NWS Marine Forecast


   PZZ100-041045-  234 PM PDT Fri Oct 3 2025      .SYNOPSIS FOR THE NORTHERN AND CENTRAL WASHINGTON COASTAL AND INLAND  WATERS...A decaying frontal system will move over the coastal  waters tonight into Saturday. Weak onshore flow expected Friday  into Saturday. Surface winds will transition more northerly late  weekend into early next week with broad high pressure over the  area waters.    $$
   PZZ150-041045-  Coastal Waters From Cape Flattery To James Island Out 10 Nm-  234 PM PDT Fri Oct 3 2025    TONIGHT  S wind around 5 kt, veering to NW late this evening  and overnight. Seas 3 to 5 ft. Wave Detail: W 4 ft at 10 seconds  and W 2 ft at 15 seconds. Patchy fog this evening. Widespread  dense fog after midnight. Rain likely early this evening. A  chance of rain late this evening. A slight chance of rain late.  SAT  NW wind around 5 kt. Seas 3 to 4 ft. Wave Detail: W 4 ft  at 10 seconds and W 2 ft at 13 seconds. Widespread dense fog in  the morning. A chance of rain.  SAT NIGHT  N wind around 5 kt. Seas 4 to 5 ft. Wave Detail: W  5 ft at 10 seconds.  SUN  NE wind 5 to 10 kt. Seas 4 to 5 ft. Wave Detail: NW 2 ft  at 8 seconds and W 5 ft at 9 seconds.  SUN NIGHT  N wind 5 to 10 kt. Seas 3 to 4 ft. Wave Detail: NW  4 ft at 9 seconds.  MON  NE wind around 5 kt. Seas 3 to 4 ft. Wave Detail: NW 4 ft  at 8 seconds.  MON NIGHT  N wind around 5 kt, veering to NE after midnight.  Seas around 3 ft. Wave Detail: NW 2 ft at 7 seconds and W 3 ft at  12 seconds.  TUE  N wind around 5 kt. Seas 3 to 4 ft. Wave Detail: NW 2 ft  at 6 seconds, W 3 ft at 11 seconds and W 3 ft at 15 seconds.  TUE NIGHT  NW wind 5 to 10 kt, rising to 10 to 15 kt after  midnight. Seas 3 to 5 ft, building to 5 to 6 ft after midnight.  Wave Detail: W 6 ft at 8 seconds and W 3 ft at 14 seconds.  WED  NW wind 5 to 10 kt. Seas 6 to 7 ft. Wave Detail: W 6 ft at  8 seconds and W 3 ft at 14 seconds. A chance of rain.  WED NIGHT  NW wind 5 to 10 kt, veering to E after midnight.  Seas 5 to 6 ft. Wave Detail: W 4 ft at 7 seconds and W 5 ft at  12 seconds. A chance of rain.    $$