CC Image courtesy of Jerald Jackson: http://bit.ly/2qXl2nM
The Forum PollTM Accurately Forecasts BC Election
Forum correctly called a Minority Parliament
TORONTO, May 25th – The Forum Poll successfully
predicted the outcome of the British Columbia provincial election of May 9th,
2017. Forum’s Interactive Voice Response (IVR) polling methodology once again proves
to be a precise tool for measuring public opinion, accurately predicting that the
election would result in a minority parliament.
Of the six firms that polled the election,
Forum was second most accurate in terms of average deviation (.68%).
Forum predicted (39%) for the BC Liberals
whose actual share was (40.36%), (41%) for the NDP whose actual share was
(40.28%), (17%) for the Green Party whose actual share was (16.84%), and (3%)
for other parties, whose actual share was (2.52%)
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)
Overall, it was another accurate prediction by Forum’s IVR methodology
within the calculated margin of error (+/- 3%).
Of the firms polling the BC election, Forum is the only one to
supplement its vote share predictions with seat projections.
Forum projected the Liberals to secure 42 seats (actual – 43), the NDP
to secure 42 seats (actual – 41), the Green Party to secure 2 seats (actual –
3), and another party/independent to secure 1 seat (actual – 0).
Accordingly, The Forum Poll’s seat projections were accurate with an
average deviation of 1.
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)
“In the 2013 BC
election only Forum correctly predicted the Liberal majority. In 2017, however,
most pollsters performed far better, which is redemptive for the industry
overall. That said, we’ve once again proven that The Forum Poll is a highly
sensitive predictor of public opinion, as we measured the overall vote share
within two-thirds of one percentage point,” 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) 930-9603.