Tory Opens 12 Point Lead in Toronto
Chow continues to falter
TORONTO
September 8th, 2014 - In a random sampling of public opinion taken
by the Forum Poll™ among 1069 Toronto voters, 4-in-10 will vote John Tory
(40%), while fewer than 3-in-10 will vote Rob Ford (28%). This represents a
widening in Tory's lead from 3 points two weeks ago (August 26, Tory - 34%,
Ford 31%) to 12 points today. One fifth will vote for Olivia Chow (21%), and
this represents yet another (slight) decline in voter preference for her (from
23%). David Soknacki has one twentieth of the vote (6%), few will vote for any
other candidate (1%) and very few have no opinion in the race (4%).
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)
In a three way
race where just the main contenders are running, Tory takes 4-in-10 votes
(41%), Ford 3-in-10 (30%) and Chow appears to pick up most of the Soknacki vote
(24%).
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)
In a race with
just the two leading contenders, Tory takes close to 6-in-10 votes (57%)
picking up all the Chow vote, while Rob Ford stays at his apparent ceiling of
3-in-10 votes (30%).
![](data:image/png;base64,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)
Soknacki's awareness, approval up sharply, now exceeds Chow
Virtually all voters are aware of Tory (95%) and Chow (98%),
and their approval is relatively steady from two weeks ago (August 26, Tory -
63%, Chow - 49%) to today (Tory - 65%, Chow - 50%). David Soknacki, on the
other hand, has seen his awareness jump from two thirds (67%) two weeks ago to
three quarters today (78%) while his approval now exceeds that of Chow (was
48%, now 58%). One third approve of Rob Ford (34%).
![](data:image/png;base64,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)
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)
Ford Nation tops out at 3-in-10
Three-in-ten voters will vote Rob Ford with no other
contenders mentioned (29%) and this is the question that determines the size of
Ford Nation, which has shrunk slightly in the past 2 weeks (from 33%).
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)
Tory now leads on all attributes, including budget, Chow trails
Ford
For
every attribute of a good mayor we tested, John Tory leads the pack, and this
includes being best able to handle the budget (Tory 36%, Ford 33%, Chow 16%,
Soknacki 10%), an attribute which used to be Ford's alone. Tory is clearly seen
to have the best vision for the city (Tory - 36%, Ford 29%, Chow - 21%,
Soknacki - 8%), is best able to get council working together (42%, to 20% for
Ford and 22% for Chow) and is most likely to leave the city in better shape
than he found it (Tory - 38%, Ford - 27%, Chow - 21%, Soknacki - 7%).
![](data:image/png;base64,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)
Building transit most important task for mayor
Building transit is seen to the most urgent issue in the
mayoral race (37%), with keeping taxes low seen as crucial by about half this
proportion (17%) and rebuilding Toronto's image seen as key by a tenth (11%).
Other issues are not seen to be as important, including protecting existing
services (9%), caring for the vulnerable or cleaning up city hall (8% each) or
eliminating waste (6%). Among Tory supporters, key issues are building transit
(46%), and few other issues are mentioned (rebuilding city's image - 15%,
keeping taxes low and cleaning up city hall - 10% each). Ford supporters are
equally concerned with low taxes (32%) and transit (29%) and little else. Chow
supporters have a wider range of concerns (transit - 30%, caring for the most
vulnerable - 22%, protecting services - 14%, keeping taxes low - 13% and
rebuilding Toronto's image (10%).
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)
“John Tory is
clearly solidifying his lead as the campaign rolls into its final month, and he
now leads on the attribute of handling the city budget best, which always used
to be Rob Ford's strength. This may be an indication that voters are finally
paying attention to the "Ford Math", which rarely adds up, according
to the experts," 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.