Gosford tide calendar

June 2025 Gosford Tides

DayHighLowHighLowHighPhaseSunriseSunsetMoonriseMoonset
Sun 012:06 AM AEST 0.84 m9:18 AM AEST 0.11 m2:52 PM AEST 0.44 m8:13 PM AEST 0.17 m6:49 AM AEST4:54 PM AEST11:27 AM AEST10:08 PM AEST
Mon 022:57 AM AEST 0.77 m10:03 AM AEST 0.11 m4:04 PM AEST 0.45 m9:09 PM AEST 0.19 m6:50 AM AEST4:54 PM AEST11:58 AM AEST11:10 PM AEST
Tue 033:50 AM AEST 0.69 m10:44 AM AEST 0.10 m5:09 PM AEST 0.49 m10:12 PM AEST 0.21 mFirst Quarter6:50 AM AEST4:54 PM AEST12:24 PM AEST
Wed 044:46 AM AEST 0.63 m11:24 AM AEST 0.09 m6:03 PM AEST 0.53 m11:22 PM AEST 0.22 m6:51 AM AEST4:54 PM AEST12:49 PM AEST12:08 AM AEST
Thu 055:40 AM AEST 0.58 m12:02 PM AEST 0.08 m6:49 PM AEST 0.58 m6:51 AM AEST4:53 PM AEST1:12 PM AEST1:04 AM AEST
Fri 0612:33 AM AEST 0.21 m6:32 AM AEST 0.54 m12:39 PM AEST 0.07 m7:31 PM AEST 0.64 m6:52 AM AEST4:53 PM AEST1:36 PM AEST2:00 AM AEST
Sat 071:37 AM AEST 0.20 m7:20 AM AEST 0.51 m1:17 PM AEST 0.06 m8:11 PM AEST 0.69 m6:52 AM AEST4:53 PM AEST2:02 PM AEST2:55 AM AEST
Sun 082:33 AM AEST 0.18 m8:06 AM AEST 0.49 m1:55 PM AEST 0.06 m8:50 PM AEST 0.75 m6:53 AM AEST4:53 PM AEST2:30 PM AEST3:52 AM AEST
Mon 093:24 AM AEST 0.16 m8:49 AM AEST 0.48 m2:32 PM AEST 0.07 m9:27 PM AEST 0.79 m6:53 AM AEST4:53 PM AEST3:03 PM AEST4:51 AM AEST
Tue 104:11 AM AEST 0.14 m9:32 AM AEST 0.46 m3:10 PM AEST 0.08 m10:04 PM AEST 0.83 m6:54 AM AEST4:53 PM AEST3:42 PM AEST5:50 AM AEST
Wed 114:57 AM AEST 0.12 m10:13 AM AEST 0.45 m3:47 PM AEST 0.09 m10:41 PM AEST 0.85 mFull Moon6:54 AM AEST4:53 PM AEST4:28 PM AEST6:49 AM AEST
Thu 125:40 AM AEST 0.11 m10:54 AM AEST 0.43 m4:25 PM AEST 0.10 m11:18 PM AEST 0.87 m6:55 AM AEST4:53 PM AEST5:20 PM AEST7:46 AM AEST
Fri 136:21 AM AEST 0.10 m11:34 AM AEST 0.42 m5:06 PM AEST 0.10 m11:57 PM AEST 0.87 m6:55 AM AEST4:53 PM AEST6:19 PM AEST8:37 AM AEST
Sat 147:02 AM AEST 0.09 m12:15 PM AEST 0.42 m5:51 PM AEST 0.10 m6:56 AM AEST4:53 PM AEST7:22 PM AEST9:23 AM AEST
Sun 1512:37 AM AEST 0.86 m7:42 AM AEST 0.09 m1:00 PM AEST 0.43 m6:39 PM AEST 0.11 m6:56 AM AEST4:53 PM AEST8:27 PM AEST10:03 AM AEST
