Lapel
Cameras Are a Winner
Mandatory voting, shopping bag ban not
so much
TORONTO
September 8th, 2014 - In a random sampling of public opinion taken
by the Forum Poll™ among 1069 Toronto voters, two thirds agree Toronto police
should have lapel cameras (64%), while just one seventh disagree (15%). Fully
one fifth have no opinion (20%). Approval of the idea is common to the oldest
(55+ - 70%), the wealthiest (71%), the best educated (post grad - 70%), among
provincial Liberals (71%) and John Tory voters (70%).
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)
Two thirds disapprove of mandatory voting
Two
thirds of Toronto voters disapprove of fine-punishable mandatory voting in
municipal elections (62%), while 3-in-10 approve (29%) and one tenth have no
opinion (9%). Support for mandatory voting, punishable by a fine, is common to
younger groups (35 to 44 - 37%) and those who drive to work or school (36%).
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)
Narrow disagreement over bringing back bag ban
One half of
Toronto disagree with bringing back the plastic bag ban (49%), whereas 4-in-10
approve the idea (41%). One tenth have no opinion (10%). Approval of the ban is
characteristic of the oldest (65+ - 45%), the wealthiest ($100K to $250K -
48%), in the downtown (49%), the best educated (post grad - 47%), provincial
Liberals (49%) and New Democrats (46%) and Chow supporters (58%).
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)
"Rob Ford is
right about one thing, the elites who live downtown in Toronto don't support
him, and they are the ones in favour of all these initiatives. They're better
educated and make more, they don't support Rob Ford for mayor, and most don't
vote PC provincially," 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.