Race is now between Chow and Tory
TORONTO June 6th, 2014 - In a
random sampling of public opinion taken by the Forum Poll™ among 944 Toronto
voters, approval of Mayor Rob Ford has achieved a new historic low, and he is
no longer a contender in any of the tested mayoral match-ups.
Tory has highest approval; Ford lowest
John
Tory has the approval of more than two thirds who have heard of him (68%), and
he is followed closely by Olivia Chow (64%). Just more than half approve of
David Soknacki (54%), while fewer than this approve of Karen Stintz (46%). Just
more than one quarter now approve of Rob Ford (28%) and this is the lowest we
have recorded his approval since he was elected in 2010. Approval of John Tory
is characteristic of the oldest (76%), the wealthiest (74%), residents of
Etobicoke/York (73%), those who drive to work or school (75%), property owners
(74%) and college grads (73%). Chow's support is common to the youngest (78%),
females (69%), the least wealthy (76%), those in the downtown (77%), transit
users (74%), renters (74%), the best educated (post grad - 69%) and mothers
with kids (76%). Stintz sees her approval come from the youngest (52%), mid income
groups ($60K to $80K - 51%), in the downtown (52%) and Etobicoke/York (51%),
college grads (55%) but not especially among the all-important mothers with
children group (41%). David Soknacki takes his support from younger groups (35
to 44 - 64%), mid income groups ($40K to $60K - 62%), downtown residents (65%),
transit users (57%) and the best educated (post grad - 57%).
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Ford no
longer a contender in mayoral races
In a
five way match in which all the major contenders run, including Rob Ford,
Olivia Chow wins with close to 4-in-10 votes (38%) to 3-in-10 for Tory (28%). In
this race, Rob Ford takes one fifth of the vote (20%), and David Soknacki (5%)
and Karen Stintz do not contend (4%).
In a
four way race without Mayor Ford, Chow wins again with 4-in-10 votes (40%) to
one third for Tory (33%). Soknacki (5%) and Stintz (4%) trail.
In a
three way race in which just the major contenders run, Chow takes more than
4-in-10 votes (42%) to 3-in-10 for Tory (30%), Ford is third with just less
than a quarter of the vote (22%).
In a
straight-up two way race between John Tory and Olivia Chow, the latter wins
with close to half the vote (47%) to 4-in-10 for Tory (39%). In this race, one
seventh don't know who to support (15%) and these are mainly Rob Ford
supporters.
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Ford
with highest negatives, Soknacki with lowest
More than half of voters say they would never vote for Rob Ford (57%),
followed by one seventh who would never vote for Chow (15%). John Tory (6%),
Karen Stintz (5%) and Soknacki (3%) attract few negative votes. Ford supporters
would never vote for Tory (23%), Chow (24%) or Stintz (16%). Tory supporters
will never vote for Ford (59%) or Chow (29%). Chow voters will never vote for
Ford (85%). Stintz supporters will never support Ford (86% - caution, small
base size) while Soknacki's supporters will not vote for Chow (34%) or, to a
lesser extent, Ford (23%).
Ford Nation dips below a quarter of
voters
In a new low, fewer than one quarter of voters will vote for Rob Ford in
October (with no candidates mentioned - 22%) and this is down from the last
time we polled (May 21 -25%). Those who will still vote for him include mid age
groups (35 to 44 - 27%), males (27%), the less wealthy ($20K to $40K - 34%) in
North York (29%) and Scarborough (32%) but not especially on his home turf in
Etobicoke/York (20%). Also voting will be those who drive to work and school
(26%), the least educated (31%) but not mothers with children (17%).
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)
Two thirds continue to think Mayor
should resign
Two thirds of voters think the Mayor should resign (63%) and this has
not changed in the last two waves of polling.
Building civic infrastructure,
completing DRL keys to an effective mayor
When
asked the most important thing a mayor could do for a city, twice as many say
"champion civic infrastructure" (30%) as provide any other answer
(keeping taxes low- 17%, caring for the most vulnerable - 15%, cutting waste -
11%). Rob Ford supporters choose keeping taxes low above all other
considerations (45%). Chow supporters opt for championing civic infrastructure
(37%) and caring for the most vulnerable (27%). Tory supporters also pick civic
infrastructure (36%) as the most important thing a mayor can do. Stintz
supporters pick civic infrastructure and cutting waste, while Soknacki
supporters pick civic infrastructure and preserving the city's character. Just
one twentieth of the Mayor's supporters think championing civic infrastructure
is important (5%).
When
voters are asked which one promise would make them vote for a mayoral candidate
more than any other, the leader is completing the Downtown Relief Line before
anything else (23%), and this is followed by reducing property taxes (17%) and
cutting the size of council (10%). Mayor Ford's supporters care most about
taxes (33%) and reducing the size of council (26%). Chow's supporters care most
about building the DRL first (29%) followed by something other than the
promises listed (25%). Tory supporters will respond to building the DRL (24%),
but also reducing taxes (14%), imposing term limits and eliminating the Land
Transfer Tax (11% each). Stintz supporters react well to the DRL as do Soknacki
voters, but Soknacki also prompts mention of term limits for mayor and council.
"It's becoming clear
that without his bully pulpit at city hall, Rob Ford is a relatively marginal
player in the municipal arena, and the momentum is now with Chow and Tory. His
approvals continue to decline and Ford Nation continues to shrink, so there
will be a lot of rebuilding to do when he returns," said Forum Research President, Dr. Lorne
Bozinoff.