(1/2)
Latest Coastal Waters Forecast by KBOX
Issued 11/15/2026 4:04 PM America/New_York.
Valid through 11/16/2026 5:00 AM America/New_York.
fzus51 kbox 152104
cwfbox
expires:202611161000;;886111
coastal waters forecast for massachusetts and rhode island
national weather service boston/norton ma
404 pm est sun nov 15 2026
coastal waters from the merrimack river ma to watch hill ri out
to 60 nm
anz230-161000-
boston harbor-
404 pm est sun nov 15 2026
.tonight...nw winds 10 to 15 kt. waves around 2 ft this evening,
then 1 foot or less.
.mon...nw winds 5 to 10 kt. waves around 2 ft in the morning,
then 1 foot or less.
.mon night...nw winds 5 to 10 kt. waves 1 foot or less.
.tue...w winds 5 to 10 kt. waves 1 foot or less.
.tue night through wed night...w winds 5 to 10 kt. waves 1 foot
or less.
.thu through fri night...nw winds 5 to 10 kt. waves around 2 ft.
seas are reported as significant wave height, which is the
average of the highest third of the waves. individual wave
heights may be more than twice the significant wave height.
$$
(2/2)
Latest Coastal Waters Forecast by KBOX
Issued 11/15/2026 4:04 PM America/New_York.
Valid through 11/16/2026 5:00 AM America/New_York.
fzus51 kbox 152104
cwfbox
expires:202611161000;;886112
coastal waters forecast for massachusetts and rhode island
national weather service boston/norton ma
404 pm est sun nov 15 2026
coastal waters from the merrimack river ma to watch hill ri out
to 60 nm
anz236-161000-
narragansett bay-
404 pm est sun nov 15 2026
.tonight...nw winds 5 to 10 kt. waves around 2 ft this evening,
then 1 foot or less.
.mon...nw winds 5 to 10 kt. waves around 2 ft in the morning,
then 1 foot or less.
.mon night...nw winds 5 to 10 kt. waves 1 foot or less.
.tue...w winds 5 to 10 kt. waves 1 foot or less.
.tue night through wed night...w winds 5 to 10 kt. waves around
2 ft.
.thu through fri night...nw winds 5 to 10 kt. waves around 2 ft.
seas are reported as significant wave height, which is the
average of the highest third of the waves. individual wave
heights may be more than twice the significant wave height.
$$
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