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Town of Loma Linda, Missouri, USA — Sunrise, Sunset, and Daylength, September 2024

Daylight

5:58 am – 8:37 pm
14 hours, 39 minutes

Current Time: Jun 10, 2024 at 12:01:44 pm
Sun Direction: 125° Southeast
Sun Altitude: 68.5°
Sun Distance: 94.382 million mi
Next Solstice: Jun 20, 2024 3:50 pm (Summer)
Sunrise Today: 5:58 am 60° Northeast
Sunset Today: 8:37 pm 300° Northwest
Location of Town of Loma LindaLocation

2024 Sun Graph for Town of Loma Linda

September 2024 — Sun in Town of Loma Linda

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2024Sunrise/SunsetDaylengthAstronomical TwilightNautical TwilightCivil TwilightSolar Noon
SepSunriseSunsetLengthDiff.StartEndStartEndStartEndTimeMil. mi
16:49 am (79°)7:45 pm (280°)12:56:13−2:155:19 am9:16 pm5:51 am8:43 pm6:23 am8:12 pm1:18 pm (60.9°)93.800
26:50 am (80°)7:44 pm (280°)12:53:57−2:165:20 am9:14 pm5:52 am8:42 pm6:24 am8:10 pm1:17 pm (60.6°)93.777
36:51 am (80°)7:43 pm (279°)12:51:40−2:165:21 am9:12 pm5:53 am8:40 pm6:24 am8:09 pm1:17 pm (60.2°)93.755
46:52 am (81°)7:41 pm (279°)12:49:23−2:165:22 am9:11 pm5:54 am8:39 pm6:25 am8:07 pm1:17 pm (59.8°)93.732
56:52 am (81°)7:40 pm (279°)12:47:06−2:175:23 am9:09 pm5:55 am8:37 pm6:26 am8:06 pm1:16 pm (59.4°)93.708
66:53 am (82°)7:38 pm (278°)12:44:48−2:175:24 am9:07 pm5:56 am8:35 pm6:27 am8:04 pm1:16 pm (59.1°)93.685
76:54 am (82°)7:37 pm (278°)12:42:30−2:185:25 am9:06 pm5:57 am8:34 pm6:28 am8:03 pm1:16 pm (58.7°)93.661
86:55 am (83°)7:35 pm (277°)12:40:12−2:185:26 am9:04 pm5:58 am8:32 pm6:29 am8:01 pm1:15 pm (58.3°)93.637
96:56 am (83°)7:34 pm (277°)12:37:53−2:185:27 am9:02 pm5:59 am8:31 pm6:29 am8:00 pm1:15 pm (57.9°)93.612
106:56 am (84°)7:32 pm (276°)12:35:34−2:185:28 am9:00 pm5:59 am8:29 pm6:30 am7:58 pm1:15 pm (57.6°)93.587
116:57 am (84°)7:31 pm (276°)12:33:15−2:195:29 am8:59 pm6:00 am8:27 pm6:31 am7:57 pm1:14 pm (57.2°)93.562
126:58 am (85°)7:29 pm (275°)12:30:56−2:195:30 am8:57 pm6:01 am8:26 pm6:32 am7:55 pm1:14 pm (56.8°)93.537
136:59 am (85°)7:28 pm (275°)12:28:37−2:195:31 am8:55 pm6:02 am8:24 pm6:33 am7:54 pm1:14 pm (56.4°)93.512
147:00 am (85°)7:26 pm (274°)12:26:17−2:195:32 am8:54 pm6:03 am8:23 pm6:34 am7:52 pm1:13 pm (56.0°)93.487
157:01 am (86°)7:24 pm (274°)12:23:57−2:195:33 am8:52 pm6:04 am8:21 pm6:34 am7:50 pm1:13 pm (55.6°)93.461
167:01 am (86°)7:23 pm (273°)12:21:37−2:195:34 am8:50 pm6:05 am8:19 pm6:35 am7:49 pm1:12 pm (55.3°)93.436
177:02 am (87°)7:21 pm (273°)12:19:17−2:205:35 am8:49 pm6:06 am8:18 pm6:36 am7:47 pm1:12 pm (54.9°)93.410
187:03 am (87°)7:20 pm (272°)12:16:57−2:205:36 am8:47 pm6:07 am8:16 pm6:37 am7:46 pm1:12 pm (54.5°)93.385
197:04 am (88°)7:18 pm (272°)12:14:37−2:205:36 am8:45 pm6:07 am8:15 pm6:38 am7:44 pm1:11 pm (54.1°)93.360
207:05 am (88°)7:17 pm (271°)12:12:16−2:205:37 am8:44 pm6:08 am8:13 pm6:39 am7:43 pm1:11 pm (53.7°)93.334
217:05 am (89°)7:15 pm (271°)12:09:56−2:205:38 am8:42 pm6:09 am8:11 pm6:39 am7:41 pm1:11 pm (53.3°)93.309
227:06 am (89°)7:14 pm (270°)12:07:35−2:205:39 am8:41 pm6:10 am8:10 pm6:40 am7:40 pm1:10 pm (52.9°)93.283
237:07 am (90°)7:12 pm (270°)12:05:15−2:205:40 am8:39 pm6:11 am8:08 pm6:41 am7:38 pm1:10 pm (52.5°)93.258
247:08 am (90°)7:11 pm (269°)12:02:54−2:205:41 am8:37 pm6:12 am8:07 pm6:42 am7:37 pm1:10 pm (52.2°)93.232
257:09 am (91°)7:09 pm (269°)12:00:34−2:205:42 am8:36 pm6:13 am8:05 pm6:43 am7:35 pm1:09 pm (51.8°)93.207
267:10 am (91°)7:08 pm (268°)11:58:13−2:205:43 am8:34 pm6:13 am8:04 pm6:44 am7:34 pm1:09 pm (51.4°)93.181
277:10 am (92°)7:06 pm (268°)11:55:53−2:205:44 am8:33 pm6:14 am8:02 pm6:44 am7:32 pm1:09 pm (51.0°)93.155
287:11 am (92°)7:05 pm (267°)11:53:32−2:205:45 am8:31 pm6:15 am8:01 pm6:45 am7:31 pm1:08 pm (50.6°)93.129
297:12 am (93°)7:03 pm (267°)11:51:12−2:205:46 am8:29 pm6:16 am7:59 pm6:46 am7:29 pm1:08 pm (50.2°)93.103
307:13 am (93°)7:02 pm (266°)11:48:51−2:205:47 am8:28 pm6:17 am7:58 pm6:47 am7:28 pm1:08 pm (49.8°)93.077
* All times are local time for Town of Loma Linda. Time is adjusted for DST when applicable. They take into account refraction. Dates are based on the Gregorian calendar.

The September equinox (autumnal equinox) in Town of Loma Linda is at 7:43 am on Sunday, September 22, 2024.
Why is the day and night not exactly 12 hours on equinox?

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