Burch with slim lead for mayor in St. Catharines
Secord, Sendzik challenge
TORONTO OCTOBER 7th, 2014 - In a random
sampling of public opinion taken by the Forum Poll among 729 St. Catharines
voters, just less than a quarter say they will vote for Jeff Burch for mayor in
the municipal election of October 27. This is followed by just fewer who will
vote either for Peter Secord (15%) or Walter Sendzik (16%). Few will vote Mark
Stevens (5%), Jim Fannon (3%) or for any other candidate (6%). The largest
single group, about one third, are undecided (32%). Burch does especially well
south of the QEW and east of Geneva Street (27%). He also does well among
Liberals (31%) and New Democrats (29%), whereas Secord and Sendzik do well
among provincial PC voters (24% and 23%, respectively). Burch does better among
males (26%) than among females (19%).
Burch and Secord equally well known,
Burch with higher approval
Both Burch and Secord have two thirds
awareness each (68% each), but Burch's approval among those aware is higher, at
two thirds (64%) than that for Secord (55%). Sendzik is known to 6-in-10 (59%)
and has approval from about the same proportion of them (56%). Awareness and
approval for Fannon and Stevens is lower than this.
Jobs and growth biggest issue in this
election
Jobs and growth is seen to be the single most
important issue in this election, cited by 3-in-10 (31%). This is followed by
one quarter who mention low taxes (23%) and somewhat fewer who speak of
opportunities for youth (15%). Downtown development (8%), ethics at city hall
(7%) and solid waste disposal (2%) are not seen to be pressing issues. One
tenth say something other than these items is the most important issue (11%). Among
Burch supporters, the key issues are jobs and growth (26%), low taxes and
opportunities for youth (19% each) and downtown development (14%). Among Secord
voters, the biggest single issue is low taxes (41%) followed by jobs and growth
(30%). Sendzik supporters are concerned with jobs and growth primarily (51%),
as well as low taxes (13%) and youth opportunities (12%).
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"When the undecideds are higher than the totals for any
single candidate, you know the campaign hasn't settled into its final shape
yet, but it appears Jeff Burch has the inside track for now," said Forum
Research President, Dr. Lorne Bozinoff.
Lorne Bozinoff, Ph.D. is the president and
founder of Forum Research. He can be reached at lbozinoff@forumresearch.com or at (416)
960-9603.