Leading Candidates Now Tied
TORONTO JULY 21th, 2014 – In
a random sampling of public opinion taken by the Forum Poll™ among 1063 Toronto
voters, roughly equal proportions will vote for each of the three leading
candidates in the full five-way Toronto mayoral race, whereas Olivia Chow
prevails when only the main contenders run. Meanwhile, John Tory has a solid
lead in candidate approval.
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Leading Candidates Tie Vote
In the five way match-up, considering
the five main contenders, Chow (29%), Tory (28%) and Ford (27%) all draw equal
levels of support, while Karen Stintz (6%) and David Soknacki (5%) are not
serious contenders. Very few have no opinion in this race (4%) or would vote
for some other candidate (1%). The Ford voter is younger, has a lower income,
lives in Scarborough or Etobicoke/York and is a provincial PC voter. The Chow
supporter is younger, lower income, lives in the downtown and is a provincial
NDP supporter. The Tory voter is oldest, wealthier, lives in Etobicoke/York or
North York and votes Liberal provincially.
When just the three leading candidates
are tested, Olivia Chow prevails (35%) against John Tory (32%) and Rob Ford
(27%). Few choose someone else (2%) or are unsure (3%).
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)
Tory Has Highest Approvals
Among those aware of him (93%), John
Tory enjoys the approval of two thirds (67%), compared to just more than half
for Chow (54% approval out of 96% awareness). Karen Stintz (44% approval) and
David Soknacki (48%) have approval levels just below Chow's, but they are less
well-known (85% and 66% awareness, respectively). Rob Ford, on the other hand,
has the approval of just one third (33%). Since we last polled (July 2), Tory's
approvals have increased (from 63%), Chow's have declined (from 57%). Approvals
for Stintz, Soknacki and Ford are generally stable.
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Ford Nation Stabilizes
Just less than three-in-ten will vote
for Ford with no other candidates named (28%), and this is considered the
measure of "Ford Nation", which stood at one quarter (25%) last
month. Ford nation comprises the youngest (35%), males (34%), the least wealthy
(44%), in Scarborough (38%), the least educated (42%), provincial PC voters (46%)
and those of Caribbean ethnic background (59% - caution, small base size).
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)
6-In-10 Call for Ford to Resign
Just less than 6-in-10 voters think
Rob Ford should resign (59%) and this is down slightly from the beginning of
the month (62%).
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)
"It appears that Rob Ford is not
going away anytime soon, but neither has he been able to maintain his pre-rehab
levels of popularity, even among the demographic groups we know are sympathetic
to him. John Tory, once a second place contestant, is now in the front ranks,
but it appears advantage is still to Chow," 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.