Notice of 2018 NACAC Annual Membership Meeting

NACAC President David Burge invites you to attend the 2018 NACAC Annual Membership Meeting.

This is the official notice of the Annual Membership Meeting of the National Association for College Admission Counseling.  

Saturday, Sept. 29, 2018
2:30 p.m.- 4:30 p.m., Mountain Time (Voting member check-in will begin at 2 p.m.)
Calvin L. Rampton Salt Palace Convention Center, Exhibit Hall D, 100 S. Temple, Salt Lake City, UT 84101

Members will be asked to vote on several changes to the bylaws regarding Membership, the name of the Statement of Principles of Good Practice: Code of Ethics and Professional Practices, the Affiliate Presidents Council and Board of Director and Assembly Delegate eligibility. NACAC’s Bylaws state that only voting members in good standing on the 60th  day (4:30 p.m. Eastern Time, July 31, 2018) prior to the Annual Membership meeting are eligible to vote. Please see below for links to the proposed changes.

If you are unable to attend the 2018 Annual Membership Meeting you may vote by proxy.*  Proxy ballots must be submitted no later than 4:30 p.m., Eastern Time, Sept. 17, 2018.

*Please note that the proxy ballot is a writable PDF file. You do not need the full Acrobat Adobe program to access and complete the form – all you need is basic Acrobat Reader. However, if you do not have a program that can create a valid signature, you will have to print and sign before submitting. In that instance, you will either have to scan and email your ballot or submit it via fax. Staff will follow up with an email once your ballot has been received.

Article III Membership
Section 4
Sections 5, 6, 7

Article IV Member Voting and Meetings
Section 3

Article VII Affiliated Associations
Sections 3, 5
Section 8

Article VIII Presidents Council
Sections 1, 2, 4

Article IX The Assembly
Sections 1, 2, 4

Article XI Board of Directors Eligibility, Nomination and Election Process
Section 3

Article XII Executive Committee


A copy of the current NACAC bylaws may be found here

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