NDP shut out
TORONTO, MAY 15th,
2014 - In
a random sampling of public opinion among voters in three ridings where federal
by-elections will be held June 30, the federal Liberals lead in two and the
Conservatives in one, and the NDP do not lead in any.
Trinity-Spadina
Among the 625 voters polled in this riding, more than half
will vote for the Liberal candidate, former city councillor and TV personality,
Adam Vaughan (54%), while 3-in-10 will vote for the NDP standard-bearer, Joe
Cressy (31%). Just more than one tenth will vote Conservative (Ben Sharma -
13%), and very few will vote Green (2% - Rachel Barney's name was used) or for
any other party. Vaughan is especially popular among the youngest (65%), while
Cressy does well among females (35%) in the Gen X age bracket (45 to 54 - 35%).
Of note, close to one half of past NDP voters will cast a ballot for the
Liberals this time (44%), as will one quarter of past Conservative supporters
(24%).
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Scarborough-Agincourt
Among the 571 voters sampled in Scarborough-Agincourt, close
to one half will vote the Liberal candidate, Arnold Chan (46%), while about
4-in-10 will support the Conservative candidates, Trevor Ellis (38%). Few
will support the NDP (9%), the Greens (2%) or any other party (5%). Close to
4-in-10 past NDP voters (38%) and one seventh of Conservative voters (15%) will
vote for the Liberals this time. In fact, just 3-in-10 past NDP voters will
vote for the party this time (30%).
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Macleod
Among the 448 Macleod voters sampled, as many as two thirds
will vote for the Conservative candidate, John Barlow (62%), while one seventh
will vote for the Liberal, Dustin Fuller (15%). Few will vote NDP or Green (6%
each) or for any other party (11%). About one third of past Liberals will vote
Conservative this time (35%), and a similar proportion of past New Democrats
will vote Liberal (37%).
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)
Fort McMurray-Athabasca
Polling was conducted in this riding but an adequate sample
for analysis was not collected.
“This looks like a pick-up for the Liberals from the NDP in
Trinity-Spadina, which would be return to this riding's roots. In the other two
ridings where we polled, the status quo seems to be the current situation, and we
don't expect serious upsets. The big question is what is going on in Fort
McMurray, but we can't answer that yet," 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.