Majority government in the cards
TORONTO MAY 20th, 2014 - In a random
sampling of public opinion taken by the Forum Poll™ among 1136 Ontario voters
on the evening after the May long weekend, just more than 4-in-10 will vote
Liberal (41%), compared to one third who will vote Progressive Conservative
(34%). This represents a widening of the lead for the Liberals since we polled
last week (May 13 - Liberals 38%, PCs 35%). The NDP are supported by one fifth
of voters (20%), and few will vote Green (4%) or for any other party (1%). The
Liberal vote is common to females (46%), mid income groups ($60K to $80K - 48%)
and the Toronto 416 area code (51%). The PC vote is characteristic of the
oldest (40%), males (40%), lower income groups ($20K to $40K - 42%) and in
eastern Ontario (41%). The New Democrat vote is common to Generation Y (35 to
44 - 29%), the least wealthy (34%) and in southwestern (26%) and northern
Ontario (47%). Of note, one third of past New Democrats will vote Liberal this
time (32%), while one tenth of past Liberals will vote PC (13%) or NDP (11%)
this time.
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)
Wide Liberal majority seen
If these results are
projected up to seats in a 107 seat Legislature, the Liberals would take an 8
seat majority of 63 seats, to 31 for the PCs. The NDP would take just 13 seats.
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)
Liberals are second choice of New Democrats
Among NDP voters, 4-in-10
would pick the Liberals second (40%), while more than half of Liberal voters
would pick the NDP second (57%). Few would select the PCs second (17% and 11%,
respectively). The Green Party is a popular second choice for New Democrats, as
it is for PCs (24% each).
Leaders' favourables stable, Wynne most popular
Kathleen Wynne has the
approval of close to 4-in-10 (38%) and this is stable since last week (38%).
Her net favourable rating (approve minus disapprove) is -8, up from -12 last
week. Andrea Horwath has the approval of just more than a third, this week and
last (35% each), and her net is -5, up slightly from -8 last week. Tim Hudak has
approval from one quarter (25%, from 23% last week), and his net is an abysmal
-34, similar to the -36 registered last week.
![](data:image/png;base64,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)
Kathleen Wynne increases her lead as best Premier
Just more than one third now
thinks Kathleen Wynne will make the best Premier (34%, up slightly from 32%
last week and 28% the week before), while fewer than a quarter pick Tim Hudak
in this role (22%, stable from last week) and even fewer pick Andrea Horwath
(17%, up slightly from 15%). Close to one fifth think none is right for the job
(17%), and one tenth don't have an opinion (10%).
![](data:image/png;base64,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)
May Long Weekend gives voters time to reflect
“It
may be that the May long weekend gave Ontario families a chance to meet and
reflect on the upcoming election, firming up their intentions while they talked.
There certainly appears to be a new wind in Kathleen Wynne's sails,"
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.