Expires:202607260800;;604632
FPUS52 KMHX 252359
ZFPMHX

Zone Forecast Product for Eastern North Carolina
National Weather Service Newport/Morehead City NC
755 PM EDT Sat Jul 25 2026


NCZ029-260800-
Martin-
Including the cities of Williamston, Robersonville, Oak City, 
and Jamesville
755 PM EDT Sat Jul 25 2026

.TONIGHT...Cloudy. A chance of showers this evening. Areas of fog
after midnight. Lows in the mid 60s. North winds around 5 mph
this evening, becoming light and variable. Chance of rain
30 percent. 
.SUNDAY...Mostly cloudy in the morning, then becoming mostly
sunny. Areas of fog in the morning. Warmer with highs in the mid
80s. North winds around 5 mph. 
.SUNDAY NIGHT...Partly cloudy. A chance of showers with a slight
chance of thunderstorms after midnight. Lows in the upper 60s.
Southeast winds around 5 mph. Chance of rain 50 percent. 
.MONDAY...Partly sunny. A chance of showers with a slight chance
of thunderstorms in the morning, then showers likely with a
chance of thunderstorms in the afternoon. Highs in the upper 80s.
Southeast winds around 5 mph. Chance of rain 60 percent. 
.MONDAY NIGHT...Partly cloudy. Showers likely with a chance of
thunderstorms in the evening. Lows around 70. South winds around
5 mph. Chance of rain 60 percent. 
.TUESDAY...Mostly sunny. A chance of showers and thunderstorms in
the afternoon. Highs in the lower 90s. Chance of rain 50 percent.
Heat index values up to 100 in the afternoon. 
.TUESDAY NIGHT...Showers with a chance of thunderstorms. Lows in
the lower 70s. Chance of rain 80 percent. 
.WEDNESDAY...Mostly sunny. Highs in the upper 80s. 
.WEDNESDAY NIGHT...Partly cloudy in the evening, then clearing.
Lows in the upper 60s. 
.THURSDAY...Mostly sunny. Highs in the upper 80s. 
.THURSDAY NIGHT...Mostly clear. Lows in the upper 60s. 
.FRIDAY...Sunny. Highs in the upper 80s. 
.FRIDAY NIGHT...Mostly clear in the evening, then becoming partly
cloudy. Lows in the upper 60s. 
.SATURDAY...Mostly sunny. A chance of showers and thunderstorms
in the afternoon. Highs in the upper 80s. Chance of rain
30 percent. 

$$