Cortez tide calendar, August 2027
High and low tides in local time (America/New_York), heights in ft above Mean Lower Low Water (MLLW), the US chart datum.
| Day | Tide 1 | Tide 2 | Tide 3 | Tide 4 | Sun | Moon |
|---|---|---|---|---|---|---|
| Sun 1 | High 11:07 AM 2.9 ft | Low 7:51 PM -0.2 ft | 6:54 AM – 8:19 PM | Waning crescent | ||
| Mon 2 | High 2:35 AM 1.6 ft | Low 6:14 AM 1.4 ft | High 12:04 PM 2.9 ft | Low 8:30 PM -0.1 ft | 6:54 AM – 8:18 PM | New moon |
| Tue 3 | High 2:45 AM 1.6 ft | Low 7:19 AM 1.2 ft | High 1:01 PM 2.8 ft | Low 9:06 PM 0.1 ft | 6:55 AM – 8:18 PM | Waxing crescent |
| Wed 4 | High 2:57 AM 1.7 ft | Low 8:22 AM 1.0 ft | High 1:59 PM 2.6 ft | Low 9:38 PM 0.4 ft | 6:55 AM – 8:17 PM | Waxing crescent |
| Thu 5 | High 3:13 AM 1.8 ft | Low 9:23 AM 0.8 ft | High 2:58 PM 2.3 ft | Low 10:06 PM 0.6 ft | 6:56 AM – 8:16 PM | Waxing crescent |
| Fri 6 | High 3:35 AM 2.0 ft | Low 10:25 AM 0.6 ft | High 3:59 PM 2.0 ft | Low 10:31 PM 0.9 ft | 6:56 AM – 8:16 PM | Waxing crescent |
| Sat 7 | High 4:02 AM 2.2 ft | Low 11:30 AM 0.5 ft | High 5:07 PM 1.6 ft | Low 10:51 PM 1.1 ft | 6:57 AM – 8:15 PM | Waxing crescent |
| Sun 8 | High 4:36 AM 2.3 ft | Low 12:43 PM 0.4 ft | High 6:44 PM 1.4 ft | Low 10:51 PM 1.3 ft | 6:57 AM – 8:14 PM | Waxing crescent |
| Mon 9 | High 5:17 AM 2.3 ft | Low 2:04 PM 0.4 ft | 6:58 AM – 8:13 PM | First quarter | ||
| Tue 10 | High 6:09 AM 2.3 ft | Low 3:32 PM 0.3 ft | 6:58 AM – 8:12 PM | Waxing gibbous | ||
| Wed 11 | High 7:15 AM 2.3 ft | Low 4:47 PM 0.2 ft | 6:59 AM – 8:12 PM | Waxing gibbous | ||
| Thu 12 | High 8:30 AM 2.3 ft | Low 5:44 PM 0.1 ft | 6:59 AM – 8:11 PM | Waxing gibbous | ||
| Fri 13 | High 9:38 AM 2.4 ft | Low 6:27 PM 0.1 ft | 7:00 AM – 8:10 PM | Waxing gibbous | ||
| Sat 14 | High 10:31 AM 2.5 ft | Low 7:01 PM 0.1 ft | 7:01 AM – 8:09 PM | Waxing gibbous | ||
| Sun 15 | High 1:44 AM 1.7 ft | Low 5:37 AM 1.5 ft | High 11:15 AM 2.5 ft | Low 7:29 PM 0.2 ft | 7:01 AM – 8:08 PM | Waxing gibbous |
| Mon 16 | High 1:49 AM 1.7 ft | Low 6:19 AM 1.4 ft | High 11:55 AM 2.5 ft | Low 7:54 PM 0.3 ft | 7:02 AM – 8:07 PM | Waxing gibbous |
| Tue 17 | High 1:53 AM 1.7 ft | Low 6:59 AM 1.2 ft | High 12:33 PM 2.5 ft | Low 8:17 PM 0.4 ft | 7:02 AM – 8:06 PM | Full moon |
| Wed 18 | High 1:56 AM 1.8 ft | Low 7:40 AM 1.1 ft | High 1:12 PM 2.4 ft | Low 8:40 PM 0.6 ft | 7:03 AM – 8:05 PM | Waning gibbous |
| Thu 19 | High 2:06 AM 1.9 ft | Low 8:21 AM 0.9 ft | High 1:54 PM 2.3 ft | Low 9:03 PM 0.7 ft | 7:03 AM – 8:04 PM | Waning gibbous |
| Fri 20 | High 2:24 AM 2.0 ft | Low 9:05 AM 0.8 ft | High 2:38 PM 2.2 ft | Low 9:25 PM 0.8 ft | 7:04 AM – 8:03 PM | Waning gibbous |
| Sat 21 | High 2:48 AM 2.1 ft | Low 9:52 AM 0.7 ft | High 3:27 PM 2.0 ft | Low 9:46 PM 0.9 ft | 7:04 AM – 8:02 PM | Waning gibbous |
| Sun 22 | High 3:16 AM 2.2 ft | Low 10:45 AM 0.6 ft | High 4:23 PM 1.8 ft | Low 10:06 PM 1.1 ft | 7:04 AM – 8:01 PM | Waning gibbous |
| Mon 23 | High 3:47 AM 2.3 ft | Low 11:48 AM 0.5 ft | High 5:35 PM 1.5 ft | Low 10:21 PM 1.2 ft | 7:05 AM – 8:00 PM | Waning gibbous |
| Tue 24 | High 4:24 AM 2.4 ft | Low 1:05 PM 0.4 ft | 7:05 AM – 7:59 PM | Last quarter | ||
| Wed 25 | High 5:11 AM 2.4 ft | Low 2:31 PM 0.4 ft | 7:06 AM – 7:58 PM | Waning crescent | ||
| Thu 26 | High 6:18 AM 2.4 ft | Low 3:54 PM 0.2 ft | 7:06 AM – 7:57 PM | Waning crescent | ||
| Fri 27 | High 7:43 AM 2.5 ft | Low 5:03 PM 0.1 ft | 7:07 AM – 7:56 PM | Waning crescent | ||
| Sat 28 | High 9:05 AM 2.6 ft | Low 5:56 PM 0.0 ft | 7:07 AM – 7:55 PM | Waning crescent | ||
| Sun 29 | High 12:49 AM 1.7 ft | Low 4:32 AM 1.6 ft | High 10:15 AM 2.7 ft | Low 6:40 PM 0.0 ft | 7:08 AM – 7:54 PM | Waning crescent |
| Mon 30 | High 12:59 AM 1.7 ft | Low 5:35 AM 1.3 ft | High 11:15 AM 2.8 ft | Low 7:17 PM 0.2 ft | 7:08 AM – 7:53 PM | Waning crescent |
| Tue 31 | High 1:10 AM 1.8 ft | Low 6:32 AM 1.1 ft | High 12:11 PM 2.7 ft | Low 7:50 PM 0.4 ft | 7:09 AM – 7:52 PM | New moon |
Calculated by Marinalo from the Cortez, Sarasota Bay tide station: tide prediction offsets published by NOAA CO-OPS (public domain), applied to a NOAA reference station. Not for navigation. How we calculate tides.