TORONTO
September 4th, 2014 - In a random sampling of public opinion taken
by the Forum Poll™ among 737 London, Ontario voters, among the three quarters who
are aware of him (74%), Matt Brown has approval from 7-in-10 (70%). There is
almost universal awareness for Joe Swan (89%) but his approval is as low as one
quarter (27%), Seven-in-ten know of Roger Caranci (70%), but his approval is
just middling (41%). Fewer know of Paul Cheng (59%) and two thirds approve of
him (65%). Arnon Kaplansky is known to few (32%), and his approval is very low
(27%).
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)
"Matt Brown's approval,
at 70%, is dominating, especially given he's well-known. He has very little
downside. Paul Cheng sports a very positive approval rating as well, but two
thirds don't know him, so he's at a disadvantage. To be as well-known as Joe
Swan, yet have such abysmal approval is a very difficult place to run a
campaign from," 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.