Whole lotta love for new streetcars
TORONTO September
8th, 2014 - In a random sampling of public opinion taken by the
Forum Poll™ among 1069 Toronto voters, one half say they prefer a 7 stop LRT in
Scarborough (51%) to a 3 stop subway (40%). One tenth don't have an opinion (9%).
The only community in Toronto where the subway is preferred is Scarborough
itself, and not by very much (56% subway, 41% LRT). An LRT is especially
preferred by downtown residents (66%), although less so by residents of
Etobicoke/York (46%). Supporters of John Tory (60%), David Soknacki (75%) and
Olivia Chow (78%) support the LRT, while Rob Ford voters support the subway
(74%).
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High approval for new streetcars
Among
the one third who have used or seen the new streetcars (36%), as many as 8-in 10
(79%) approve of them, and this is especially the case among the least wealthy
(92%), the wealthier ($60K to $80K - 92%), the least educated (84%), among Chow
supporters (88%) and among those who take transit (86%).
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)
Priority to be given to DRL over Scarborough Subway
Fully 6-in-10
voters want the Downtown Relief Line prioritized and built before the
Scarborough subway (60%), while just half this proportion opt for the subway
first (31%). The DRL is preferred in all communities (downtown - 79%, North
York - 56%, Etobicoke/York - 73%) except Scarborough (DRL - 27%, subway 70%).
Tory voters (71%) and Chow supporters both prefer the DRL (66%), while Ford
voters want to prioritize the Scarborough subway (55%).
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Even split on Rob Ford's transit plan
Exactly equal
proportions, just less than half, approve and disapprove of Rob Ford's transit
plan, involving 32 kilometers of new subways (46% approve, 46% disapprove).
Disapproval is high in the downtown (65%), whereas approval is higher in North
York (55%) and Scarborough (63%). Rob Ford voters, of course, mainly approve
(91%), while Tory and Chow supporters disapprove (60% and 72%, respectively).
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)
"It's almost
as if there were two cities involved in Toronto's transit planning, Scarborough
and everywhere else, and Scarborough wants to be the tail that wags the dog. It
doesn't surprise us that Rob Ford's subway plans are very popular there, as
that increasingly may be the only way they get a subway in the east end of the
city," 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.