Dolans Bay tide calendar

November 2024 Dolans Bay Tides

DayHighLowHighLowHighPhaseSunriseSunsetMoonriseMoonset
Fri 012:22 AM AEDT 0.34 m8:48 AM AEDT 1.59 m3:10 PM AEDT 0.36 m9:03 PM AEDT 1.32 mNew Moon5:54 AM AEDT7:23 PM AEDT5:26 AM AEDT7:12 PM AEDT
Sat 022:54 AM AEDT 0.35 m9:22 AM AEDT 1.63 m3:50 PM AEDT 0.34 m9:43 PM AEDT 1.27 m5:53 AM AEDT7:24 PM AEDT5:53 AM AEDT8:12 PM AEDT
Sun 033:26 AM AEDT 0.38 m9:57 AM AEDT 1.65 m4:33 PM AEDT 0.33 m10:24 PM AEDT 1.20 m5:52 AM AEDT7:25 PM AEDT6:25 AM AEDT9:13 PM AEDT
Mon 043:58 AM AEDT 0.43 m10:33 AM AEDT 1.64 m5:17 PM AEDT 0.33 m11:07 PM AEDT 1.14 m5:51 AM AEDT7:26 PM AEDT7:03 AM AEDT10:14 PM AEDT
Tue 054:33 AM AEDT 0.48 m11:11 AM AEDT 1.63 m6:06 PM AEDT 0.35 m11:55 PM AEDT 1.08 m5:50 AM AEDT7:27 PM AEDT7:49 AM AEDT11:13 PM AEDT
Wed 065:12 AM AEDT 0.55 m11:54 AM AEDT 1.60 m6:59 PM AEDT 0.37 m5:49 AM AEDT7:28 PM AEDT8:42 AM AEDT
Thu 0712:50 AM AEDT 1.03 m5:59 AM AEDT 0.60 m12:44 PM AEDT 1.57 m7:56 PM AEDT 0.38 m5:49 AM AEDT7:29 PM AEDT9:42 AM AEDT12:06 AM AEDT
Fri 081:53 AM AEDT 1.02 m7:02 AM AEDT 0.65 m1:43 PM AEDT 1.54 m8:55 PM AEDT 0.38 m5:48 AM AEDT7:30 PM AEDT10:48 AM AEDT12:54 AM AEDT
Sat 093:01 AM AEDT 1.06 m8:17 AM AEDT 0.66 m2:48 PM AEDT 1.52 m9:53 PM AEDT 0.36 mFirst Quarter5:47 AM AEDT7:31 PM AEDT11:56 AM AEDT1:35 AM AEDT
Sun 104:06 AM AEDT 1.15 m9:34 AM AEDT 0.62 m3:57 PM AEDT 1.52 m10:47 PM AEDT 0.33 m5:46 AM AEDT7:32 PM AEDT1:04 PM AEDT2:10 AM AEDT
Mon 115:05 AM AEDT 1.27 m10:47 AM AEDT 0.54 m5:03 PM AEDT 1.53 m11:37 PM AEDT 0.30 m5:45 AM AEDT7:33 PM AEDT2:13 PM AEDT2:42 AM AEDT
Tue 125:56 AM AEDT 1.42 m11:53 AM AEDT 0.43 m6:05 PM AEDT 1.54 m5:45 AM AEDT7:34 PM AEDT3:22 PM AEDT3:12 AM AEDT
Wed 1312:24 AM AEDT 0.26 m6:45 AM AEDT 1.57 m12:54 PM AEDT 0.31 m7:03 PM AEDT 1.54 m5:44 AM AEDT7:35 PM AEDT4:33 PM AEDT3:41 AM AEDT
Thu 141:10 AM AEDT 0.24 m7:32 AM AEDT 1.71 m1:52 PM AEDT 0.21 m7:58 PM AEDT 1.52 m5:43 AM AEDT7:36 PM AEDT5:46 PM AEDT4:11 AM AEDT
Fri 151:54 AM AEDT 0.24 m8:18 AM AEDT 1.81 m2:47 PM AEDT 0.14 m8:50 PM AEDT 1.47 m5:43 AM AEDT7:37 PM AEDT7:01 PM AEDT4:45 AM AEDT
