Local Statement for Zeta (Lake Charles, LA)
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000 WTUS84 KLCH 281537 HLSLCH LAZ052>055-290000- Hurricane Zeta Local Statement Advisory Number 16 National Weather Service Lake Charles LA AL282020 1037 AM CDT Wed Oct 28 2020 This product covers Southwest Louisiana and Southeast Texas **Hurricane Zeta Expected To Make Landfall This Afternoon In Southeast Louisiana** NEW INFORMATION --------------- * CHANGES TO WATCHES AND WARNINGS: - All watches and warnings have been canceled * CURRENT WATCHES AND WARNINGS: - None * STORM INFORMATION: - About 200 miles south of Intracoastal City LA or about 200 miles south of Morgan City LA - 26.9N 91.7W - Storm Intensity 90 mph - Movement North or 10 degrees at 18 mph SITUATION OVERVIEW ------------------ The center of Hurricane Zeta is moving northward over the north central Gulf of Mexico and will move toward the north-northeast at a faster forward motion toward southeast Louisiana. Hurricane Zeta will make landfall in southeastern Louisiana this afternoon. Some windy conditions can be expected over the lower Atchafalaya Basin this afternoon, with some minor water level rises for the Vermilion and Atchafalaya Bays. POTENTIAL IMPACTS ----------------- * WIND: Limited wind impacts expected. * SURGE: Limited impacts are anticipated at this time. PRECAUTIONARY/PREPAREDNESS ACTIONS ---------------------------------- * OTHER PREPAREDNESS INFORMATION: Closely monitor weather.gov, NOAA Weather radio or local news outlets for official storm information. Be ready to adapt to possible changes to the forecast. Ensure you have multiple ways to receive weather warnings. * ADDITIONAL SOURCES OF INFORMATION: - For information on appropriate preparations see ready.gov - For information on creating an emergency plan see getagameplan.org - For additional disaster preparedness information see redcross.org NEXT UPDATE ----------- As it pertains to this event...this will be the last local statement issued by the National Weather Service in Lake Charles LA regarding the effects of tropical cyclone hazards upon the area. $$