Christine Elliott favoured for PC leader
TORONTO JULY 3rd,
2014 - In
a random sampling of public opinion taken by the Forum Poll™ among 810 Ontario
voters three weeks after the provincial election, 4-in-10 now approve of the
performance of Premier Wynne (41%), up from just more than a third before the
election (June 9 - 36%). Her net favourable rating (approve minus disapprove)
has increased dramatically from -17 to -3. In contrast, Andrea Horwath's
approval has dropped from one third (34%) to about one quarter now (28%), and
her net score has worsened from -13 to -19.
Among six listed contenders for the now vacant PC
leadership, Christine Elliott draws the interest of one fifth in total (21%)
and one quarter among PC voters (25%). Next is John Baird, with about one
seventh of the vote (14%) among PC voters and one tenth in total (9%). He is
followed by Lisa MacLeod, favoured by a tenth of PC supporters (11%) and a
twentieth in total (6%). Few among party supporters opt for Lisa Raitt (3%),
Doug Ford (8%) or Tony Clement (7%), and one sixth choose someone else (15%).
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One third think Horwath should resign
In total, just more than one third of Ontario voters think
Andrea Horwath should resign as leader of the NDP (35%), while just more think
she should not (43%). One fifth have no opinion (21%). Among NDP supporters,
however, this proportion is just one eighth (16%), and fully three quarters
think she should not step down (73%).
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)
One quarter of 2011 New Democrats voted
Liberal this time
One quarter of those who
voted NDP in the provincial election of 2011 voted Liberal in this election
(25%), while one tenth of 2011 Liberals voted PC this time (10%). A similar
proportion of Liberals voted NDP this time (9%), while one tenth of past PC
voters supported the Liberals this time (10%).
Liberals voted for best leader; not so
PCs/NDP
When asked what motivated
them to choose the candidate they did, the plurality of voters say they voted
for the party with the best economic plan (22%), followed by those who voted
the best candidate in the riding (17%). After this, vote motivators include
voting for the party one usually votes for or the one with the best leader (12%
each), voting for the best anti-corruption plan (7%) and, last, voting the best
transit plan (2%). One fifth say some other reason motivated their choice
(21%), and about a twentieth have no clue (7%).
PC voters overwhelmingly
voted for the best economic plan (40%) or the party with the best local
candidate (18%), while Liberals voted primarily for the best leader (29%),
followed by the economic plan (16%), the best local candidate (15%) or because
they are the party always voted for (14%). New Democrats voted for the best
local candidate (19%), the best economic plan (16%) and the customary party
(17%), as well as the party best able to combat corruption (14%).
It is interesting to note
that while Liberals are especially likely to say they voted for the party with
the best leader (29%), PC supporters (3%) and New Democrats (4%) are unlikely
to do so.
Wynne preferred for all attributes
except fighting corruption
When asked to rate the
leaders for the same attributes for which voters were asked their voting
motivation, Kathleen Wynne is preferred for all except having a plan to combat
corruption, on which attribute she narrowly cedes the lead to Tim Hudak (22% vs
19%). On all other attributes, Wynne leads, Hudak comes in second and Horwath
comes in third, including inspiring the confidence she can lead the province to
prosperity (37% to 21% for Hudak and 15% for Horwath), having the best economic
plan (33% to 28% to 16%), having the best transit plan (33% to 17% to 14%) and
having the best local candidate (29% to 28% to 18%).
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dt6AckuxJ7n0rdoo/r+vvA55fBenrp8Nr9ouyYdUOqrOXUyecZTIQTtxt+YpjGdvfPNJpvhBdKa4is9b1RNPnMzDTw0IjiMrFmKOIxKCGYkfPxn0AroqKOlv67foHW/9f1qzgtY8ATXMKRJqWo39xqF9bG/1GeSGOWKCDdJGFEaIvEmMfKSS/OQONSTwFZT6ZdwXeo6hcXt1cxXT6o7Ri4EkRBiI2oIwF2jC7McnIOTnqaKP6/L/IP6/r7zmU8DWJtZUvL6+vbm4u4Lq5vJ2j82cwuHjRtqBQgKj5VVe56kku1PwPYaoupmW7vYptRure7M0brut5INnl+XlSMAoDhgwJJ9a6Sij+vy/wAkByY+HmnfY9QSS/1KW7v7uG+kv5JUMyzxBAjr8mwYKZ27dvJGNuANFPDXmPpkmpatf6lLpty9zFJcCFS7NG0YDCONQQA7YwAc9Sa26KAOam8D2klkkMOo6hbzJqj6ql1G8ZkEzlsjDIVK4cqAVOAB3GaW68NiDVhrktzq2rvZNJPZaYZIdkUrqVYxlghJwzAB5CoDHAGBjpKKNlZf10/QHrv/AF/V2Yng/Tp9L8K2kF7D5F3JvuLmIsGKSyu0jjIJBwzHoSPStuiigAooooAKKKKACiiigAor5r+LP/JUNW/7Y/8AolK42ueVeztY9inlnPBT5912/wCCfY1FfHNFT9Y8i/7K/v8A4f8ABPsaivjmij6x5B/ZX9/8P+CfY1FfHNFH1jyD+yv7/wCH/BPsaivmjTP+RHs/+wjdf+i7em17OHwft6Sqc1r+R85i631avKla9j6Zor5morf+zv734f8ABOb69/d/H/gH0zRXzNRR/Z3978P+CH17+7+P/APpmivmaij+zv734f8ABD69/d/H/gH0zRXz5on/AB5az/15L/6UQ1Wr5fNsd/Z2IVHl5tL3vbv5PsfSZXgP7QoOtzcuttr9vNH0ZRXznRXlf2//ANO/x/4B6f8AYP8A08/D/gn0ZRXznRR/b/8A07/H/gB/YP8A08/D/gn0ZRXznRR/b/8A07/H/gB/YP8A08/D/gn0ZRXgnh3/AJGjSv8Ar8h/9DFZFetgMd9ci5ctred/0R5WPwX1OSjzXv5WPpKivm2ivRPOPpKivm2igD6Sor5yi/489U/7BN//AOksteKUAffFFfDvhXSoNc8XaVpd20iQXl3HDI0RAYKzAHBIIz+FdPN4FtNbsRN4QS8S4j1YaXLbX06SbmYEpIrqiYHynII49TR2/rt/mhX/AK+//Jn13RXx2vwyv5bGTUINZ0mXTYopJXvUebyxskVHGDFuJBdTwvIPGelW7T4d2MmvxeGL7WFtNdV53nkCPJAsKRB02jYCWYZbOcBR03fLR0GfXNFfBc8axXEkccyTqjFVljDBXAPUbgDg+4B9q2/Af/JR/Df/AGFrX/0ctAH2zRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXlviDxT4q8O+JtRjvpmjsroMliTFHLHApaNVmRIwZmxuIZXHzSNGq8EkepVk6h4X0jVDem+tWke+WJZnE8itiNt0YVgwKbW+YbSOcnrzS63H0sWtIvINQ0a0u7S5e7hmhVknkTY0gx1ZcDafUYGDxgdKuVW07T7bStNt7Cwj8q2t0EcaFixAHqSSSfckk96s1T3JWwUUUUhhRRRQAUUUUAFFFFAHzX8Wf8AkqGrf9sf/RKVxtdl8Wf+Soat/wBsf/RKVxtedP4mfX4f+DD0X5HpfhnwloOqW2k6he24Szns3gmHnOM3fnCNW68Z3qcDjjpWdP4GjuLWHT7LMWtW1it1cQlSxnLy7cdfl2qVPA5zXMW/iLVbTRxpdteNHZi4FyIwq8SDGGzjPYcZxWlpvjfUbTxj/wAJJfs19feWy53CMElCgyAuMDg4wM4q+aDtp/X/AA/4WMPZ14ttS9P69NzVi+HVvNOIYdaZ5Jbu5s4MWnyu8K7iWO/5VPIzyenBzw6P4ZtdTC3stV33Ki1eVZLfYipOOCG3Ekg9sD69q5qz8UaxYLbC1vCgtZpJosxoxV3XaxyQc5HrUq+MtfjleWPUGSR1hVmWNAcQ/wCr7dv175pJw6rt+Wv4/gVKGI1tJf0/Tt+IzxFoltostsLPU4b9ZkLMEaMvEQxGG8t3XkYI+bv2rGq5qOp3Gqzia7W3DgHmC1jhzznJCKAT7nmqdZnVG6XvbnX6Z/yI9n/2Ebr/ANF29Np2mf8AIj2f/YRuv/RdvTa+wy//AHWH9dT87zX/AH2p6/oa/hewttS11La9UGFopWOSQARGxB454IBrVbwxZz6Xpf2W6iaWaO7kluYlcrJ5Y3AbX249Og/Guas7240+5E9pJ5coVl3bQeGBB6+xNWbfXNRtVtFguNq2ZfyRsUhd/wB4HI5B9DmuicJuV4v+tf8ANHFCUErSX9af8E27LwlboLC61C9b7NcG3+RIclmlLfIfmGBhfvDnnpS3XhBAL65ilaIQSO6W7hcNEJdnB37zx3K4461mDxZrIk3i6TO1FUG3jwmzO3aNuFI3HBGCKa/irWJLeSB7pWSUFXJgj3EFi5G7bnG4k4zio5a3Ne/9fcO9LltYu+M/D9voOqFYCUWaR2igALKkYOAd5PJyDx27ntXN1f1DW9Q1RCl/cecPNablFGGYAEjA4BwOOlUK1pRlGCU3dk1HGUm4qyNbRP8Ajy1n/ryX/wBKIarVZ0T/AI8tZ/68l/8ASiGq1fmnFf8Av6/wr82fofDH+4v/ABP8kdhpXh/TLqbRDO0Q+020jywM0m+YgvgggYGMDuOlZ9r4XW4ghBvSl1Nam7WIQ5QRhsctu+9gE4x+NZsOtX9vLayQz7XtEaOA7FOxTnI6c/ePWnxa/qcNmtrFc7Y1XYp8td4Xdu278btue2cV43tsK/ih93y8/wCux7HscSm3Gf8AV35ea/zNdvB8DXs1tBqhY21yILlnt9ojXazFx8xyBtI7c1GnhErMsV1cvG2xnl2xpiICQxrlnkUckHvnpwe2V/beo+beyfaPnvgRcHYvz5/DjqemOtS/8JLqv2yS6a5V5ZEVH3woykKcj5SMZBGc4zmpjUwenNB+f9X9PvfZB7PF9Jr+vl/Vl5m7Y+FdOivLWK+lmmmOpvZyRhQI3CgHqDkcHOfwx3OHrOkxafHbXNrO01vdeZs3x7GUo20jGTx6HNIviXVUlaUXKl2uPtO5oUJEnGWGRx0HTiqdxqFzd28MFxLvjgLGNdoG3cct0HrU1auHlT5YRs//ANnz8n9/qVSp4iM+acrr/h/L0LPh3/kaNK/6/If/AEMVkVr+Hf8AkaNK/wCvyH/0MVkV7+Q/wp+p4We/xIeh02maRY3vhlHaL/T5LiTy5N5+ZUCFkxnH3WY568VLP4Tt5dWlhS6NqLi+ntrOJYjIPkP8TFgQOQM/Ma5+31S8tUt1t5ygtpTNFhR8rnAJ6c9BweKtJ4l1aPzit0N00jysxiQsruMMynGUJ/2cV9E/L+tj51f1+P8AwDWTwO00ghtr/dcAW7Orw7VVZenzbjkg9sfj2rH1nSoNMkhFtfR3ayqSwVkLRkHGG2Ow9xzSr4k1ZHZ0vCrMsSlgig4j+527fr3zVS9v5tQlElwIQ47xQJFn67QMn3NDAji/489U/wCwTf8A/pLLXile1xf8eeqf9gm//wDSWWvFKALujarPoet2eqWixvPZzLNGsoJUspyMgEHH41vt8RNUins30qzsdLjtb7+0PJtUkKzT9NzmR2Y8ZGMgAE4FZ3g3T7bVfG+jWF/F5trc3sUUse4ruUsARkEEfhXZ6t8PtMPiez8N2LfZm+wz6jLqo3SpcKFZ1SNdw+VQu3JwxbdntTeiT9fws/8Ag/ISs216fjp/wPmYE/xH1KTSLnSrXTtNstPuLeSA29vHJtTfIsjuCzk7iVUckgAYAFVm8d6m/jr/AISpre0N6V2NDsbymXyvKIxu3cr6N1rdl+GVna2ttqN5r00el3wtRaSrYBpnacMQGj80BQuw5Ic9sA0+8+EN1bJdmPVYpmtrSSRQsOPNnjkkV4V+bsInbd6dqVrP71+rQ73V/wCtTz2eRZbiSSOFIFdiyxRliqAnoNxJwPck+9bfgP8A5KP4b/7C1r/6OWqniXR08P8AiS90mO6+1/Y5PKeXy9mXA+YYyejZHXnFW/Af/JR/Df8A2FrX/wBHLSVraDZ9s0UUUxBVeW/toZDHJJtYdRtNWK5/U/8AkJS/h/IUAav9p2f/AD2/8dP+FH9p2f8Az2/8dP8AhXlsvjsabe+JG1aAtZ6Rd21vF9ljLSN5qpyQW5wz9scdiaWX4laZbxlbiwvob0X4082MpgSQSmPzB85l8vBUjHz8ngc0LX+vT/NBseo/2nZ/89v/AB0/4Uf2nZ/89v8Ax0/4V5ldfEPT7LUri1uNO1JVtLmG2u7jy4zHbvKFKbjvyR8+CVBwQc8YJqaN44QXK6bMNR1e+uL68ihKW0MW1YZACp+cDChhhicsFPGSARav+vL/ADB6f1/XY9Y/tOz/AOe3/jp/wo/tOz/57f8Ajp/wryPTvH8dsHs7hNT1q9ku71YhDawxELBINy/6wLhVYYYkFgvqQDZm+JmliC2ms9P1C+iuIbaYvAsSiIXDlIlbfIpyWBHy5AxyaFqk11t+IPS9/wCrHqf9p2f/AD2/8dP+FH9p2f8Az2/8dP8AhXnvivxBdaQ2lWOlxwtf6teC1he4BaOEbSzOyggthVOFBGSRyKZd+JrjQ2ttP1O1fVtVmWSVYtKiVN0SYzIVlkATGQMb2JPT0Cv1A9F/tOz/AOe3/jp/wo/tOz/57f8Ajp/wryq4+KOjR232i2s9RvYF09NRkkgiQCKBiwLNudTlSvIGT6A4OMPVfGerDxPrmLy/0/TdOaxWEw21tMjiWRckhm35cHAIICrkkbsA1bW39dg6XPcf7Ts/+e3/AI6f8KP7Ts/+e3/jp/wryC+8evc+KdEt9KS6g0yTUbi2ubuWOPybkRROWCnJYbWXrhc4OCRmp9P+LXhzU4tQktftDiyspL7CtE5lhQ4JAVyUPT5ZNjcjjrhdL/13HZ3t/W9j1j+07P8A57f+On/Cj+07P/nt/wCOn/CvLx8SNLWK5NxY6hbywrbvFBJGm+5WdisRTDkDcRjDFSO+Kh1j4qaHoFzFbavBdWtwYxLPBI0KvbqXKgkGT5+hOIt5wM9xl21sI9W/tOz/AOe3/jp/wo/tOz/57f8Ajp/wrgPGWqvpPhsX0N5Labbm3UyQ26TMVaVVK7XIGCDjOcjORyKqWfxA0691iGxWxv4kmvZrBLqREERni3Fk4ctyFJB245xnOQEtf69P8w6X/r+tD0r+07P/AJ7f+On/AAo/tOz/AOe3/jp/wrn6KAOg/tOz/wCe3/jp/wAKP7Ts/wDnt/46f8K5+igDhPHXw51LxF4zvtVs7/T4oLkRFFmaUMAIlXkBCO3rXP8A/Cn9a/6Cmk/99zf/ABuvYLn/AFo/65p/6CKirJ0Yt3O+OPrwioroeSf8Kf1r/oKaT/33N/8AG6P+FP61/wBBTSf++5v/AI3XrdFL2MCv7Rr+X3Hkn/Cn9a/6Cmk/99zf/G6P+FP61/0FNJ/77m/+N163RR7GAf2jX8vuPJP+FP61/wBBTSf++5v/AI3R/wAKf1r/AKCmk/8Afc3/AMbr1uij2MA/tGv5fccFafDjUrbwzbWUmoaeZEvJ5SwaXaQyQgD7mc/Ie3cU3/hXOo/9BDTv++pf/jdeiN/x5x/9dH/ktRV30sTUpQUI7I8mvSjXqOpPdnAf8K51H/oIad/31L/8bo/4VzqP/QQ07/vqX/43Xf0Vr9erGP1SkcB/wrnUf+ghp3/fUv8A8bo/4VzqP/QQ07/vqX/43Xf0UfXqwfVKRwH/AArnUf8AoIad/wB9S/8Axuj/AIVzqP8A0ENO/wC+pf8A43Xf0UfXqwfVKRx+m+A7+2tdSV76xYz2wjUq0nB86Nsn5OmFP5iq/wDwgF//ANBCw/76l/8AiK72H/VXH/XMf+hLUVeNjcHSx1X2tbe1j18HjKuCp+yo7XucP/wgF/8A9BCw/wC+pf8A4ij/AIQC/wD+ghYf99S//EV3FFcP9i4Ts/vOz+2cX3X3HD/8IBf/APQQsP8AvqX/AOIo/wCEAv8A/oIWH/fUv/xFdxRR/YuE7P7w/tnF919xw/8AwgF//wBBCw/76l/+Io/4QC//AOghYf8AfUv/AMRXcUUf2LhOz+8P7Zxfdfccpo/gi9tNcsLh76xZYbmOQqrSZIDA4GU61n/8K91D/oIaf/31L/8AEV6Baf8AH5D/ANdF/nUVd2GwlLCpxp9ThxOLq4pp1Ohwn/CvdQ/6CGn/APfUv/xFH/CvdQ/6CGn/APfUv/xFd3RXWcpwn/CvdQ/6CGn/APfUv/xFH/CvdQ/6CGn/APfUv/xFd3RQBxMPw+1Ew3sYv7AtPYXUC/NJw0kDoCfk6AsCfb1rzr/hQPiP/oL6J/39n/8AjVfQFt/rT/1zf/0E1FQB4bp3wR8W6VqVvf2GuaJFdW0iyxSb5m2sDkHBhIP41q2/w3+IlqkSw+J9EAh8/wAssrsUEwxKATBkBsnjoCcjBr12ijdWA8ptfAfxKs44Y4vE+gNHBFFFFHNCZVRYiTGQGtyNyljhvvc9ajtfh78SLOOBIfFejkW9093GZDJIfNcMGYloCWyGbg5HJOM161RR1uHSx4Tc/AnxTeXUtzc63osk0zmSRzLPlmJyT/qfU1oeF/gjr+k+MNH1GfVNHeKzv4J3SOSYsypIrEDMQGeO5FezVLaf8fkP/XRf50baINzpqKKKACuf1P8A5CUv4fyFdBXP6n/yEpfw/kKAOPvvA2m6h/a3nT3a/wBq3MFzPsdRtaHbtC/LwDsGc579Ki1LwBp+pR6sjX19Curzia6WMxMrfuwm3a6MMYUHJBYEZBFVLnxLr2o6j4hj8PDT4INBxGwvIXka6l8vzCAVdfLABAyQ2SScccxJ8VdN/sqG8bS9Rkzpkep3At1jZYIXJBJZmXO0ryAMnIIB5wlZr+tv+GX4aj1T/r+upHZfDNE1rUXvL6YaTLPayQWMMoKyiCNFUS7k3cMmflYZ756Vs6d4G03TNah1O3nu2mhmuplV3UqWuGBfOFzgbRjn65qnpnjW6u/EniW0uNNf7BpKRyQ3CNGu5Wi3/MWk/i6qcAAfeKmobT4qaLewj7JaXk87Xq2S28DwTFpGjLrh0lMeCFIzu4I5wATVa/152X+QtLeX+Rfs/AWl2WqJfRT3hlSS7kAZ125uSC/8PbHH65rlpfhnq2m67ZT+HLmy8ixt7a3tbi+8t5YVjJ3ZVrdiSQx+48Xv0zW3F41Wx1vVbO6N/f3Rvobe006O3hR0Z4Q5RW37WAAZizEY6DPGR/GMt0qeIIPtFp4f0y3um1OKSNDK06EKItoyQVwxJB2nI5PZLS1un6K/6/j5g9fn+r/4H4HQ694etPENvbJdSTQTWk63Ntc27BZIJF6MMgg8EghgQQeRWdd+C47uS3uTreqx6jBHJEb9Hi82SOTG5CpjKAfKuNqjGPc51NK1gaxoa6lDbSW8cil41kkik3Ljhg0TupB9mrz7w38U727t47zVDYahajTJr+8XSomElgYzxHJukYEsM4zsPFLS7T/rT/JAtUmv6/q507fDjRPsdzawtdQQXOlLpRSORflhBY7gSpO/LHk5HtT7rwBpd4t+Jbi8H282pl2uvH2cgpj5e+Oc59sUs3jmCOKy8rR9Unub6J7iC0jWHzTAgBMpzIFVTuXAJDZONvWmWHxC0nVtTtLLSobm6e5s0vdwMUflxNnkq7qzY2kHYrY4z1qno7v+t3+dxbr+vJf5DYfh1pcOow3AvL94Le7mu4bJpE8mN5QwkA+TcQd5OCxx2xzma18DwW3h250H+2NTm0qa1e0jtZDCRbxsMfIwjDkgcDcW/GqVn8UNEuLeO6ura/0+0mspL6C4uokCzRx43hQrMdwz0IGe2Rgllp8VtAvNIvr+OO622MkCTRRmKZsTMFQgxSMp5zkbtwweOmVbTl/rt/wCr63/AK7ly9+Huk30kkklxeJK1tbW6SI6Zi+zuXjdcqRuyec5B9KlHgwRamNStde1a3v3hENzcKYGNyoYsu9XiKgjcQNgXg4rnfFXjzVNBuNQmtbe5aeOxtZl0y6gh2W++cxszSJLlmIwNoJAO05643tQ8f6fpTXkWpWN/bXVrBBP9lZI2eYSvsVU2uVYh/lPOM9yOaau9fN/f1JstvT9LGvr+hW3iLSW06+kmSJpI5S0JAbKOHHUEdVGeKzYPA2mW8trIk92Ta6pLqiZdeZZAwZT8v3fnOB16c10g5HpS0tv69P8kPdW/r+tQooooAKKKKAJbn/Wj/rmn/oIqKpbn/Wj/rmn/oIqKgAqhrQuzpE/9ntcLcYG37KsRlPIyE80hM47tx9av