AGENDA ITEM REPORT
TITLE:
title
A RESOLUTION ESTABLISHING A RE-DISTRICTING BOARD AND APPOINTING FIVE (5) REGULAR MEMBERS, ONE (1) FROM EACH VOTING DISTRICT, TO THE RE-DISTRICTING BOARD FOR A 90-DAY TERM COMMENCING ON AUGUST 1, 2018.
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BACKGROUND:
In accordance with section 908 of the City’s Charter, the City Commission shall establish and appoint a Re-Districting Board, consisting of five (5) electors of the City holding no other office, except on advisory bodies of the City, one (1) from each district, every five (5) years commencing on August 1. This appointment shall be for a 90-day term that will expire on October 24, 2018. At that time, the Re-Districting Board shall submit a report to the City Commission outlining the need for a redistricting, if any, and their recommendations.
DISCUSSION:
Attached, please find applications received for this Board from the following applicants:
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)