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Mont Kiara, Kuala Lumpur, Malaysia — Sunrise, Sunset, and Daylength, February 2026

Daylight

6:58 am – 6:57 pm
11 hours, 59 minutes

Current Time: Nov 15, 2026 at 8:34:52 am
Sun Direction: ↑ 111° Southeast
Sun Altitude: 21.8°
Sun Distance: 91.962 million mi
Next Solstice: Dec 22, 2026 4:50 am (Dec. Solst.)
Sunrise Today: 6:58 am↑ 108° East
Sunset Today: 6:57 pm↑ 251° West
Location of Mont Kiara Location

2026 Sun Graph for Mont Kiara

February 2026 — Sun in Mont Kiara

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2026 Sunrise/Sunset Daylength Astronomical Twilight Nautical Twilight Civil Twilight Solar Noon
Feb Sunrise Sunset Length Diff. Start End Start End Start End Time Mil. mi
1 7:27 am ↑ (107°) 7:26 pm ↑ (253°) 11:59:15 +0:07 6:15 am 8:38 pm 6:40 am 8:13 pm 7:05 am 7:48 pm 1:26 pm (69.7°) 91.592
2 7:27 am ↑ (107°) 7:26 pm ↑ (253°) 11:59:22 +0:07 6:15 am 8:38 pm 6:40 am 8:13 pm 7:05 am 7:48 pm 1:27 pm (70.0°) 91.605
3 7:27 am ↑ (107°) 7:26 pm ↑ (254°) 11:59:30 +0:07 6:15 am 8:38 pm 6:40 am 8:13 pm 7:05 am 7:48 pm 1:27 pm (70.3°) 91.618
4 7:27 am ↑ (106°) 7:27 pm ↑ (254°) 11:59:37 +0:07 6:15 am 8:38 pm 6:40 am 8:13 pm 7:05 am 7:48 pm 1:27 pm (70.6°) 91.633
5 7:27 am ↑ (106°) 7:27 pm ↑ (254°) 11:59:45 +0:07 6:16 am 8:38 pm 6:40 am 8:13 pm 7:05 am 7:48 pm 1:27 pm (70.9°) 91.647
6 7:27 am ↑ (106°) 7:27 pm ↑ (254°) 11:59:52 +0:07 6:16 am 8:38 pm 6:41 am 8:13 pm 7:06 am 7:48 pm 1:27 pm (71.2°) 91.662
7 7:27 am ↑ (105°) 7:27 pm ↑ (255°) 12:00:00 +0:07 6:16 am 8:38 pm 6:41 am 8:13 pm 7:06 am 7:48 pm 1:27 pm (71.5°) 91.678
8 7:27 am ↑ (105°) 7:27 pm ↑ (255°) 12:00:08 +0:07 6:16 am 8:38 pm 6:41 am 8:13 pm 7:06 am 7:48 pm 1:27 pm (71.8°) 91.694
9 7:27 am ↑ (105°) 7:27 pm ↑ (255°) 12:00:16 +0:08 6:16 am 8:38 pm 6:41 am 8:13 pm 7:06 am 7:49 pm 1:27 pm (72.2°) 91.711
10 7:27 am ↑ (104°) 7:27 pm ↑ (256°) 12:00:24 +0:08 6:16 am 8:38 pm 6:41 am 8:13 pm 7:06 am 7:49 pm 1:27 pm (72.5°) 91.727
11 7:27 am ↑ (104°) 7:27 pm ↑ (256°) 12:00:33 +0:08 6:16 am 8:38 pm 6:41 am 8:13 pm 7:05 am 7:49 pm 1:27 pm (72.8°) 91.745
12 7:27 am ↑ (104°) 7:27 pm ↑ (256°) 12:00:41 +0:08 6:16 am 8:38 pm 6:41 am 8:13 pm 7:05 am 7:49 pm 1:27 pm (73.1°) 91.762
