Daylight
5:51 am – 5:30 pm
11 hours, 38 minutes
| Current Time: | Nov 13, 2026 at 4:10:17 pm |
|---|---|
| Sun Direction: | ↑ 247° West |
| Sun Altitude: | 17.6° |
| Sun Distance: | 91.990 million mi |
| Next Solstice: | Dec 21, 2026 8:50 pm (Winter) |
| Sunrise Today: | 5:51 am↑ 108° East |
| Sunset Today: | 5:30 pm↑ 252° West |
2026 Sun Graph for Koisséga
October 2026 — Sun in Koisséga
Scroll right to see more
| 2026 | Sunrise/Sunset | Daylength | Astronomical Twilight | Nautical Twilight | Civil Twilight | Solar Noon | ||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Oct | Sunrise | Sunset | Length | Diff. | Start | End | Start | End | Start | End | Time | Mil. mi |
| 1 | 5:45 am ↑ (93°) | 5:47 pm ↑ (267°) | 12:01:30 | −0:35 | 4:35 am | 6:57 pm | 5:00 am | 6:32 pm | 5:24 am | 6:08 pm | 11:46 am (75.8°) | 93.066 |
| 2 | 5:45 am ↑ (93°) | 5:46 pm ↑ (266°) | 12:00:54 | −0:35 | 4:35 am | 6:56 pm | 5:00 am | 6:31 pm | 5:24 am | 6:07 pm | 11:46 am (75.4°) | 93.040 |
| 3 | 5:45 am ↑ (94°) | 5:45 pm ↑ (266°) | 12:00:19 | −0:35 | 4:35 am | 6:55 pm | 4:59 am | 6:31 pm | 5:24 am | 6:06 pm | 11:45 am (75.0°) | 93.014 |
| 4 | 5:45 am ↑ (94°) | 5:45 pm ↑ (266°) | 11:59:43 | −0:35 | 4:35 am | 6:55 pm | 4:59 am | 6:30 pm | 5:24 am | 6:06 pm | 11:45 am (74.6°) | 92.988 |
| 5 | 5:45 am ↑ (95°) | 5:44 pm ↑ (265°) | 11:59:08 | −0:35 | 4:35 am | 6:54 pm | 4:59 am | 6:30 pm | 5:24 am | 6:05 pm | 11:45 am (74.2°) | 92.962 |
| 6 | 5:45 am ↑ (95°) | 5:44 pm ↑ (265°) | 11:58:32 | −0:35 | 4:35 am | 6:54 pm | 4:59 am | 6:29 pm | 5:24 am | 6:05 pm | 11:44 am (73.8°) | 92.936 |
| 7 | 5:45 am ↑ (95°) | 5:43 pm ↑ (264°) | 11:57:57 | −0:35 | 4:35 am | 6:53 pm | 4:59 am | 6:29 pm | 5:24 am | 6:04 pm | 11:44 am (73.5°) | 92.910 |
| 8 | 5:45 am ↑ (96°) | 5:42 pm ↑ (264°) | 11:57:22 | −0:35 | 4:35 am | 6:53 pm | 4:59 am | 6:28 pm | 5:24 am | 6:04 pm | 11:44 am (73.1°) | 92.884 |
| 9 | 5:45 am ↑ (96°) | 5:42 pm ↑ (264°) | 11:56:47 | −0:35 | 4:35 am | 6:52 pm | 4:59 am | 6:28 pm | 5:24 am | 6:03 pm | 11:44 am (72.7°) | 92.858 |
| 10 | 5:45 am ↑ (97°) | 5:41 pm ↑ (263°) | 11:56:12 | −0:35 | 4:35 am | 6:51 pm | 4:59 am | 6:27 pm | 5:24 am | 6:02 pm | 11:43 am (72.3°) | 92.831 |
| 11 | 5:45 am ↑ (97°) | 5:41 pm ↑ (263°) | 11:55:37 | −0:34 | 4:35 am | 6:51 pm | 4:59 am | 6:26 pm | 5:24 am | 6:02 pm | 11:43 am (71.9°) | 92.805 |
| 12 | 5:45 am ↑ (97°) | 5:40 pm ↑ (262°) | 11:55:02 | −0:34 | 4:35 am | 6:50 pm | 4:59 am | 6:26 pm | 5:24 am | 6:01 pm | 11:43 am (71.6°) | 92.778 |
| 13 | 5:45 am ↑ (98°) | 5:40 pm ↑ (262°) | 11:54:27 | −0:34 | 4:35 am | 6:50 pm | 4:59 am | 6:25 pm | 5:24 am | 6:01 pm | 11:42 am (71.2°) | 92.751 |
| 14 | 5:45 am ↑ (98°) | 5:39 pm ↑ (262°) | 11:53:53 | −0:34 | 4:35 am | 6:50 pm | 4:59 am | 6:25 pm | 5:24 am | 6:00 pm | 11:42 am (70.8°) | 92.724 |
| 15 | 5:45 am ↑ (99°) | 5:39 pm ↑ (261°) | 11:53:18 | −0:34 | 4:35 am | 6:49 pm | 4:59 am | 6:24 pm | 5:24 am | 6:00 pm | 11:42 am (70.4°) | 92.698 |
| 16 | 5:45 am ↑ (99°) | 5:38 pm ↑ (261°) | 11:52:44 | −0:34 | 4:35 am | 6:49 pm | 4:59 am | 6:24 pm | 5:24 am | 5:59 pm | 11:42 am (70.1°) | 92.671 |