Mon 161:20 AM AEST 0.83 m8:22 AM AEST 0.08 m1:48 PM AEST 0.44 m7:33 PM AEST 0.12 m6:56 AM AEST4:53 PM AEST9:32 PM AEST10:37 AM AEST
Tue 172:07 AM AEST 0.79 m9:04 AM AEST 0.08 m2:44 PM AEST 0.47 m8:32 PM AEST 0.13 m6:57 AM AEST4:53 PM AEST10:36 PM AEST11:08 AM AEST
Wed 183:00 AM AEST 0.73 m9:48 AM AEST 0.08 m3:49 PM AEST 0.52 m9:37 PM AEST 0.14 m6:57 AM AEST4:53 PM AEST11:41 PM AEST11:36 AM AEST
Thu 194:00 AM AEST 0.68 m10:35 AM AEST 0.08 m5:03 PM AEST 0.59 m10:52 PM AEST 0.16 mLast Quarter6:57 AM AEST4:54 PM AEST12:04 PM AEST
Fri 205:10 AM AEST 0.62 m11:25 AM AEST 0.08 m6:15 PM AEST 0.67 m6:57 AM AEST4:54 PM AEST12:47 AM AEST12:33 PM AEST
Sat 2112:19 AM AEST 0.16 m6:25 AM AEST 0.58 m12:18 PM AEST 0.08 m7:17 PM AEST 0.77 m6:58 AM AEST4:54 PM AEST1:55 AM AEST1:05 PM AEST
Sun 221:43 AM AEST 0.14 m7:32 AM AEST 0.55 m1:14 PM AEST 0.08 m8:13 PM AEST 0.85 m6:58 AM AEST4:54 PM AEST3:07 AM AEST1:42 PM AEST
Mon 232:54 AM AEST 0.12 m8:32 AM AEST 0.53 m2:09 PM AEST 0.08 m9:05 PM AEST 0.93 m6:58 AM AEST4:54 PM AEST4:21 AM AEST2:26 PM AEST
Tue 243:57 AM AEST 0.09 m9:26 AM AEST 0.52 m3:04 PM AEST 0.08 m9:55 PM AEST 0.97 m6:58 AM AEST4:55 PM AEST5:36 AM AEST3:20 PM AEST
Wed 254:54 AM AEST 0.08 m10:18 AM AEST 0.51 m3:56 PM AEST 0.08 m10:44 PM AEST 0.99 mNew Moon6:58 AM AEST4:55 PM AEST6:46 AM AEST4:22 PM AEST
Thu 265:47 AM AEST 0.07 m11:07 AM AEST 0.50 m4:46 PM AEST 0.09 m11:31 PM AEST 0.98 m6:58 AM AEST4:55 PM AEST7:48 AM AEST5:31 PM AEST
Fri 276:35 AM AEST 0.07 m11:54 AM AEST 0.49 m5:34 PM AEST 0.10 m6:59 AM AEST4:56 PM AEST8:40 AM AEST6:42 PM AEST
Sat 2812:15 AM AEST 0.94 m7:19 AM AEST 0.08 m12:40 PM AEST 0.49 m6:22 PM AEST 0.11 m6:59 AM AEST4:56 PM AEST9:22 AM AEST7:51 PM AEST
Sun 2912:58 AM AEST 0.87 m7:59 AM AEST 0.08 m1:27 PM AEST 0.48 m7:08 PM AEST 0.13 m6:59 AM AEST4:56 PM AEST9:56 AM AEST8:56 PM AEST
Mon 301:38 AM AEST 0.80 m8:35 AM AEST 0.09 m2:15 PM AEST 0.49 m7:55 PM AEST 0.15 m6:59 AM AEST4:57 PM AEST10:24 AM AEST9:57 PM AEST

The tide timetable below is calculated from Gosford, Australia but is also suitable for estimating tide times in the following locations: