Liberal lead
tightens again as nation goes to war
Slim Conservative minority seen
TORONTO OCTOBER
6th, 2014 - In a random sampling of public opinion taken by the Forum
Poll™ among 1504 Canadian voters, close to 4-in-10 will vote Liberal if the
federal election were held today (38%), compared to just more than a third who
will vote Conservative (34%). This 4 point lead stands in contrast to the 6
point lead measured last month (September 7, Liberals - 40%, Conservatives -
34%) and the 9 point lead seen in August
(August 20, Liberals - 41%, Conservatives - 32%). The lead was 12 points in
July. One fifth will vote NDP now (19%) stable from past months (September -
18%, August - 17%). Few will vote Green (4%), Bloc Quebecois (4%) or for any
other party (1%). One third of those who voted for the NDP in the last federal
election will vote Liberal this time (36%), and only just more than half will
vote New Democrat again (57%).
Very slim Conservative minority government seen
If these results are projected up to seat counts in the
current 308 seat House of Commons, the Conservatives would take 132 to 130 for
the Liberals, and this is a sharp reversal from last month, when the Liberals
were projected to take 162 seats to 113 for the Conservatives. The NDP will
take 44 seats, up from 30 last month. The Bloc and the Greens would each take a
single seat.
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Mulcair favourables up slightly, others stable
Thomas Mulcair has seen his approval rating increase
slightly from just less than 4-in-10 (38%) to just more than this (42%) and his
net favourable rating (approve minus disapprove) has increased from +6 to +11.
In the case of both Stephen Harper and Justin Trudeau, approval scores have not
changed since last month (34% and 44%, respectively). The net scores for both
have not changed significantly (-23 and +4, respectively).
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)
"We are seeing a
slow but measurable trend towards parity between the two leading parties. The
Liberals now lead the Conservatives by such a slight amount, any change will
leave the parties tied. This hasn't happened because the Conservatives' chances
have improved, but because the Liberals attract very slightly less support each
month, and this may be caused by their implied opposition to taking action
against ISIS in the mideast," 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.