Sat 162:38 AM AEDT 0.26 m9:05 AM AEDT 1.88 m3:41 PM AEDT 0.11 m9:42 PM AEDT 1.39 mFull Moon5:42 AM AEDT7:38 PM AEDT8:17 PM AEDT5:24 AM AEDT
Sun 173:23 AM AEDT 0.30 m9:52 AM AEDT 1.90 m4:36 PM AEDT 0.12 m10:34 PM AEDT 1.31 m5:42 AM AEDT7:39 PM AEDT9:31 PM AEDT6:11 AM AEDT
Mon 184:07 AM AEDT 0.36 m10:39 AM AEDT 1.87 m5:30 PM AEDT 0.16 m11:27 PM AEDT 1.22 m5:41 AM AEDT7:40 PM AEDT10:38 PM AEDT7:05 AM AEDT
Tue 194:53 AM AEDT 0.44 m11:27 AM AEDT 1.81 m6:25 PM AEDT 0.22 m5:40 AM AEDT7:41 PM AEDT11:34 PM AEDT8:07 AM AEDT
Wed 2012:22 AM AEDT 1.15 m5:42 AM AEDT 0.53 m12:17 PM AEDT 1.71 m7:21 PM AEDT 0.29 m5:40 AM AEDT7:41 PM AEDT9:13 AM AEDT
Thu 211:20 AM AEDT 1.09 m6:35 AM AEDT 0.61 m1:08 PM AEDT 1.61 m8:16 PM AEDT 0.36 m5:40 AM AEDT7:42 PM AEDT12:20 AM AEDT10:19 AM AEDT
Fri 222:23 AM AEDT 1.08 m7:33 AM AEDT 0.69 m2:01 PM AEDT 1.50 m9:09 PM AEDT 0.41 m5:39 AM AEDT7:43 PM AEDT12:57 AM AEDT11:23 AM AEDT
Sat 233:26 AM AEDT 1.10 m8:38 AM AEDT 0.73 m2:56 PM AEDT 1.41 m9:57 PM AEDT 0.44 mLast Quarter5:39 AM AEDT7:44 PM AEDT1:28 AM AEDT12:23 PM AEDT
Sun 244:24 AM AEDT 1.15 m9:46 AM AEDT 0.74 m3:52 PM AEDT 1.34 m10:39 PM AEDT 0.46 m5:38 AM AEDT7:45 PM AEDT1:55 AM AEDT1:21 PM AEDT
Mon 255:13 AM AEDT 1.23 m10:51 AM AEDT 0.71 m4:46 PM AEDT 1.28 m11:17 PM AEDT 0.46 m5:38 AM AEDT7:46 PM AEDT2:19 AM AEDT2:17 PM AEDT
Tue 265:54 AM AEDT 1.31 m11:49 AM AEDT 0.66 m5:37 PM AEDT 1.25 m11:53 PM AEDT 0.45 m5:38 AM AEDT7:47 PM AEDT2:42 AM AEDT3:12 PM AEDT
Wed 276:31 AM AEDT 1.40 m12:40 PM AEDT 0.59 m6:25 PM AEDT 1.23 m5:37 AM AEDT7:48 PM AEDT3:04 AM AEDT4:07 PM AEDT
Thu 2812:28 AM AEDT 0.43 m7:06 AM AEDT 1.49 m1:27 PM AEDT 0.52 m7:11 PM AEDT 1.22 m5:37 AM AEDT7:49 PM AEDT3:28 AM AEDT5:04 PM AEDT
Fri 291:03 AM AEDT 0.41 m7:42 AM AEDT 1.57 m2:11 PM AEDT 0.45 m7:56 PM AEDT 1.20 m5:37 AM AEDT7:50 PM AEDT3:55 AM AEDT6:03 PM AEDT
Sat 301:39 AM AEDT 0.41 m8:18 AM AEDT 1.63 m2:54 PM AEDT 0.38 m8:40 PM AEDT 1.18 m5:37 AM AEDT7:51 PM AEDT4:26 AM AEDT7:04 PM AEDT

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