The Fund Welcomes New Members

Congratulations and welcome to the TASB Risk Management Fund! You have made a great choice in placing your trust with the premier provider of risk management coverage and services to Texas educational entities.

We welcome the following new members to the Fund, as well as those current members who are adding additional lines of coverage:

Academy ISD
Austin ISD
Austwell-Tivoli ISD
Bloomburg ISD
Bridgeport ISD
Celina ISD
Channing ISD
Chester ISD
Clarendon College
Conroe ISD
Crowley ISD
Dilley ISD
Ector County ISD
Floydada ISD
Fort Bend ISD
Gregory-Portland ISD
Henderson County SSA
Hill College
Idalou ISD
Joshua ISD
Keller ISD
Knippa ISD
La Grange ISD
Lamar CISD
Lindale ISD
Longview ISD
McLean ISD
Midway ISD-McLennan County
Montgomery ISD
Moulton ISD
Olney ISD
Progreso ISD
Sabinal ISD
San Saba ISD
Santa Anna ISD
Sealy ISD
Seguin ISD
Skidmore-Tynan ISD
Smithville ISD
South Texas College
Southwest ISD
Southwest Texas Junior College
Sweeny ISD
Tahoka ISD
Terrell ISD
Texline ISD
West Sabine ISD
Wharton County Junior College
Yoakum ISD

We believe that our commitment to members’ needs and our expertise in school district risk management are key contributors in our ability to provide the total comprehensive risk management solution at the lowest total cost of risk. It is an honor to have the opportunity to be of service to you in our shared goal to achieve educational excellence for all Texas schoolchildren.

Thank you again for your business and if have any questions, please call your Risk Management Marketing Consultant at 800.580.8272, extension 6249.


Disclaimer: This newsletter is intended for Fund members only and any unauthorized distribution not approved by the Fund is strictly prohibited. The newsletter is for educational purposes only and contains information to facilitate a general understanding of the law. It is not an exhaustive treatment of the law on this subject, nor is it intended to substitute for the advice of an attorney. Consult with your own attorneys to apply these legal principles to specific fact situations.