Headed for majority government
In a
random sampling of public opinion taken by the Forum Poll™ among 996 Ontario
voters, close to 4-in-10 will vote for the Liberals (38%) in the upcoming
provincial election, compared to just more than a third who will vote PC (35%).
These results represent a reversal from those noted at the outset of the campaign
on May 2 (Liberals 33%, PCs 38%). One fifth will vote NDP now (21%) and this
has not changed since the last time we polled (May 2 - 22%). Few will vote for
the Greens (5%) or for any other party (1%). At this point, the Liberal vote is
common to the youngest (45%) and the wealthiest ($80K to $100K - 46%, $100K to
$250K - 45%). The PC vote is characteristic of the oldest (47%), males (41%)
and residents of eastern Ontario (45%). The NDP vote is common to Gen Y (35 to
44 - 26%), mid-income groups ($40K to $60K - 30%), among the wealthier ($80K to
$100K - 26%) and, marginally, in Toronto 416 area code (24%). Of note, close to
one fifth of past NDP voters will vote Liberal this time (18%), while about one
tenth of past Liberal voters will support the NDP (12%) or the PCs (12%) this
time.
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)
Strong Liberal majority seen
If these results are
projected to seat counts in a 107 seat Legislature, the Liberals would capture
a 13 seat majority of 68, compared to just 26 for the PCs and 13 for the New
Democrats. This represents an increase from the Liberal minority of 49 seats
and a decrease in the PC seat count from 45 which we noted the day the election
was called.
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)
New Democrats are most popular second
choice
In total, one third of voters
would pick the NDP second (33%), while one tenth would pick the Liberals (12%),
fewer than those who would choose the Green Party second (18%). Very few select
the PCs second (7%), and one quarter doesn’t have a second choice (23%). Among
PC supporters, one quarter will vote NDP second (27%) and about half this
proportion would vote Green second (15%). Among Liberals, the most common
second choice is the NDP by far (60%) and very few will choose the PCs second
(7%). One fifth or so will choose the Green Party second (17%). Among New
Democrats, Liberals are most likely to be the second choice (38%) followed by
the Greens (27%). Liberals (12%) and New Democrats (20%) are less likely to say
they have no second choice than are PC voters (37%).
Wynne's favourables up sharply; Hudak's
tumble
Close to 4-in-10 approve of
the job Kathleen Wynne is doing as Premier (38%) and this is an increase from
the last time we polled (34%). Her net favourable score (approve minus
disapprove) has improved from -17 to -12. Andrea Horwath has the approval of
just more than a third (35%), steady since last month (36%), and her net is -8,
down slightly from -5. Tim Hudak, however, has seen his approval decline from
more than a quarter at the outset of the campaign (26%) to less than that now
(23%), and his net has tumbled precipitously from -25 to -36. Of note, 3-in-10
past PC supporters disapprove of Hudak now (30%).
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)
Wynne increases her lead as best Premier
One third of voters think
Kathleen Wynne makes the best Premier (32%) and this is up from the beginning
of the campaign (28%) and from the month before (26%). Fewer than one quarter
pick Tim Hudak on this measure (22%) and this has not changed since the start of
the campaign. About one seventh think Horwath would make a good Premier (15,
stable) and close to one quarter think none of these is up to the job (22%).
Jobs/growth key issue of campaign
More than one third of voters
agree that jobs and growth are the most important issues in the Ontario
election campaign (34%), followed by one seventh who think government
corruption is most important (15%). No other issue listed is mentioned by as
many as 1-in10, including eliminating the deficit (9%), transit and transportation
(9%), the Ontario Retirement Pension Plan (ORPP - 7%), the gas plants affair
(7%), eliminating waste (6%) or limiting the influence of unions (2%). Among
Liberals, jobs and growth is the most important factor (47%), followed by
transit (16%) and the ORPP (11%). Among PC supporters, jobs and growth and
government corruption share top billing (24% each) followed by eliminating the
deficit (14%) and the gas plants (13%). Among New Democrats, jobs and growth is
most important (31%), followed by government corruption (14%) and cutting waste
(10%).
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)
Hudak's key proposals unpopular,
Horwath's better-liked
Tim Hudak's key promise to
cut 100,000 public service jobs receives strong disapproval (62%) and only
limited approval (26%), while one tenth have no opinion (11%). While the vast
majority of New Democrats and Liberals disapprove (84% each), a significant
minority of PC supporters also disapproves of this idea (22%) and just two
thirds approve (67%). By the same token, very few believe Hudak's signature
pledge of creating 1 million jobs in 10 years is possible (26%), while two
thirds think it is not (63%) and one tenth do not know if it is (11%). Fully
one third of PC voters don't think it possible (33%) and just more than half
think it can be done (55%). Liberals (83%) and New Democrats (77%) agree this
pledge is unfulfillable.
Just more than a third
approve of the NDP promise of an employment grant for new hires (35%) and just
less than half disapprove (47%). Liberals and PCs are equally unlikely to
approve of this plan (30% and 24%, respectively), but approval is high among
New Democrats (72%). Approval is higher for the NDP's business tax credit for
the purchase of new machinery (49%) and just one third disapprove (33%). The
plurality of PC supporters (46%) and Liberal supporters (45%) approve of this
idea, and the majority of New Democrats do (73%).
“Apparently, promising to fire 100,000 of their neighbours
doesn't engender warm feelings of support among the electorate. Tim Hudak may
have forgotten that there's proverbially a teacher in every family in Ontario,
and it’s teachers who will bear the brunt of those cuts. This is a sudden
reversal in Tim Hudak's fortunes to have happened in just the space of a few
days. Based on past experience, we may expect to see him modify that promise in
the near future," 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.