13 7:27 am ↑ (103°) 7:27 pm ↑ (257°) 12:00:49 +0:08 6:16 am 8:38 pm 6:41 am 8:13 pm 7:05 am 7:49 pm 1:27 pm (73.5°) 91.780
14 7:27 am ↑ (103°) 7:28 pm ↑ (257°) 12:00:58 +0:08 6:16 am 8:38 pm 6:41 am 8:13 pm 7:05 am 7:49 pm 1:27 pm (73.8°) 91.798
15 7:26 am ↑ (103°) 7:28 pm ↑ (257°) 12:01:07 +0:08 6:16 am 8:38 pm 6:41 am 8:13 pm 7:05 am 7:49 pm 1:27 pm (74.2°) 91.817
16 7:26 am ↑ (102°) 7:28 pm ↑ (258°) 12:01:15 +0:08 6:16 am 8:38 pm 6:41 am 8:13 pm 7:05 am 7:49 pm 1:27 pm (74.5°) 91.835
17 7:26 am ↑ (102°) 7:28 pm ↑ (258°) 12:01:24 +0:08 6:16 am 8:38 pm 6:40 am 8:13 pm 7:05 am 7:49 pm 1:27 pm (74.9°) 91.854
18 7:26 am ↑ (102°) 7:28 pm ↑ (258°) 12:01:33 +0:08 6:16 am 8:38 pm 6:40 am 8:13 pm 7:05 am 7:49 pm 1:27 pm (75.2°) 91.873
19 7:26 am ↑ (101°) 7:28 pm ↑ (259°) 12:01:42 +0:08 6:16 am 8:38 pm 6:40 am 8:13 pm 7:05 am 7:49 pm 1:27 pm (75.6°) 91.892
20 7:26 am ↑ (101°) 7:28 pm ↑ (259°) 12:01:51 +0:09 6:16 am 8:37 pm 6:40 am 8:13 pm 7:05 am 7:49 pm 1:27 pm (75.9°) 91.912
21 7:26 am ↑ (101°) 7:28 pm ↑ (260°) 12:02:00 +0:09 6:16 am 8:37 pm 6:40 am 8:13 pm 7:04 am 7:49 pm 1:26 pm (76.3°) 91.931
22 7:25 am ↑ (100°) 7:27 pm ↑ (260°) 12:02:09 +0:09 6:16 am 8:37 pm 6:40 am 8:13 pm 7:04 am 7:48 pm 1:26 pm (76.6°) 91.951
23 7:25 am ↑ (100°) 7:27 pm ↑ (260°) 12:02:18 +0:09 6:15 am 8:37 pm 6:40 am 8:13 pm 7:04 am 7:48 pm 1:26 pm (77.0°) 91.971
24 7:25 am ↑ (100°) 7:27 pm ↑ (261°) 12:02:28 +0:09 6:15 am 8:37 pm 6:40 am 8:13 pm 7:04 am 7:48 pm 1:26 pm (77.4°) 91.991
25 7:25 am ↑ (99°) 7:27 pm ↑ (261°) 12:02:37 +0:09 6:15 am 8:37 pm 6:39 am 8:13 pm 7:04 am 7:48 pm 1:26 pm (77.8°) 92.012
26 7:24 am ↑ (99°) 7:27 pm ↑ (261°) 12:02:46 +0:09 6:15 am 8:37 pm 6:39 am 8:12 pm 7:03 am 7:48 pm 1:26 pm (78.1°) 92.033
27 7:24 am ↑ (98°) 7:27 pm ↑ (262°) 12:02:56 +0:09 6:15 am 8:37 pm 6:39 am 8:12 pm 7:03 am 7:48 pm 1:26 pm (78.5°) 92.054
28 7:24 am ↑ (98°) 7:27 pm ↑ (262°) 12:03:05 +0:09 6:15 am 8:36 pm 6:39 am 8:12 pm 7:03 am 7:48 pm 1:25 pm (78.9°) 92.076
* All times are local time for Mont Kiara. They take into account refraction. Dates are based on the Gregorian calendar.

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