Mahoney, Crombie in tie for Mississauga Mayor
TORONTO,
APRIL 12th, 2014 - In
a random sampling of public opinion taken by the Forum Poll™ among 612
Mississauga voters, equal proportions say they will vote former MP and MPP
Steve Mahoney (27%) or Councillor Bonnie Crombie (25%) for mayor if the
Mississauga municipal election were held today. Mahoney attracts the votes of
the oldest (37%), the least educated (35%) and among Catholics (35%). Crombie
is popular among the oldest (29%), mid income groups ($40K to $60K - 39%),
non-Christians (35%). Mahoney and Crombie are in a tie north of Eglinton Avenue
(30% and 28%, respectively), while Mahoney is preferred to Crombie south of
this (27% and 22%, respectively). These findings represent a very slight increase
for Bonnie Crombie since the last time we polled this race (March 19 - Mahoney
29%, Crombie 22%).
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)
Approval for Hazel continues
to be high, also for candidates
Almost all
Mississaugans approve of the job Hazel McCallion is doing as mayor (85%), and
this is consistent with past findings (March 19 - 86%). Six-in-ten are aware of
Bonnie Crombie (60%), and, of these, a similar proportion approve of her (61%).
Fewer are aware of Steve Mahoney (47%), but approval is high as well (63%).
![](data:image/png;base64,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)
“This
race has settled in since the last time we polled it and both leading
candidates are pretty evenly matched. They're both running active campaigns, so
we may expect to see one of them try something surprising to break out of the
tie,"
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.