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Kalilaia, Nukulaelae, Tuvalu — Sunrise, Sunset, and Daylength, June 2025

Daylight

5:31 am – 6:10 pm
12 hours, 39 minutes

Current Time: Dec 5, 2025 at 11:29:56 pm
Sun Direction: 189° South
Sun Altitude: -57.8°
Sun Distance: 91.602 million mi
Next Solstice: Dec 22, 2025 3:03 am (Dec. Solst.)
Sunrise Today: 5:31 am 113° Southeast
Sunset Today: 6:10 pm 247° West
Location of KalilaiaLocation

2025 Sun Graph for Kalilaia

June 2025 — Sun in Kalilaia

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2025Sunrise/SunsetDaylengthAstronomical TwilightNautical TwilightCivil TwilightSolar Noon
JunSunriseSunsetLengthDiff.StartEndStartEndStartEndTimeMil. mi
16:10 am (68°)5:46 pm (292°)11:36:36−0:124:55 am7:01 pm5:21 am6:35 pm5:47 am6:09 pm11:58 am (58.6°)94.254
26:10 am (68°)5:46 pm (292°)11:36:24−0:114:55 am7:01 pm5:21 am6:35 pm5:47 am6:09 pm11:58 am (58.4°)94.268
36:10 am (68°)5:46 pm (293°)11:36:13−0:114:55 am7:01 pm5:21 am6:35 pm5:47 am6:09 pm11:58 am (58.3°)94.281
46:10 am (67°)5:46 pm (293°)11:36:02−0:104:56 am7:01 pm5:22 am6:35 pm5:48 am6:09 pm11:58 am (58.2°)94.294
56:11 am (67°)5:46 pm (293°)11:35:52−0:104:56 am7:01 pm5:22 am6:35 pm5:48 am6:09 pm11:59 am (58.1°)94.306
66:11 am (67°)5:47 pm (293°)11:35:43−0:094:56 am7:02 pm5:22 am6:35 pm5:48 am6:09 pm11:59 am (58.0°)94.318
76:11 am (67°)5:47 pm (293°)11:35:34−0:084:56 am7:02 pm5:22 am6:36 pm5:48 am6:09 pm11:59 am (57.9°)94.330
86:11 am (67°)5:47 pm (293°)11:35:26−0:084:56 am7:02 pm5:22 am6:36 pm5:49 am6:10 pm11:59 am (57.8°)94.341
96:12 am (67°)5:47 pm (293°)11:35:18−0:074:57 am7:02 pm5:23 am6:36 pm5:49 am6:10 pm11:59 am (57.7°)94.352
106:12 am (67°)5:47 pm (293°)11:35:11−0:074:57 am7:02 pm5:23 am6:36 pm5:49 am6:10 pm11:59 am (57.6°)94.363
116:12 am (67°)5:47 pm (293°)11:35:05−0:064:57 am7:02 pm5:23 am6:36 pm5:49 am6:10 pm12:00 pm (57.5°)94.374
126:12 am (67°)5:47 pm (293°)11:34:59−0:054:57 am7:03 pm5:23 am6:36 pm5:50 am6:10 pm12:00 pm (57.5°)94.384
136:13 am (67°)5:48 pm (293°)11:34:53−0:054:57 am7:03 pm5:24 am6:37 pm5:50 am6:10 pm12:00 pm (57.4°)94.394
146:13 am (67°)5:48 pm (293°)11:34:49−0:044:58 am7:03 pm5:24 am6:37 pm5:50 am6:11 pm12:00 pm (57.4°)94.404
156:13 am (67°)5:48 pm (294°)11:34:45−0:044:58 am7:03 pm5:24 am6:37 pm5:50 am6:11 pm12:01 pm (57.3°)94.413
166:13 am (66°)5:48 pm (294°)11:34:41−0:034:58 am7:03 pm5:24 am6:37 pm5:51 am6:11 pm12:01 pm (57.3°)94.422
176:14 am (66°)5:48 pm (294°)11:34:38−0:024:58 am7:04 pm5:25 am6:37 pm5:51 am6:11 pm12:01 pm (57.2°)94.431
186:14 am (66°)5:48 pm (294°)11:34:36−0:024:59 am7:04 pm5:25 am6:38 pm5:51 am6:11 pm12:01 pm (57.2°)94.439
196:14 am (66°)5:49 pm (294°)11:34:34−0:014:59 am7:04 pm5:25 am6:38 pm5:51 am6:11 pm12:01 pm (57.2°)94.447
206:14 am (66°)5:49 pm (294°)11:34:33< 1s4:59 am7:04 pm5:25 am6:38 pm5:52 am6:12 pm12:02 pm (57.2°)94.454
216:15 am (66°)5:49 pm (294°)11:34:33< 1s4:59 am7:04 pm5:25 am6:38 pm5:52 am6:12 pm12:02 pm (57.2°)94.461
226:15 am (66°)5:49 pm (294°)11:34:33< 1s4:59 am7:05 pm5:26 am6:38 pm5:52 am6:12 pm12:02 pm (57.2°)94.468
236:15 am (66°)5:50 pm (294°)11:34:34< 1s5:00 am7:05 pm5:26 am6:39 pm5:52 am6:12 pm12:02 pm (57.2°)94.474
246:15 am (66°)5:50 pm (294°)11:34:36+0:015:00 am7:05 pm5:26 am6:39 pm5:52 am6:13 pm12:02 pm (57.2°)94.479
256:15 am (66°)5:50 pm (294°)11:34:38+0:025:00 am7:05 pm5:26 am6:39 pm5:53 am6:13 pm12:03 pm (57.2°)94.484
266:16 am (66°)5:50 pm (294°)11:34:40+0:025:00 am7:06 pm5:26 am6:39 pm5:53 am6:13 pm12:03 pm (57.3°)94.488
276:16 am (66°)5:51 pm (293°)11:34:44+0:035:00 am7:06 pm5:27 am6:40 pm5:53 am6:13 pm12:03 pm (57.3°)94.492
286:16 am (67°)5:51 pm (293°)11:34:47+0:035:01 am7:06 pm5:27 am6:40 pm5:53 am6:14 pm12:03 pm (57.4°)94.495
296:16 am (67°)5:51 pm (293°)11:34:52+0:045:01 am7:06 pm5:27 am6:40 pm5:53 am6:14 pm12:04 pm (57.4°)94.498
306:16 am (67°)5:51 pm (293°)11:34:57+0:055:01 am7:06 pm5:27 am6:40 pm5:53 am6:14 pm12:04 pm (57.5°)94.500
* All times are local time for Kalilaia. They take into account refraction. Dates are based on the Gregorian calendar.

The June solstice (winter solstice) in Kalilaia is at 2:42 pm on Saturday, June 21, 2025. In terms of daylight, this day is 1 hour, 6 minutes shorter than the December solstice. In locations south of the equator, the shortest day of the year is around this date.

Why is the earliest sunset not on the winter solstice?

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