Hung Parliament Seen
In a
random sampling of public opinion taken by the Forum Poll™ among 1694 Canadian
voters, more than one third (36%) will vote Liberal if the election were held
today, compared to 3-in-10 who will vote Conservative (30%). These findings
represent a slight decrease in the Liberal vote share since the last time we
polled (April 30 - 39%), but stability for the Conservatives (30% then and
now). The NDP now command just less than one quarter of the vote (23%) and this
represents a slight increase from April (20%). Few vote Bloc Quebecois (6%),
Green (5%) or for any other party (1%). The Conservative vote is common to the
oldest (36%), males (34%) and those in the prairies (41%) and Alberta (47%).
The Liberal vote is characteristic of Boomers (55 to 64 - 39%), females (38%),
in mid income groups ($40K to $60K - 38%), the wealthiest ($100K to $250K -
45%) in the Atlantic provinces (50%) and Ontario (42%). The NDP vote is common
to the youngest (26%), low income groups ($20K to $40K - 27%), in Quebec (29%)
and BC (26%). Of note, the Liberal vote is the "stickiest", in that
more past Liberals will vote their party this time (84%) than will past Conservative
(73%) or NDP voters (64%). About one fifth of past Conservative (17%) and NDP
voters (22%) will vote Liberal this time.
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Hung
Parliament Seen
If
these results are projected up to seats in a 308 seat House of Commons, the
Conservatives would take 111 to the Liberals' 110, for a hung parliament. The
NDP would hold the balance of power with 75 seats, while the Bloc would take
11. If Green Party leader Elizabeth May, who is expected to retain her seat,
votes with the Liberals, parliament will be exactly hung.
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)
Trudeau's
Favourables Slip
Liberal leader Justin Trudeau
has seen his approval slip slightly from close to half last month (46%) to just
more than 4-in-10 today (43%) and his net favourable score (approve minus
disapprove) has declined from +8 to +1 now. Approvals for Prime Minister Harper
(33% approve, -27 net) and Tom Mulcair (43% approve, the same as Trudeau, +14
net) have stayed generally stable since last month.
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Harper
and Trudeau Tied as Best PM
Justin
Trudeau (28%) and Stephen Harper (26%) are essentially tied for best Prime
Minister, while Tom Mulcair trails at less than a fifth (17%). This represents
a slight narrowing of the gap between Trudeau and Harper since last month (30%
and 25%, respectively).
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)
Two-thirds Think It's Time for a Change
in Ottawa
Two
thirds of Canadian voters think it's time for a change of government in Ottawa
(68%) and this is a sharp increase since we asked this last year (June 2013 -
61%). Virtually all New Democrats (94%) and Liberals (88%) believe change is
needed, but even a substantial minority of Conservative supporters think so too
(16%).
“It appears Justin Trudeau's restrictions on
Liberal candidates with pro-life views has peeled off a small but important
tranche of support for not only him, but, incrementally, his party. I'm not
sure that there is a corresponding upside, in that those who support pro-choice
views are already in his court," 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.