Whenever at a general election two or more candidates have an equal and the highest number of votes, the result shall be determined by each candidate drawing one playing card from a deck of 52 playing cards and the candidate drawing the highest playing card shall be declared to be elected and shall be entitled to receive a certificate of election. If two or more of the candidates draw the same number of playing card, the candidates shall continue to draw playing cards until only one candidate has drawn the highest numbered playing card, ace being the highest possible card.
(Prior Code, § 1.30.100) (Ord. 358, passed 2-20-2007; Ord. 372, passed 8-4-2008; Ord. 389, passed 4-19-2010)