Majority oppose Scottish independence
TORONTO SEPTEMBER
16th, 2014 - In
a random sampling of public opinion taken by the Forum Poll among 1541 Canadians
18 years of age and older, one fifth (21%) claimed to come from a Scottish
background, and this especially characteristic of Boomers (55 to 64 - 25%), the
wealthier ($80K to $100K - 28%), in Atlantic Canada (31%), Ontario (26%) and
Alberta (34%), Conservatives (26%), the best educated (post grad - 27%),
Protestant Christians (34%) and those with a favourable image of Israel (27%).
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)
Majority of Canadians in the "No" camp
More
than one half of Canadians (58%) do not favour Scottish independence, and this
includes more than two thirds of those who claim Scottish ancestry (68%). Other
subgroups who favour independence include the youngest (51%), the least wealthy
(53%), Quebeckers (57%), New Democrats (54%) and Francophones (61%).
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"We may be the most Scottish
country on Earth after Scotland, and yet our populace appears to be less in
favour of Scottish independence than the Scots, especially Scots in the
diaspora," 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.