Surf at Bogue Pier ranged from a high of 55 to a low of 45 with a frigid average of 49.5, again below 50-degrees for the month (blue diamonds). For the month we had a positive slope of the temps at the pier: y=0.23x + 45.7. Bogue Sound had a high of 60 and amazingly a low of 40-degrees with an average of just over 50 at 50.3-degrees.
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)