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Waidhofen an der Thaya, Lower Austria, Austria — Sunrise, Sunset, and Daylength, May 2025

Daylight

7:36 am – 4:02 pm
8 hours, 26 minutes

Current Time: Dec 6, 2025 at 11:18:47 am
Sun Direction: 172° South
Sun Altitude: 18.3°
Sun Distance: 91.590 million mi
Next Solstice: Dec 21, 2025 4:03 pm (Winter)
Sunrise Today: 7:36 am 124° Southeast
Sunset Today: 4:02 pm 236° Southwest
Location of Waidhofen an der ThayaLocation

2025 Sun Graph for Waidhofen an der Thaya

May 2025 — Sun in Waidhofen an der Thaya

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2025Sunrise/SunsetDaylengthAstronomical TwilightNautical TwilightCivil TwilightSolar Noon
MaySunriseSunsetLengthDiff.StartEndStartEndStartEndTimeMil. mi
15:38 am (66°)8:14 pm (295°)14:35:56+3:093:25 am10:28 pm4:18 am9:35 pm5:02 am8:50 pm12:55 pm (56.4°)93.664
25:36 am (65°)8:15 pm (295°)14:39:04+3:083:22 am10:31 pm4:15 am9:37 pm5:01 am8:51 pm12:55 pm (56.7°)93.687
35:35 am (65°)8:17 pm (296°)14:42:11+3:063:19 am10:33 pm4:13 am9:39 pm4:59 am8:53 pm12:55 pm (57.0°)93.710
45:33 am (64°)8:18 pm (296°)14:45:16+3:043:17 am10:36 pm4:11 am9:41 pm4:57 am8:54 pm12:55 pm (57.3°)93.732
55:31 am (64°)8:20 pm (297°)14:48:18+3:023:14 am10:39 pm4:09 am9:43 pm4:55 am8:56 pm12:55 pm (57.6°)93.754
65:30 am (63°)8:21 pm (297°)14:51:19+3:013:11 am10:41 pm4:07 am9:45 pm4:53 am8:58 pm12:55 pm (57.9°)93.776
75:28 am (63°)8:23 pm (297°)14:54:18+2:593:08 am10:44 pm4:05 am9:46 pm4:52 am8:59 pm12:55 pm (58.1°)93.798
85:27 am (62°)8:24 pm (298°)14:57:15+2:563:05 am10:47 pm4:03 am9:48 pm4:50 am9:01 pm12:55 pm (58.4°)93.819
95:25 am (62°)8:25 pm (298°)15:00:10+2:543:02 am10:50 pm4:01 am9:50 pm4:48 am9:02 pm12:55 pm (58.7°)93.841
105:24 am (61°)8:27 pm (299°)15:03:03+2:522:59 am10:53 pm3:59 am9:52 pm4:47 am9:04 pm12:55 pm (58.9°)93.862
115:22 am (61°)8:28 pm (299°)15:05:53+2:502:56 am10:55 pm3:57 am9:54 pm4:45 am9:06 pm12:55 pm (59.2°)93.883
125:21 am (61°)8:29 pm (300°)15:08:41+2:472:54 am10:58 pm3:55 am9:56 pm4:43 am9:07 pm12:55 pm (59.5°)93.904
135:19 am (60°)8:31 pm (300°)15:11:26+2:452:51 am11:01 pm3:53 am9:58 pm4:42 am9:09 pm12:55 pm (59.7°)93.924
145:18 am (60°)8:32 pm (300°)15:14:09+2:422:48 am11:04 pm3:51 am10:00 pm4:40 am9:10 pm12:55 pm (59.9°)93.945
155:17 am (59°)8:34 pm (301°)15:16:49+2:402:45 am11:07 pm3:49 am10:02 pm4:39 am9:12 pm12:55 pm (60.2°)93.965
165:15 am (59°)8:35 pm (301°)15:19:26+2:372:42 am11:10 pm3:47 am10:04 pm4:37 am9:13 pm12:55 pm (60.4°)93.985
175:14 am (59°)8:36 pm (302°)15:22:01+2:342:39 am11:13 pm3:45 am10:06 pm4:36 am9:15 pm12:55 pm (60.6°)94.005
185:13 am (58°)8:37 pm (302°)15:24:33+2:312:36 am11:16 pm3:43 am10:08 pm4:34 am9:16 pm12:55 pm (60.9°)94.025
195:12 am (58°)8:39 pm (302°)15:27:01+2:282:33 am11:19 pm3:42 am10:09 pm4:33 am9:18 pm12:55 pm (61.1°)94.044
205:11 am (58°)8:40 pm (303°)15:29:27+2:252:30 am11:22 pm3:40 am10:11 pm4:32 am9:19 pm12:55 pm (61.3°)94.064
215:09 am (57°)8:41 pm (303°)15:31:49+2:222:27 am11:26 pm3:38 am10:13 pm4:30 am9:21 pm12:55 pm (61.5°)94.082
225:08 am (57°)8:42 pm (303°)15:34:08+2:182:24 am11:29 pm3:36 am10:15 pm4:29 am9:22 pm12:55 pm (61.7°)94.101
235:07 am (57°)8:44 pm (304°)15:36:23+2:152:21 am11:32 pm3:35 am10:17 pm4:28 am9:23 pm12:55 pm (61.9°)94.119
245:06 am (56°)8:45 pm (304°)15:38:35+2:112:18 am11:35 pm3:33 am10:18 pm4:27 am9:25 pm12:55 pm (62.1°)94.137
255:05 am (56°)8:46 pm (304°)15:40:44+2:082:15 am11:39 pm3:32 am10:20 pm4:25 am9:26 pm12:55 pm (62.2°)94.154
265:04 am (56°)8:47 pm (305°)15:42:48+2:042:12 am11:42 pm3:30 am10:22 pm4:24 am9:27 pm12:55 pm (62.4°)94.171
275:03 am (55°)8:48 pm (305°)15:44:49+2:002:09 am11:45 pm3:29 am10:24 pm4:23 am9:29 pm12:56 pm (62.6°)94.187
285:03 am (55°)8:49 pm (305°)15:46:46+1:562:06 am11:49 pm3:27 am10:25 pm4:22 am9:30 pm12:56 pm (62.7°)94.202
295:02 am (55°)8:50 pm (305°)15:48:39+1:522:03 am11:52 pm3:26 am10:27 pm4:21 am9:31 pm12:56 pm (62.9°)94.218
305:01 am (55°)8:51 pm (306°)15:50:27+1:481:59 am11:56 pm3:25 am10:28 pm4:20 am9:32 pm12:56 pm (63.0°)94.232
315:00 am (54°)8:52 pm (306°)15:52:12+1:441:56 am11:59 pm3:23 am10:30 pm4:19 am9:33 pm12:56 pm (63.2°)94.247
* All times are local time for Waidhofen an der Thaya. Time is adjusted for DST when applicable. They take into account refraction. Dates are based on the Gregorian calendar.

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