Chow, Tory top voter preference; Rob,
Doug Ford, Norm Kelly not so much
In a
random sampling of public opinion taken by the Forum Poll among 923 Toronto
voters, Olivia Chow and John Tory lead in the polls, Rob Ford falls back and
Norm Kelly and Doug Ford fail to impress. At the same time, in his absence from
city hall, Rob Ford's approval rating is down sharply to a historic low.
Chow leads, Tory in 2nd
In
a five way race in which the mayor contends, along with other leading
candidates, Olivia Chow wins with more than a third of the vote (36%) to just
more than a quarter for John Tory (27%). One quarter will vote for Rob Ford
(24%) and neither Karen Stintz nor David Soknacki contends (3% each).![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAeAB4AAD/4RDsRXhpZgAATU0AKgAAAAgABAE7AAIAAAALAAAISodpAAQAAAABAAAIVpydAAEAAAAWAAAQzuocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAERhdmlkIEZpbmUAAAAFkAMAAgAAABQAABCkkAQAAgAAABQAABC4kpEAAgAAAAM5MwAAkpIAAgAAAAM5MwAA6hwABwAACAwAAAiYAAAAABzqAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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)
In
the same race, where the mayor is replaced by his brother Doug, outcomes are
similar, and Chow wins with more than a third of the vote (37%), Tory places
second (26%) and the mayor's brother takes one fifth (20%). Stintz and Soknacki
are not in the field (4% each).
In
a four way race in which neither of the Ford brothers runs, Olivia Chow takes
close to 4-in-10 votes (39%), to just fewer for John Tory (36%), while Stintz
(6%) and Soknacki (4%) trail.
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In
a similar race with the addition of Deputy Mayor Norm Kelly, Chow takes 4-in-10
votes (40%) to one third for Tory (33%) and Kelly (4%), Stintz (5%) and
Soknacki (4%) don't contend. In this case, it is clear Kelly's support comes
from Tory's voters.
In
a straight three way race between the major contenders, Chow takes more than a
third (36%) to 3-in-10 for Tory (31%) and just more than a quarter for Rob Ford
(27%).
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In
a similar race where Doug replaces Rob, Chow grows her vote to 4-in-10 (40%),
while Tory's stays at 3-in-10 (31%). Doug Ford takes just a fifth (20%).
Ford with lowest approval polled, Tory
tops
John
Tory enjoys the approval of more than two thirds of Toronto voters (68%), while
approval is also high for Olivia Chow (59%). One half approve of David
Soknacki, Norm Kelly (50% each) and Karen Stintz (49%). On the other hand, just
one third now approve of Rob Ford (32%), the lowest we have ever recorded for
the mayor, and even fewer approve of his brother Doug (30%).
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)
Ford Nation down to one quarter of
voters
Just
one quarter of voters will now vote for Rob Ford in the municipal election
(with no other candidates named - 25%) and this is stable since the last time
we polled (May 2 - 25%).
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Mayor should resign - two thirds
Two
thirds of voters think Rob Ford should resign as mayor (63%), and this has not
changed since the beginning of the month (63%).
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)
“We haven't seen approvals this low for the mayor since he
was elected four years ago, and all it took was to for him to disappear for two
weeks. In this case, absence didn't make the heart grow fonder. It's clear John
Tory benefits from a Ford absence, but if Norm Kelly ran, he would limit that
advantage," 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.