km
Moscow, RUS3.060 km
Mumbai, IND3.088 km
Singapore6.199 km
Hong Kong, HK4.343 km
Shanghai, CN3.830 km
Beijing, CN2.850 km
Seoul, Korea3.607 km
Rio, Brazil14.443 km
Cape Town, ZA11.721 km
Sydney, AUS11.569 km
Auckland, NZ13.089 km
Honolulu, HI9.684 km
Los Angeles9.855 km
New York City9.280 km


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Airports close-by

Kemerovo/ Kemorovo KEJ Altitude: 863 miles
Tomsk Bogashevo Airport TOF Altitude: 597 miles
Spichenkovo Airport/ Novokuznetsk NOZ Altitude: 1024 miles

Differences to World Time (UTC)

Current World Time(UTC): 11:11 or 11:11 am
Current Date(UTC): Sat Jun 6, 2020
Saturday, 6.6.2020

Coordinates: 55° 20' N, 86° 4' O
Local Time Zone: Krasnoyarsk Time (KRAT), Moscow Time +4h
Normal Difference from UTC: +7
Current Difference from UTC: +7

No Daylight Saving adjustments known.

Pictures from Russland


Astronomical Data

Signs of the Zodiac: GEMINI (21.5.2020 - 21.6.2020)

Longitude: 55,0000°
Lattitude: 86,0000°

day before yesterdayyesterdaytodaytomorrowday after tomorrow
Sun hours [hh:mm]17:1117:1217:1517:1717:18

Twilights: yesterday   today  tomorrow
Civilian TwilightBegin   03:4103:4003:39
Civilian TwilightEnd22:4722:4822:49
Nautical TwilightBegin01:3601:25
Nautical TwilightEnd00:5201:03
Astronomical Twilight   Begin
Astronomical Twilight   End

Larger map




June 2020
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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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