Daylight
7:44 am – 4:19 pm
8 hours, 35 minutes
| Current Time: | Dec 9, 2025 at 5:09:13 am |
|---|---|
| Sun Direction: | ↑ 97° East |
| Sun Altitude: | -25.3° |
| Sun Distance: | 91.553 million mi |
| Next Solstice: | Dec 21, 2025 7:03 am (Winter) |
| Sunrise Today: | 7:44 am↑ 124° Southeast |
| Sunset Today: | 4:19 pm↑ 236° Southwest |
2025 Sun Graph for Puyallup
April 2025 — Sun in Puyallup
Scroll right to see more
| 2025 | Sunrise/Sunset | Daylength | Astronomical Twilight | Nautical Twilight | Civil Twilight | Solar Noon | ||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Apr | Sunrise | Sunset | Length | Diff. | Start | End | Start | End | Start | End | Time | Mil. mi |
| 1 | 6:47 am ↑ (82°) | 7:39 pm ↑ (278°) | 12:51:59 | +3:22 | 5:00 am | 9:26 pm | 5:39 am | 8:47 pm | 6:16 am | 8:10 pm | 1:12 pm (47.7°) | 92.906 |
| 2 | 6:45 am ↑ (81°) | 7:40 pm ↑ (279°) | 12:55:22 | +3:22 | 4:58 am | 9:28 pm | 5:37 am | 8:49 pm | 6:14 am | 8:11 pm | 1:12 pm (48.1°) | 92.932 |
| 3 | 6:43 am ↑ (81°) | 7:42 pm ↑ (279°) | 12:58:44 | +3:21 | 4:55 am | 9:30 pm | 5:35 am | 8:50 pm | 6:12 am | 8:13 pm | 1:12 pm (48.5°) | 92.958 |
| 4 | 6:41 am ↑ (80°) | 7:43 pm ↑ (280°) | 13:02:05 | +3:21 | 4:53 am | 9:31 pm | 5:32 am | 8:52 pm | 6:10 am | 8:14 pm | 1:11 pm (48.9°) | 92.984 |
| 5 | 6:39 am ↑ (80°) | 7:44 pm ↑ (281°) | 13:05:26 | +3:21 | 4:51 am | 9:33 pm | 5:30 am | 8:53 pm | 6:08 am | 8:16 pm | 1:11 pm (49.2°) | 93.010 |
| 6 | 6:37 am ↑ (79°) | 7:46 pm ↑ (281°) | 13:08:47 | +3:20 | 4:48 am | 9:35 pm | 5:28 am | 8:55 pm | 6:06 am | 8:17 pm | 1:11 pm (49.6°) | 93.036 |
| 7 | 6:35 am ↑ (79°) | 7:47 pm ↑ (282°) | 13:12:07 | +3:20 | 4:46 am | 9:37 pm | 5:26 am | 8:57 pm | 6:04 am | 8:19 pm | 1:11 pm (50.0°) | 93.062 |
| 8 | 6:33 am ↑ (78°) | 7:49 pm ↑ (282°) | 13:15:27 | +3:19 | 4:43 am | 9:39 pm | 5:24 am | 8:58 pm | 6:02 am | 8:20 pm | 1:10 pm (50.4°) | 93.088 |
| 9 | 6:31 am ↑ (78°) | 7:50 pm ↑ (283°) | 13:18:46 | +3:19 | 4:41 am | 9:41 pm | 5:22 am | 9:00 pm | 6:00 am | 8:22 pm | 1:10 pm (50.7°) | 93.114 |
| 10 | 6:29 am ↑ (77°) | 7:51 pm ↑ (283°) | 13:22:04 | +3:18 | 4:38 am | 9:43 pm | 5:19 am | 9:01 pm | 5:58 am | 8:23 pm | 1:10 pm (51.1°) | 93.140 |
| 11 | 6:27 am ↑ (76°) | 7:53 pm ↑ (284°) | 13:25:22 | +3:17 | 4:36 am | 9:45 pm | 5:17 am | 9:03 pm | 5:56 am | 8:25 pm | 1:10 pm (51.5°) | 93.166 |
| 12 | 6:25 am ↑ (76°) | 7:54 pm ↑ (284°) | 13:28:40 | +3:17 | 4:34 am | 9:47 pm | 5:15 am | 9:05 pm | 5:54 am | 8:26 pm | 1:09 pm (51.8°) | 93.193 |
| 13 | 6:24 am ↑ (75°) | 7:55 pm ↑ (285°) | 13:31:56 | +3:16 | 4:31 am | 9:49 pm | 5:13 am | 9:06 pm | 5:52 am | 8:27 pm | 1:09 pm (52.2°) | 93.219 |
| 14 | 6:22 am ↑ (75°) | 7:57 pm ↑ (285°) | 13:35:12 | +3:16 | 4:29 am | 9:51 pm | 5:11 am | 9:08 pm | 5:50 am | 8:29 pm | 1:09 pm (52.5°) | 93.245 |
| 15 | 6:20 am ↑ (74°) | 7:58 pm ↑ (286°) | 13:38:28 | +3:15 | 4:26 am | 9:53 pm | 5:09 am | 9:10 pm | 5:48 am | 8:30 pm | 1:09 pm (52.9°) | 93.271 |
| 16 | 6:18 am ↑ (74°) | 8:00 pm ↑ (287°) | 13:41:42 | +3:14 | 4:24 am | 9:55 pm | 5:06 am | 9:11 pm | 5:46 am | 8:32 pm | 1:08 pm (53.3°) | 93.298 |
