Liberal minority now seen
TORONTO AUGUST 20th, 2014 –
In a random
sampling of public opinion taken by the Forum Poll™ among 1798 Canadian voters,
just more than 4-in-10 will vote Liberal in the next election (41%), giving the
party a nine point lead over the Conservatives (32%). This is in comparison to
last month at this time when the spread was sixteen points (July 19, 2014 -
Liberals - 44%, Conservatives - 28%). In the meantime, the NDP has stayed
stable at under one fifth of the vote (July - 18%, today - 17%). One twentieth
will vote Bloc Quebecois or Green Party (5% each) and very few will vote for
another party (1%). Support for the Liberals is common across age, gender and
income demographics, with the exception of the youngest (32%).
The Liberal vote is strong in Atlantic
Canada (55%) and Ontario (46%), among the best educated (post grad - 50%) and
non-Christians (48%).
The Conservative vote is common to the
oldest (39%), males (36%), mid income groups ($60K to $80K - 36%), in the
prairies (36%) and especially Alberta (58%), Protestant (49%) and Evangelical
Christians (63%), and Anglophones (36%).
The New Democrat vote is common to
younger voters (under 45 - 20%), females (20%), the least wealthy (20%), in
Quebec (26%) and BC (24%), college graduates (20%), Catholics (22%), the
non-religious (22%), mothers of children (24%) and Francophones (28%)
Of note, one third of past NDP voters
(33%) and one fifth of past Conservative voters (20%) will support the Liberals
this time. In contrast, the vast majority of past Liberal voters will vote
Liberal again this time (85%), compared to three quarters of past Conservative
voters (72%) and just more than half of past New Democrats (55%).
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Liberal minority seen
If
these poll results are projected up to seats in a 308 seat House of Commons,
the Liberals would capture 142, thirteen short of a majority. The Conservatives
would take 110 seats, the NDP 51, the Bloc 4 and Elizabeth May would retain the
Green Party's only elected seat.
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Mulcair's favourables down, Trudeau's, Harper's edge up
Justin
Trudeau has the approval of one half of Canadian voters (48%), up slightly from
last month (46%), and his net favourable score (approve minus disapprove) is a
healthy +13, up from +9. Prime Minister Harper's approval is up slightly as well
(from 33% to 35%), and his net has improved from -25 to -19. Thomas Mulcair, on
the other hand, has seen his approval decline from last month (40% to 37%) and
his net score is +7.
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)
Trudeau maintains slight edge for best PM
At
just more than 3-in-10, Justin Trudeau has a very slim lead (as he had last
month) in the best PM stakes (31%), while the Prime Minister has just less than
this score (29%), as he did last month (27%). One seventh give Tom Mulcair the
nod (15%), one tenth select Elizabeth May (8%) and one fifth have no opinion
(18%).
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"We are uncertain what has caused this dip in Liberal
fortunes, but it may be connected to world events, where the Prime Minister has
been claiming the stage with some very tough performances, which can be
difficult for a candidate who is not in government to challenge. It should be
noted, however, that both Harper and Trudeau poll at about the same
favourability as their parties, whereas Tom Mulcair exceeds his party's score
by a factor of two. In this case, he's proven unable to drag the party up to
his own level of popularity, which is what Jack Layton essentially did to
ignite the Orange Crush," 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.