Sunrise and sunset in Vorkuta

Vorkuta Sunrise, Sunset and Moon in December 2026

Local time (GMT+3)

Day length goes from 2 h 57 min on December 1 to 1 h 10 min on December 31. Sunrise moves from 9:04 AM to 10:12 AM and sunset from 12:01 PM to 11:22 AM.

Every day

Dawn and dusk are civil twilight (the sun 6 degrees below the horizon); golden hour starts when the evening sun is 6 degrees up; full dark is astronomical twilight, 18 degrees down. A blank moonrise or moonset means it falls on the next day.

DateDawnSunriseSunsetDuskGolden hourFull darkDay lengthChangeMoonMoonriseMoonset
Dec 17:21 AM9:04 AM12:01 PM1:43 PM4:10 PM2 h 57 minLast quarter 9:09 AM10:36 PM11:49 AM
Dec 27:24 AM9:09 AM11:57 AM1:42 PM4:09 PM2 h 48 min-9.0 minLast quarter, 47%11:32 AM
Dec 37:27 AM9:14 AM11:53 AM1:40 PM4:08 PM2 h 39 min-9.0 minWaning crescent, 36%12:26 AM11:15 AM
Dec 47:29 AM9:19 AM11:49 AM1:38 PM4:07 PM2 h 30 min-9.0 minWaning crescent, 26%2:15 AM10:57 AM
Dec 57:31 AM9:24 AM11:44 AM1:37 PM4:06 PM2 h 20 min-10.0 minWaning crescent, 18%4:11 AM10:35 AM
Dec 67:34 AM9:29 AM11:40 AM1:35 PM4:06 PM2 h 11 min-9.0 minWaning crescent, 10%6:25 AM9:56 AM
Dec 77:36 AM9:34 AM11:36 AM1:34 PM4:05 PM2 h 02 min-9.0 minWaning crescent, 5%
Dec 87:38 AM9:39 AM11:31 AM1:33 PM4:04 PM1 h 52 min-10.0 minWaning crescent, 1%
Dec 97:40 AM9:45 AM11:27 AM1:32 PM4:04 PM1 h 42 min-10.0 minNew moon 3:52 AM
Dec 107:42 AM9:50 AM11:22 AM1:31 PM4:03 PM1 h 32 min-10.0 minWaxing crescent, 1%
Dec 117:44 AM9:56 AM11:18 AM1:30 PM4:03 PM1 h 22 min-10.0 minWaxing crescent, 4%
Dec 127:45 AM10:02 AM11:13 AM1:29 PM4:03 PM1 h 11 min-11.0 minWaxing crescent, 9%
Dec 137:47 AM10:08 AM11:08 AM1:28 PM4:02 PM1 h 00 min-11.0 minWaxing crescent, 16%11:56 AM4:27 PM
Dec 147:49 AM10:14 AM11:02 AM1:28 PM4:02 PM0 h 48 min-12.0 minWaxing crescent, 25%11:25 AM6:28 PM
Dec 157:50 AM10:22 AM10:56 AM1:27 PM4:02 PM0 h 34 min-14.0 minWaxing crescent, 35%11:05 AM8:16 PM
Dec 167:51 AM10:33 AM10:45 AM1:27 PM4:02 PM0 h 12 min-22.0 minFirst quarter, 45%10:48 AM10:00 PM
Dec 177:52 AMDown all day1:27 PM4:02 PM0 h 00 min-12.0 minFirst quarter 8:43 AM10:32 AM11:46 PM
Dec 187:53 AMDown all day1:27 PM4:02 PM0 h 00 min+0.0 minWaxing gibbous, 66%10:15 AM
Dec 197:54 AMDown all day1:27 PM4:03 PM0 h 00 min+0.0 minWaxing gibbous, 76%9:56 AM1:40 AM
Dec 207:55 AMDown all day1:27 PM4:03 PM0 h 00 min+0.0 minWaxing gibbous, 84%9:29 AM3:50 AM
Dec 217:56 AMDown all day1:28 PM4:03 PM0 h 00 min+0.0 minWaxing gibbous, 91%8:13 AM7:02 AM
Dec 227:56 AMDown all day1:28 PM4:04 PM0 h 00 min+0.0 minWaxing gibbous, 96%
Dec 237:57 AMDown all day1:29 PM4:05 PM0 h 00 min+0.0 minFull moon, 99%
Dec 247:57 AMDown all day1:30 PM4:05 PM0 h 00 min+0.0 minFull moon 4:28 AM
Dec 257:57 AMDown all day1:30 PM4:06 PM0 h 00 min+0.0 minWaning gibbous, 98%
Dec 267:57 AMDown all day1:32 PM4:07 PM0 h 00 min+0.0 minWaning gibbous, 95%3:30 PM11:04 AM
Dec 277:57 AM10:41 AM10:49 AM1:33 PM4:08 PM0 h 08 min+8.0 minWaning gibbous, 89%6:00 PM10:29 AM
Dec 287:57 AM10:29 AM11:01 AM1:34 PM4:09 PM0 h 32 min+24.0 minWaning gibbous, 82%8:06 PM10:07 AM
Dec 297:56 AM10:22 AM11:09 AM1:35 PM4:10 PM0 h 47 min+15.0 minWaning gibbous, 73%10:02 PM9:49 AM
Dec 307:56 AM10:17 AM11:16 AM1:37 PM4:11 PM0 h 59 min+12.0 minLast quarter 9:59 PM11:54 PM9:32 AM
Dec 317:55 AM10:12 AM11:22 AM1:38 PM4:12 PM1 h 10 min+11.0 minLast quarter, 52%9:14 AM

Other months

More

Sources

Computed with the NOAA solar position equations and the lunar methods of Meeus, Astronomical Algorithms, for a flat horizon; hills and buildings delay a real sunrise.