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Local Statement for Beryl (Austin / San Antonio, TX)


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000
WTUS84 KEWX 081810
HLSEWX
TXZ194-209-225-090215-

Tropical Storm Beryl Local Statement Intermediate Advisory Number 40A
National Weather Service Austin/San Antonio TX  AL022024
110 PM CDT Mon Jul 8 2024

This product covers South Central Texas

**Tropical Storm wind potential and flooding rain threat has ended.**


NEW INFORMATION
---------------

* CHANGES TO WATCHES AND WARNINGS:
    - All watches and warnings have been canceled

* CURRENT WATCHES AND WARNINGS:
    - None

* STORM INFORMATION:
    - About 110 miles northeast of Hallettsville TX or about 90 miles 
      east-northeast of La Grange TX
    - 30.5N 95.5W
    - Storm Intensity 60 mph
    - Movement North-northeast or 15 degrees at 14 mph

SITUATION OVERVIEW
------------------

Beryl continues to move north of the Houston area. The main wind and 
flood threats have shifted well east and northeast of the area. 
Therefore the Tropical Storm Warnings for Lavaca and Fayette counties 
will be cancelled. A few stronger wind gusts could still occur on the 
west side of Beryl but overall wind and heavy rain threats from 
rainbands have decreased. No significant flooding is expected. 

POTENTIAL IMPACTS
-----------------

* WIND:
Little to no winds impacts are anticipated at this time across South 
Central Texas.

PRECAUTIONARY/PREPAREDNESS ACTIONS
----------------------------------

* EVACUATIONS:
Follow the instructions of local officials.

* OTHER PREPAREDNESS INFORMATION:

Check on your neighbors. If necessary, help them connect with their 
points of contact.

* 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 Austin/San Antonio TX 
regarding the effects of tropical cyclone hazards upon the area.

$$