| 17 | 6:16 am ↑ (73°) | 8:01 pm ↑ (287°) | 13:44:56 | +3:13 | 4:21 am | 9:57 pm | 5:04 am | 9:13 pm | 5:44 am | 8:33 pm | 1:08 pm (53.6°) | 93.324 |
| 18 | 6:14 am ↑ (73°) | 8:02 pm ↑ (288°) | 13:48:09 | +3:12 | 4:19 am | 9:59 pm | 5:02 am | 9:15 pm | 5:42 am | 8:35 pm | 1:08 pm (54.0°) | 93.350 |
| 19 | 6:12 am ↑ (72°) | 8:04 pm ↑ (288°) | 13:51:21 | +3:12 | 4:16 am | 10:01 pm | 5:00 am | 9:17 pm | 5:40 am | 8:36 pm | 1:08 pm (54.3°) | 93.376 |
| 20 | 6:11 am ↑ (72°) | 8:05 pm ↑ (289°) | 13:54:32 | +3:11 | 4:14 am | 10:03 pm | 4:58 am | 9:18 pm | 5:38 am | 8:38 pm | 1:07 pm (54.6°) | 93.402 |
| 21 | 6:09 am ↑ (71°) | 8:07 pm ↑ (289°) | 13:57:43 | +3:10 | 4:11 am | 10:05 pm | 4:56 am | 9:20 pm | 5:36 am | 8:39 pm | 1:07 pm (55.0°) | 93.428 |
| 22 | 6:07 am ↑ (71°) | 8:08 pm ↑ (290°) | 14:00:52 | +3:09 | 4:09 am | 10:07 pm | 4:54 am | 9:22 pm | 5:34 am | 8:41 pm | 1:07 pm (55.3°) | 93.454 |
| 23 | 6:05 am ↑ (70°) | 8:09 pm ↑ (290°) | 14:04:00 | +3:08 | 4:06 am | 10:09 pm | 4:52 am | 9:23 pm | 5:32 am | 8:42 pm | 1:07 pm (55.6°) | 93.479 |
| 24 | 6:04 am ↑ (70°) | 8:11 pm ↑ (291°) | 14:07:07 | +3:07 | 4:04 am | 10:11 pm | 4:49 am | 9:25 pm | 5:30 am | 8:44 pm | 1:07 pm (56.0°) | 93.505 |
| 25 | 6:02 am ↑ (69°) | 8:12 pm ↑ (291°) | 14:10:13 | +3:05 | 4:01 am | 10:14 pm | 4:47 am | 9:27 pm | 5:29 am | 8:46 pm | 1:07 pm (56.3°) | 93.530 |
| 26 | 6:00 am ↑ (69°) | 8:13 pm ↑ (292°) | 14:13:18 | +3:04 | 3:59 am | 10:16 pm | 4:45 am | 9:29 pm | 5:27 am | 8:47 pm | 1:06 pm (56.6°) | 93.554 |
| 27 | 5:58 am ↑ (68°) | 8:15 pm ↑ (292°) | 14:16:21 | +3:03 | 3:56 am | 10:18 pm | 4:43 am | 9:31 pm | 5:25 am | 8:49 pm | 1:06 pm (56.9°) | 93.579 |
| 28 | 5:57 am ↑ (68°) | 8:16 pm ↑ (293°) | 14:19:23 | +3:02 | 3:54 am | 10:20 pm | 4:41 am | 9:32 pm | 5:23 am | 8:50 pm | 1:06 pm (57.2°) | 93.603 |
| 29 | 5:55 am ↑ (67°) | 8:18 pm ↑ (293°) | 14:22:24 | +3:00 | 3:51 am | 10:23 pm | 4:39 am | 9:34 pm | 5:21 am | 8:52 pm | 1:06 pm (57.6°) | 93.627 |
| 30 | 5:54 am ↑ (67°) | 8:19 pm ↑ (294°) | 14:25:23 | +2:59 | 3:49 am | 10:25 pm | 4:37 am | 9:36 pm | 5:20 am | 8:53 pm | 1:06 pm (57.9°) | 93.650 |
| * All times are local time for Puyallup. Time is adjusted for DST when applicable. 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 timeanddate.com
Skywatching Tips for December 2025
What’s up in the day and night sky in December 2025, including the Geminid meteor shower and the December solstice.
Geminid Meteor Shower 2025—When, Where, and How to See It
Discover when, where, and how to watch the 2025 Geminid Meteor Shower, one of the greatest meteor showers this year. Includes tips for catching the best views.
Artemis III Landing: Where on the Moon Is the South Pole?
When humans return to the lunar surface in 2027, they’ll land near the South Pole. We show you how to find it while gazing at the Moon.
The Moon in December 2025
Discover the phases of the Moon in December 2025. Also, why does the Full Moon appear higher in the sky in the winter months and lower in summer?