Sunrise/Sunset
Okayama (Okayama)
Lat.:34.6667° Lon.:133.9333° Height:   0.0 m LST:UT+9h
October, 2024 | Day | Rise | Azi.[°] | Transit | Alt.[°] | Set | Azi.[°] | 
|---|
 | 1 | 5:59 | 93.4 | 11:54 | 52.0 | 17:48 | 266.4 | 
 | 2 | 6:00 | 93.8 | 11:54 | 51.6 | 17:47 | 265.9 | 
 | 3 | 6:00 | 94.3 | 11:53 | 51.2 | 17:46 | 265.5 | 
 | 4 | 6:01 | 94.8 | 11:53 | 50.8 | 17:44 | 265.0 | 
 | 5 | 6:02 | 95.2 | 11:53 | 50.5 | 17:43 | 264.5 | 
 | 6 | 6:03 | 95.7 | 11:52 | 50.1 | 17:42 | 264.1 | 
 | 7 | 6:03 | 96.2 | 11:52 | 49.7 | 17:40 | 263.6 | 
 | 8 | 6:04 | 96.6 | 11:52 | 49.3 | 17:39 | 263.1 | 
 | 9 | 6:05 | 97.1 | 11:51 | 48.9 | 17:38 | 262.7 | 
 | 10 | 6:06 | 97.6 | 11:51 | 48.6 | 17:36 | 262.2 | 
 | 11 | 6:07 | 98.0 | 11:51 | 48.2 | 17:35 | 261.8 | 
 | 12 | 6:07 | 98.5 | 11:51 | 47.8 | 17:34 | 261.3 | 
 | 13 | 6:08 | 98.9 | 11:50 | 47.4 | 17:32 | 260.8 | 
 | 14 | 6:09 | 99.4 | 11:50 | 47.1 | 17:31 | 260.4 | 
 | 15 | 6:10 | 99.8 | 11:50 | 46.7 | 17:30 | 259.9 | 
 | 16 | 6:11 | 100.3 | 11:50 | 46.3 | 17:28 | 259.5 | 
 | 17 | 6:11 | 100.7 | 11:50 | 46.0 | 17:27 | 259.0 | 
 | 18 | 6:12 | 101.2 | 11:49 | 45.6 | 17:26 | 258.6 | 
 | 19 | 6:13 | 101.6 | 11:49 | 45.2 | 17:25 | 258.2 | 
 | 20 | 6:14 | 102.1 | 11:49 | 44.9 | 17:24 | 257.7 | 
 | 21 | 6:15 | 102.5 | 11:49 | 44.5 | 17:22 | 257.3 | 
 | 22 | 6:16 | 102.9 | 11:49 | 44.2 | 17:21 | 256.9 | 
 | 23 | 6:17 | 103.4 | 11:49 | 43.8 | 17:20 | 256.4 | 
 | 24 | 6:17 | 103.8 | 11:48 | 43.5 | 17:19 | 256.0 | 
 | 25 | 6:18 | 104.2 | 11:48 | 43.1 | 17:18 | 255.6 | 
 | 26 | 6:19 | 104.6 | 11:48 | 42.8 | 17:17 | 255.2 | 
 | 27 | 6:20 | 105.1 | 11:48 | 42.4 | 17:16 | 254.8 | 
 | 28 | 6:21 | 105.5 | 11:48 | 42.1 | 17:15 | 254.3 | 
 | 29 | 6:22 | 105.9 | 11:48 | 41.8 | 17:14 | 253.9 | 
 | 30 | 6:23 | 106.3 | 11:48 | 41.4 | 17:13 | 253.5 | 
 | 31 | 6:24 | 106.7 | 11:48 | 41.1 | 17:12 | 253.1 | 
Navi
Notices
- Rising and Setting is the time when the upper limb of Sun touches the apparent horizon.
- Azimuth (Azi.) is the angular distance along the horizon measured clockwise from North.
- Age is the lunar age at noon.
- Related Contents
- No Daylight Saving Time considered.
- The latitude and longitude of the place are in decimal degrees.
- We might modify this program without notice (ver.2.1h).