| 17 | 5:45 am ↑ (99°) | 5:38 pm ↑ (261°) | 11:52:10 | −0:34 | 4:35 am | 6:48 pm | 4:59 am | 6:24 pm | 5:24 am | 5:59 pm | 11:42 am (69.7°) | 92.644 |
| 18 | 5:46 am ↑ (100°) | 5:37 pm ↑ (260°) | 11:51:36 | −0:33 | 4:35 am | 6:48 pm | 5:00 am | 6:23 pm | 5:24 am | 5:58 pm | 11:41 am (69.4°) | 92.617 |
| 19 | 5:46 am ↑ (100°) | 5:37 pm ↑ (260°) | 11:51:02 | −0:33 | 4:35 am | 6:47 pm | 5:00 am | 6:23 pm | 5:24 am | 5:58 pm | 11:41 am (69.0°) | 92.591 |
| 20 | 5:46 am ↑ (100°) | 5:36 pm ↑ (259°) | 11:50:29 | −0:33 | 4:35 am | 6:47 pm | 5:00 am | 6:22 pm | 5:24 am | 5:58 pm | 11:41 am (68.6°) | 92.564 |
| 21 | 5:46 am ↑ (101°) | 5:36 pm ↑ (259°) | 11:49:55 | −0:33 | 4:35 am | 6:47 pm | 5:00 am | 6:22 pm | 5:24 am | 5:57 pm | 11:41 am (68.3°) | 92.538 |
| 22 | 5:46 am ↑ (101°) | 5:35 pm ↑ (259°) | 11:49:22 | −0:33 | 4:35 am | 6:46 pm | 5:00 am | 6:22 pm | 5:25 am | 5:57 pm | 11:41 am (67.9°) | 92.512 |
| 23 | 5:46 am ↑ (101°) | 5:35 pm ↑ (258°) | 11:48:49 | −0:32 | 4:35 am | 6:46 pm | 5:00 am | 6:21 pm | 5:25 am | 5:56 pm | 11:41 am (67.6°) | 92.486 |
| 24 | 5:46 am ↑ (102°) | 5:35 pm ↑ (258°) | 11:48:17 | −0:32 | 4:35 am | 6:46 pm | 5:00 am | 6:21 pm | 5:25 am | 5:56 pm | 11:40 am (67.2°) | 92.460 |
| 25 | 5:46 am ↑ (102°) | 5:34 pm ↑ (258°) | 11:47:44 | −0:32 | 4:35 am | 6:45 pm | 5:00 am | 6:21 pm | 5:25 am | 5:56 pm | 11:40 am (66.9°) | 92.435 |
| 26 | 5:47 am ↑ (103°) | 5:34 pm ↑ (257°) | 11:47:12 | −0:32 | 4:35 am | 6:45 pm | 5:00 am | 6:20 pm | 5:25 am | 5:55 pm | 11:40 am (66.5°) | 92.409 |
| 27 | 5:47 am ↑ (103°) | 5:33 pm ↑ (257°) | 11:46:40 | −0:32 | 4:35 am | 6:45 pm | 5:00 am | 6:20 pm | 5:25 am | 5:55 pm | 11:40 am (66.2°) | 92.384 |
| 28 | 5:47 am ↑ (103°) | 5:33 pm ↑ (257°) | 11:46:08 | −0:31 | 4:35 am | 6:44 pm | 5:00 am | 6:20 pm | 5:25 am | 5:55 pm | 11:40 am (65.9°) | 92.360 |
| 29 | 5:47 am ↑ (104°) | 5:33 pm ↑ (256°) | 11:45:36 | −0:31 | 4:36 am | 6:44 pm | 5:00 am | 6:19 pm | 5:25 am | 5:54 pm | 11:40 am (65.5°) | 92.336 |
| 30 | 5:47 am ↑ (104°) | 5:32 pm ↑ (256°) | 11:45:05 | −0:31 | 4:36 am | 6:44 pm | 5:01 am | 6:19 pm | 5:26 am | 5:54 pm | 11:40 am (65.2°) | 92.312 |
| 31 | 5:47 am ↑ (104°) | 5:32 pm ↑ (256°) | 11:44:34 | −0:30 | 4:36 am | 6:44 pm | 5:01 am | 6:19 pm | 5:26 am | 5:54 pm | 11:40 am (64.9°) | 92.288 |
| * All times are local time for Koisséga. They take into account refraction. Dates are based on the Gregorian calendar. | ||||||||||||
Jan | Feb | Mar | Apr | May | Jun | Jul | Aug | Sep | Oct | Nov | Dec
Elsewhere on mungfali.galihkartiwa07.workers.dev
Look Up for the Leonids
The Leonids come with a bonus this year: A Mars-Jupiter close approach will be visible near the meteor shower’s radiant. Find out when and where to see them.
Sky Guide for November 2026
What’s up in the sky in November, including Mars and Jupiter cozying up, a scattering of shooting stars, a recognizable constellation, and a Supermoon.
The Moon in November 2026
The almost New Moon appears close to Venus in the early-morning sky. Some observers will even see an occultation.
Atmospheric Phenomena: Halos, Sundogs and Light Pillars
These are atmospheric phenomena created by the reflection and refraction of light by ice crystals in the atmosphere.