Conservatives to take Macleod
TORONTO, JUNE 29th,
2014 - In a
random sampling of public opinion taken by the Forum Poll™ the evening before
election day among voters in the four federal ridings in which by-elections
will be held June 30, the Liberals are leading by clear margins in three, while
the Conservatives have a strong lead in a fourth.
Trinity-Spadina
Among
the 446 voters polled in Trinity-Spadina, Liberal candidate Adam Vaughan's
considerable lead has declined to just more than half today (45%), compared to
more than half ten days ago (June 19 - 52%). This compares to just more than a
third for NDP candidate, Joe Cressy (35% now, 34% June 19). The Conservative
(11%) and Green candidates (9%) attract about a tenth each. In this riding,
more than one third of past NDP voters (2011) will vote for the Liberals this
time (37%), while just more than half will vote NDP again (59%). Adam Vaughan
attracts more female voters (50%) than male voters (40%), while Joe Cressy has
a gender balance (36% and 35%, respectively).
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Scarborough-Agincourt
The
446 voters polled in Scarborough-Agincourt favour Liberal candidate Arnold Chan
by eleven points over Conservative candidate Trevor Ellis (48% to 37%) and this
represents a slight tightening of the race since we last polled (52% to 36%, respectively). The NDP candidate
will take a tenth of the vote (10%) while the Greens will take less (4%).
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Macleod
Among
the 406 voters polled in the riding of Macleod, more than half will vote for
the Conservative candidate, John Barlow (54%), compared to just one eighth who
will vote for his Liberal or Green counterparts (16% each). Very few will vote
NDP (4%). This represents a slight tightening of Barlow's considerable lead
since we last polled (June 19, Conservative - 61%, Liberal - 11%, NDP - 11%,
Green 9%). One tenth will vote for another party now (10%) or then (9%).
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Fort McMurray-Athabasca
In
Fort McMurray-Athabasca, where 326 voters were polled, the Liberals have a
clear lead over the Conservatives (41% to 33%), while the NDP (13%), Greens
(5%) and other parties (8%) do not contend. This is in contrast to previous
waves of polling (unpublished due to small sample sizes) in which the
Conservatives had the lead.
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“If the unimaginable happens, and the Liberals pull out a win
in Fort McMurray, they will have kept one, taken one from the government and
taken one from the opposition. Not a bad record for four little by-elections.
It appears the NDP aren't players in this round," 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.