1V1DTrfVLNrW7EnlsQ2YZnidSDkEOhDKeOxFJjRx0t3rFz4OW6TXtQtdTjnks0iSG23STGUpGsoaJhuXK7jHheGIyMGu4hV0gRJZDK6qAzkAFjjk4HFZ9v4e0y1hs44bc7bKZp4S8ruRIwYM7Ekl2O9uWyec9a06oQUUUUgJW/484/+uj/yWoqlb/jzj/66P/JaioAKQ5wccHtmlpGUMpU5wRg4OKAOU09tbafWLaLXPtkcEcapeT20f7qf5jLGqoFBAXZjcW2k8lsEVs+HLue/8LaXd3b+ZPPZxSSPgDcxQEnA4HJ7VUsvBmj6dp0tjZHUYraRAhjGq3R2DOfkJkynPXbjPQ8Vo6TpNpomnR2OniZbeIYRZriSYqPQM7E4HYZwKa2fyBl2iiikBLD/AKq4/wCuY/8AQlqKpYf9Vcf9cx/6EtRUAFFFFAGE1zqMfjiK1e7RrGexlljt1hC7GRohksSSx+dumBjHGRk0fBl7qh8yx8Sy6n/aywRzSxXqW3lgHILRNAMFdwIw53cDjnnVuPDOnXOtjVpTe/bFUorJqE6IqkDIEYcIAcAkY5IB681Jpeg2GkSSyWa3DyzAK811dS3EhUZwu+RmYKMk4Bxkk96Fotf63BmlRRRQBLaf8fkP/XRf51FUtp/x+Q/9dF/nUVABXOXj6nD4xso7XVWmjnZmm08wxiOG3EZHmbtu/d5m0fewQSMcE10dY/8Awi2mDW5tWT7bHdzsrSmPULhEkIXaMxh9hwPajqHQq+HZNSGsalb3WqPqtpAsai4kijTZcfN5kahFGVA2dckEkEkg46KsnRPDOm+HYzHpQu0i27RFNfTzoozn5Vkdgv4AVrUB1Jbb/Wn/AK5v/wCgmoqltv8AWn/rm/8A6CaioAKKKKAOMGv3z+NZkuv7Tg0yC9WxjaBLY2zuYww80tmbJZ8DaAv3fU12dZTeG9LbWxqxt3+1bxJ/r5PLLhdocxbthfbxu25xjmtWhbJA97hUtp/x+Q/9dF/nUVS2n/H5D/10X+dAHTUUUUAFYeo28z38jJDIynGCFJHQVuVz+p/8hKX8P5CgDlL/AOHwvNR1C6tr3V9OXVEVb63tCnl3GF25O9GKMV+UlCpIA780y6+GmnXEV5DHBeW0N1pS6SYoQAscKkkbcqTu+bqc/Sq178QbCx1u50+bTtRMdrdwWc94ixGJJJgCgxv3kfMOQprei1rS59Vl0yHUrOTUIV3SWiTqZUHHJTOQOR27ilZNf12/yf4ju0/6/rdfgZdz8OLa5/tVXfUVg1a0S1uoFCbW2JsWQHZuDge+31BqC1+F9vBqi6jPdatd3YvIrxpJhGNzxxtGowkagLtbGAB0Hvl2p/EXwtpi2rPrNncJc3YtC9vdRMsLEElnO75VGOT2yOKt+J/E8fhfR21SfTry+s40LzS2ZiPlLxgkPIpOc/w5p3+1/XcVvs/12ILz4cW91q1xqkcmpWt/NdpdpcQhMwOsXlfKGQqQVyCGDde1aGneEBpXh+XS7I38fms8kl2D++aVyWaQnGN2TnpjtjHFMtfEVlKYYdQZdLvZiAljeXEPnHOduAjsDna2MHsfQ0tt4p8P3kMstprumzxwMqyvFeRsIyxwoYg8EngZ6mjpb+v62DfUXw74Ni8M6TNYWMd1Ik8zzyySRqpZ36kKiqq9uFUCo4PA8Nv4HPhVFvTYm1a18wgebsYEE524zz6U/wD4Snw//Zf9pf27pv2DzPK+1fbI/K3/AN3fnGfbNYt78RdK0i+eHWHtreF76O0t5o76GTerxh/NcbgY0Gcc5PQ9DRvp/XZfmCdtUaeoeAxeNYS29xqen3VjbNaR3NqE3tEwAKsHRl/hByACCOCKqS/DCxZtJES36W+kBTaWmFMauoIDbihcE5GQrANgZBrS8Q+ILbw5ob6rcxTXMKvGgS2ClnLsFXG5gOrDqaxP+FhW73lrZpp1xFdSaoum3VvcuivbM0ZkDfIXVgQB0bv14ofvaf1/V3+IbK/9bf5IqeHvhH9m8O21l4lku9RljsJLLyg37mBZDl/KIRWycDliSOgwK3JvAc17oL6Tqmqaxf25eF0aZIVePymDAApEuclRndk+4q1beKfD95DLLaa7ps8cDKsrxXkbCMscKGIPBJ4Gepq1p2qafq9r9p0m+tr6DcV822mWRcjqMqSM07u9/wCu4GZrfw9tdevL65vFvlkvrOO0fywAEVJPMVlyp+YN65HHSqWt/Dy51nxX4a1O58ydNH3tPNKMS3BG0xgqqBCA43HpgjgV1dFJaWt0B638yX7Jcf8APCX/AL4NH2S4/wCeEv8A3waiooAl+yXH/PCX/vg0fZLj/nhL/wB8GoqKAJfslx/zwl/74NH2S4/54S/98GoqKALVxbTtICIZD8iDhD/dFRfZLj/nhL/3waLn/Wj/AK5p/wCgioqAJfslx/zwl/74NH2S4/54S/8AfBqKqGtaidK0ie9UW/7oAk3VyLeJRkDLyEHaB64P0o2A1Pslx/zwl/74NH2S4/54S/8AfBribrx1LbeHrHUxZWGboyBYpNSCeftbAFudhMxfqowuQRyM12AOQDjHsaAJvslx/wA8Jf8Avg0fZLj/AJ4S/wDfBqKigC01tP8AZIx5MmQ7EjYfRai+yXH/ADwl/wC+DQ3/AB5x/wDXR/5LUVAEv2S4/wCeEv8A3waPslx/zwl/74NRUUAS/ZLj/nhL/wB8Gj7Jcf8APCX/AL4Nc5Z65qmpWl+bPSIYryzuhALe8vNgI2I+WdEcA4foNw461Z8O6pc6xpIu7y0itXMsiKsM5mR1ViocMUUkHGRx0xQBtfZLj/nhL/3waPslx/zwl/74NRUUAWoracRzgwyDKAD5Dz8wqL7Jcf8APCX/AL4NEP8Aqrj/AK5j/wBCWoqAJfslx/zwl/74NH2S4/54S/8AfBqKigCX7Jcf88Jf++DR9kuP+eEv/fBrFGsTf8JUNIeweOJrZ50umlX95tKAgKMnH7zqcHIPGMGodD8Rf23qWoQR2higthG0E7Pn7Qj7hv24+UZQ45OQQeM0bq/9dgOg+yXH/PCX/vg0fZLj/nhL/wB8GoqKALVtbTrdwloZAA6kkoeOai+yXH/PCX/vg0Wn/H5D/wBdF/nUVAEv2S4/54S/98Gj7Jcf88Jf++DUVYd3rd/ZeIbWzn0tPsN3MYIblbnMhcRNJkxbcBPlIzvzntjmgDofslx/zwl/74NH2S4/54S/98Gua8NeJX1+4vYmhswLXZ+9sb0XUeW3ZjZgqhZF2jcozjcOea6CgC1b206yEmGQfI45Q/3TUX2S4/54S/8AfBotv9af+ub/APoJqKgCX7Jcf88Jf++DR9kuP+eEv/fBqKo55Git5JI4XnZFLLFGVDOQPujcQMn3IHvQBZ+yXH/PCX/vg0fZLj/nhL/3wa5hPFLnwsdTfTyLtppbeKyWbcXkR2TG/HA+QsTjgAnnFa+lXv8Aaej2d/5flfaoEm2bs7dyg4z360dwND7Jcf8APCX/AL4NS21tOt3CWhkADqSSh45qrUtp/wAfkP8A10X+dAHTUUUUAFc/qf8AyEpfw/kK6CsPUZ2S/kUCPAx1jUnoO5FAHkus/DvU9R8TaxewQaTGdQurea31Uyv9rsVjVA2xRH1O0/8ALQDnmrOh/D6403WZJL+3t76Nbq6nt72TVLktH5wbObXHl5+YqSGGRz1rtZPFujRasNLl1fSk1AsEFo0sIlLHkDZ1yc+laX2l/wC7F/36X/ClbS39dP8AJA3r/X9dTy+18CeJLbS7WD7RZtHpmqQXmnafJeySRwxorBo/PaLeAd3ygq20KBk11vjTRLrxJ4J1LSLNoYrm7h2I0rEIpyDyQCccelbtxqsNoYRdz2sBnkEUQlVF8xz0VcjknB4HPFQ6l4gsNGt1n1i+sLCFm2LJdGKJS3XALYGeDxTb0/rskC0d1/XUwV8N3Y8c3etiWBI5tJSxibBaRHDsxOCMbeR35x0rhj8L/E14s7aneWcss1nbW8jTahcXPnPHcLK7nzE+QMA2EUYH4k165ZavBqVml3p1xaXdtJkpNAI3RuccMBg81P8AaX/uxf8Afpf8Ka0afb/g/wCYulv66f5Hmmr+AtYuLvV7zTZbVLq41IXthMt3LA9qfIWMtlUYE5BBQqwZT1BpJvAevG+m1E3Vjd3g1Sy1BN7tCsxhg8tw2EbZkkkYDCvTPtL/AN2L/v0v+FH2l/7sX/fpf8KS028vwt/kN6/j+P8Aw5zPjbQLnxP4Uk0u2eOKaSaFyXkZQAkis2GUZBwpwR3x0rO1XwHGf7LHh/y7ZrbUxfXM1zK80sp8t03Fn3M7DcOGOMDGa7WS8MUbO4iCqCSfJXgD8Kr6ZrlvrOl2+o6bJFNaXMYkik+zhdynocFQR+IpW/r+vQL/ANf16nkx+F/ia8WdtTvLOWWaztreRptQuLnznjuFldz5ifIGAbCKMD8Sa7/w/oVzpOt+Ibud4TDqd6txAsZOVAiRDuBAAOVPTNbGpeILDRrdZ9YvrCwhZtiyXRiiUt1wC2Bng8VDH4q0ya8sba3vbWeTUI3ltTDErpMiY3EOoK8ZHeqT6Lz/AB1/QH/X5F2ipftL/wB2L/v0v+FH2l/7sX/fpf8ACkBFRUv2l/7sX/fpf8KPtL/3Yv8Av0v+FAEVFS/aX/uxf9+l/wAKPtL/AN2L/v0v+FAEVFS/aX/uxf8Afpf8KPtL/wB2L/v0v+FABc/60f8AXNP/AEEVFVq4uHEgwI/uIeYlP8I9qi+0v/di/wC/S/4UARVV1CK9ms2XTLqO0ucgpJNB5qdeQVDKSCMjhgav/aX/ALsX/fpf8Kr3+rx6bZvdXQURpgYjtfMZiTgAKqlmJJ6AE0AcvJ4U1Q6HLpsGs2qJem4N+X0/cshmYljGvmDZjcQNxcdzk5z1EMQggjiQkrGoUEnJwBisybxxpMGnw3skr+RLv+ZdOkYxhDhzIojzGFPBLhQO9bYunIyBER/1yX/CjoBFRUv2l/7sX/fpf8KPtL/3Yv8Av0v+FAA3/HnH/wBdH/ktRVaa4f7JGcR/fYf6pfRfaovtL/3Yv+/S/wCFAEVFS/aX/uxf9+l/woN04BJEQA6kxL/hQBytloGuW8OtLPrdp5upkvHLbae0Zt5DGqbhumbcAFBxxz37VvWVpDYWMFnaoEht41jjUdlUYA/Ss+Lx1pE1rcXEczbLfyy6tp0iuwkOEKIY90gYggFQQe1aWm63Dq1mLqyKtGWZCJLXynVgcEMjqGUg9iBR5AS0VL9pf+7F/wB+l/wo+0v/AHYv+/S/4UAEP+quP+uY/wDQlqKrUVw5jn4j4QH/AFS/3h7VF9pf+7F/36X/AAoAioqX7S/92L/v0v8AhR9pf+7F/wB+l/woA5q+0HUb7xMl++oWgsFt5LVrQ2b+Y0cm0v8AvRKMHKDBC8A9+tLoXhGz8P6td3ljPdtHPBFCsM93NMIwm7oZHb1GOOMHHU1rJ4ispNafSY7i3e+jjMrwrCp2KNvU4wD86nBOcEHGKbpniW11h5hp+6RYjgytYMkT8kZSRkCyDjqpIoW2gPXct0VL9pf+7F/36X/Cj7S/92L/AL9L/hQAWn/H5D/10X+dRVatrh2u4QRHy6jiJR3+lRfaX/uxf9+l/wAKAIq59tE1g+K31Q6vaPalfLit3sWMkCEDcEfzQuWIBLFD0A6Cul+0v/di/wC/S/4VRTxFZSa0+kx3Fu99HGZXhWFTsUbepxgH51OCc4IOMUuodDN0jRr+11WfUtY1CC9upII7dTb2ht1CKzNkgu5LEsecgegHNbdVNM8S2usPMNP3SLEcGVrBkifkjKSMgWQcdVJFaH2l/wC7F/36X/CmHULb/Wn/AK5v/wCgmoqtW9w5kORH9xzxEo/hPtUX2l/7sX/fpf8ACgCKo5xK1vILZ0jmKkRvIhdVbHBKggkZ7ZH1FWftL/3Yv+/S/wCFH2l/7sX/AH6X/CgDjrXwS02l/ZNevxdSRzTTW89h59i0ZlZmcHZMSwyx4z04561u6Jpa6JoNlpkcrzLaQrF5kjMxbAxn5iT+GeOnamy+L7GDWI9MmS5S4ll8mNm0mURO+CcCXy9h4B/i7Gtb7S/92L/v0v8AhR0uuodf66kVS2n/AB+Q/wDXRf50faX/ALsX/fpf8Kltrh2u4QRHy6jiJR3+lAHQ0UUUAFc/qf8AyEpfw/kK6CsPUWhF/JvjkLcZIcAdB7UAeGeItK1ObxZ4h+zWuqzTS6nY3FlaCwY2d2UWPLPNs+ULg/8ALRRx0PStTw9D4mk8XXM+r6rqltcrcXSmyGnXLwSxYPlbZWc26gAKQQqsSCCSSa9V3W//ADyl/wC/o/8AiaN1v/zyl/7+j/4mklZW/rZL9BvV3/rr/meHf2bq1/pFh/a1pr1zHpet28kt+Hv1luYijBnWBiXjZcrkx5XJO04zXafEa2uJofDctoNRVLbVUllnsbVriaBPLcb9mx89QOVPWu93W/8Azyl/7+j/AOJo3W//ADyl/wC/o/8Aiaf+d/y/yF/k199/8zzU3Gpz+Kkd5fEVxbfYof7Lk+zTQK8+9hIbhFREHRf9YoG37oyawYB4qOkyvZHxF9v/ALDujqguvtAH2wgeWIA3G7dux5Py4x7V7Rut/wDnlL/39H/xNG63/wCeUv8A39H/AMTStpb1/X/P8F2GnZ39Pwt/l+LPIbuDxXYrfwWL65LbT2WnzXEjPLJKrNIwufJJyVfZzsTBH8IBxT0tvEFzcQQ2kniBNEm15FiM0lwlwLUwMJN7P+9VN/QsQRwQRwa9b3W//PKX/v6P/iaN1v8A88pf+/o/+Jqr63/rdP8AS33k20t/W1v+CeT+G7bxLaalok1zLrkoll1C3uxdSTOgiQnyCytwDwMP1bPU0zwgfEH23SR4p/4SL/jwt/s2wT487zX83z/4c7dv+t/h+7zXre63/wCeUv8A39H/AMTRut/+eUv/AH9H/wATSWlv67/5jfX+uv8ASOJ8fWOpXtx4Z/sdP30OrpI0rW7TJCvlyDc6qVO3kD7w6jmuX1XwxqXhW609tHtrvV5orLVLiWSBHiUzS7G2qUOY8nO1Q27jg55r17db/wDPKX/v6P8A4mjdb/8APKX/AL+j/wCJpWt+P4qw76p/1vf9TxXSovFVzfpZSTa8dNfWbf8AfCO8tyYGt3EozM7Sqm8DktwTkbcivQPAY1JPDckOsfazLBe3MUTXm4yNCJW8slm5b5cYY9Riuq3W/wDzyl/7+j/4mjdb/wDPKX/v6P8A4mqv/X3f5fiybbf13/z/AAIqKl3W/wDzyl/7+j/4mjdb/wDPKX/v6P8A4mkMioqXdb/88pf+/o/+Jo3W/wDzyl/7+j/4mgCKipd1v/zyl/7+j/4mjdb/APPKX/v6P/iaAC5/1o/65p/6CKiq1cNB5gzHIfkTpIP7o/2ai3W//PKX/v6P/iaAIqz9cEjaRMsVndXpbCtDZ3P2eYqSMlH3Jgjr95frWrut/wDnlL/39H/xNG63/wCeUv8A39H/AMTRuB5zc6PqjeEl046JqMryNctbJFqKIbbcxMYuf3gWYYOWz5ucHIYnJ76ESLBGJiGkCgOVGATjmrG63/55S/8Af0f/ABNG63/55S/9/R/8TQBFRUu63/55S/8Af0f/ABNG63/55S/9/R/8TQAN/wAecf8A10f+S1FVpmg+yR/u5Mb2wPMHov8As1Fut/8AnlL/AN/R/wDE0ARUjEhSQCxA4A71Nut/+eUv/f0f/E0brf8A55S/9/R/8TQB5xc2eu61p2oz33h2+s7+5eAOEuLbckEcmQkDrKcSDLMHbbyeMYFdL4Psryw0AQX8c8bCaRo1upEkn2FiR5roSrP7gnIxkk5NdFut/wDnlL/39H/xNG63/wCeUv8A39H/AMTQtAepFRUu63/55S/9/R/8TRut/wDnlL/39H/xNABD/qrj/rmP/QlqKrUTQeXPiOT7gz+8H94f7NRbrf8A55S/9/R/8TQBFRUu63/55S/9/R/8TRut/wDnlL/39H/xNAHJ6gNSm8awNDo94bRbKa2N6JIBGGkMbBsGTfgbCD8uc9ARzVLwNo2p6Q6xXNtf2dtDYx28kd5qBulmmXrJEDI/lpjPHy5yPlG2u53W/wDzyl/7+j/4mjdb/wDPKX/v6P8A4mhaf16/5g9f69P8iKipd1v/AM8pf+/o/wDiaN1v/wA8pf8Av6P/AImgAtP+PyH/AK6L/OoqtWzQfa4dscgO9cEyA9/92ot1v/zyl/7+j/4mgCKuY1AalN41gaHR7w2i2U1sb0SQCMNIY2DYMm/A2EH5c56Ajmus3W//ADyl/wC/o/8AiaN1v/zyl/7+j/4mla/9fIadjhvA2janpDrFc21/Z20NjHbyR3moG6WaZeskQMj+WmM8fLnI+Uba7Spd1v8A88pf+/o/+Jo3W/8Azyl/7+j/AOJqm29yUrBbf60/9c3/APQTUVWrdoPMOI5B8j9ZB/dP+zUW63/55S/9/R/8TSGRUVLut/8AnlL/AN/R/wDE0brf/nlL/wB/R/8AE0AYclnc3fiyG4ni22VjbkwMWB8yZyQxx1G1BgH/AKaNWvUu63/55S/9/R/8TRut/wDnlL/39H/xNAEVS2n/AB+Q/wDXRf50brf/AJ5S/wDf0f8AxNS2zQfa4dscgO9cEyA9/wDdoA6GiiigArn9T/5CUv4fyFdBWHqMatfyEzRqeOCGyOB6CgDwzxFqOsWnizxDqaX13HY6VqdiGZNSlBjjZY90aW3+qk3budxB54BrpdB8ZeJtb1ieeLRYf7CjuLmBpneONoTFkAs5lLHLLgjyl27gckDnspPCugS6sNUl0/Sn1AMHF21oDKGHAO/ZnIx605PDOhx6s2qx2OmLqLEk3i2oExyMH59menHWktI2/rZf5fiN6u/9dTy278WeJdXi0aL7fDpmqRa5bw3lotjIgiDo5UMyzlZozgnIIDDH3a6zx7fXVvJ4d09buSztdT1RLa8uIHMT7drMEVwcpuZQMg57A10K+EPDiadJYJpekLZSyCSS2FkBG7j+IrswTwOavXWlWF9ZPZ3wtLm1cBXgmiLowHYqVwelPS3zv+Wn4C6/K356/iefeLPE1z4OszZeG7lr6a3tri7ljvFN2Y44wuQ0rzxsoBYdTI3zcDAAqq3xF1qSS4vYYLBNOtbywheFo3aaRLlYzw+8BSpc87Tn0GMnvZfB/hue1trWbStHkt7TP2eF7JSkOTk7BswuT1xUw8OaKI3jFnpoR2jd1+zcM0eNhI28lcDHpgYprR6/1r/kD208zy2716+8R+KfDl3dGySyGsX1vBaojCZPKikQl23YOeuAq4yOTmsS78TXuofCi60mwh07TrK08PxzzRMsjGQSOyBYi0mVA29W35JA4617YvhnQk1B79LHTFvJH8x7gWoEjNgjcW2ZJwSM+5qKXwj4cmWBZtL0iRbeMxQh7IERIc5Vfk4ByeB61K2t/WxV/ev/AFvf8tDhbrx5qlt4js9NsEhksJL2PTGlktMeVM0G7h/PDPglSQIgMEjdnk0dC8WeJNM+HHhvLDVdT1e6a3hkliLNGBvJD+ZMvmN8hA+dOvfHPpbeFtBfUxqT6fpbXwKkXRtAZRtxt+fZnjAxzxgUjeFPDzWU9m2m6S1tcS+dNAbMbJZP77LswW9zzVf1/X4/kQlb7v6/QraNcape+F0l8R2CWV+0bie3Vwy8EgH5WbGRg43HGcZOM15lpHjnWbDwfGujWmlWtrpvh9NS8l4ppMgO6mJSZMjhRhiWxzwc8ew2elWGn2SWdgtna2sYISCCIoig8nChcDrVdfDOhpC8KWOmLE8H2ZkFqArRZJ8sjZyuSTt6cmk73bX9b/qxq1tf61X6HLfEbULpfhu93ps01tPNLa7WinaFgHlQFd68jIOCRXH2+pz2GqQpqkbXFxZeJBEljc3k101kPszHfHMzBpA4GRvGBkjbkZr2K40uwu7UWt0LSa3BUiKSIsg2kFeCuOCAR6YqF9A0iS++2yW2nvdl1f7Q1vmTcoIU7tucgEgHsCaOra/rVf5B0s/60f8AmeLalrd5rsyaxrCaddR3XhK9uY7SFZECIWQ+XIQ+W6YLKV78DFdEnj3W7cTPFBpy6fp91p9q8PlSGSRbhI87W34UqXPUNkY6YyfQIvCXh2DzvI0zSYvPDrLsswPMD43hsJzuwM564GamPh3RikiG007bI6O6/ZuHZMbCfl5K4GD2wMU1p/Xm3+TsD1/ryS/Q4/wz4p8Qa/4naM28C6TG90sriwmXZ5cpjjCzs+yQsAWJVeMYPrXc1y2ifDHRNB8RDWLTUJXuFMpUOiL/AKw5bc6RLJJ7eYzY+vNdd5Kf8/MX5N/hS6IOrIqKl8lP+fmL8m/wo8lP+fmL8m/woALn/Wj/AK5p/wCgioqtXESGQZuIx8idQ390e1ReSn/PzF+Tf4UARVjeK7vRbLw3cz+JvLbTUK+akv3ZDuG1SOhBbAwePXjNb3kp/wA/MX5N/hR5Kf8APzF+Tf4Unqho8Z1OHTI/Cti8F1oGpwvDdra6e2oD9zM8gdVtPLR98ke7YAoBHGCM4r1jTxOumWq3hzcCFBKT3faM/rV7yU/5+Yvyb/CjyU/5+Yvyb/Cq6E9bkVFS+Sn/AD8xfk3+FHkp/wA/MX5N/hSGDf8AHnH/ANdH/ktRVaaJPskY+0R/fbnDei+1ReSn/PzF+Tf4UARU1yojYudqgcnOMD61P5Kf8/MX5N/hR5Kf8/MX5N/hQB43JdeF7nRNZuPDVzpUdlcPaQ/ZjIhhOyU5uLpQchGLbW3fMyqMnnjt/h60R8KKtutqI0uZlDWH/Hq/znmD0j54HODkZOMnrfJT/n5i/Jv8KPJT/n5i/Jv8KFoD1IqKl8lP+fmL8m/wo8lP+fmL8m/woAIf9Vcf9cx/6EtRVaiiQRz/AOkRnKDs3HzD2qLyU/5+Yvyb/CgCKipfJT/n5i/Jv8KPJT/n5i/Jv8KAOFvtS0Sy+J8a/wBoQnUJNOnSS3F2Gm3ZhKIqFvlJAJCgDPJ7k1lfC1rYX10tt/ZblrOJmk0vt8zfLdY63HPLZ5+bgY59P8lP+fmL8m/wo8lP+fmL8m/woWn9ev8AmD1/r0/yIqKl8lP+fmL8m/wo8lP+fmL8m/woALT/AI/If+ui/wA6iq1bRILuEi4jPzrwA3PP0qLyU/5+Yvyb/CgCKuKvtQ0i0+KEaRajbDVJdOnjaB7sM+/MJjQIW+XIBIUAZ5OOpruvJT/n5i/Jv8KPJT/n5i/Jv8KVtfv/ABVh3PNvhnNH5zxxtpN5PLZRTXt5Y2hinSck7o7li7F5MljzgghsgZFeiVL5Kf8APzF+Tf4UeSn/AD8xfk3+FU3clILb/Wn/AK5v/wCgmoqtW8SCQ4uIz8j9A390+1ReSn/PzF+Tf4UhkVQXxtxp9wb2byLcRN5svmmLYmOW3ggrgc5BGOuaueSn/PzF+Tf4UeSn/PzF+Tf4UAeT2F94ZutA0uK9vNNuNBt9UvFuRJMkluhLymHzckrg5yu7gnaeuK7fwaJF8H6eJNwXYfK3gg+VuPl5B5HybeDXQ+Sn/PzF+Tf4UeSn/PzF+Tf4Uw6kVS2n/H5D/wBdF/nR5Kf8/MX5N/hUttEgu4SLiM/OvADc8/SkB0NFFFABXP6n/wAhKX8P5Cugrn9T/wCQlL+H8hQB5Tq/xC1jT/GGoWMaWf2Ky1C1tmEllMAY5QhZ2ud/lRkbuAw54ras/if4evvEzaLBJIZQ8sayho2V2iBLjYrmQcBsFkAO04J4zLf/AA+sNR1LUbi41HURbanNFNeWKNEIZjGFCgnZ5gHyjIDjNXdK8Jx6NcTf2fquoR2M0skx0/MXlK0mS21tnmDkk8Pwfbikr8v9dl/wRu1/68/+Ac7efEya40vRNS8P6NcXFrqWpR2u6SS3YyIysSE2zfK/HR8YwQwFa3jnxNdeHLXSHtriwsRfXy201zqKFo4EKMxY4dO6j+LFQJ8NdNRZ5BqOoG9mvYr4337kSLLGCFOBHsPBbJKknJyTW/quhW2sTaZLdyzB9NuluoihA3uFZfm46YY9MU9PxX3af8EXX5P79f8AgHD6Z491a81DRJr1UjtZrfUHmWBFWO7WEr5cqGQ/KrAkjL455OOa1LT4qaLewj7JaXk87Xq2S28DwTFpGjLrh0lMeCFIzu4I5wATWt4k8Gab4qmjk1OS4Xy7We1CwuFG2UAMeQeRtBHb1Bqja/DnT4NUXUZ9S1K7uxeRXjSTPENzxxtGowkagLtbGAB0HvkXS/8AWv8AkD8vP8tPxNnRvEMGvaC2p2FvcfI0sbW0gUSrJGxVkPzbc5XH3se9c34d+Ict94M0rU9W0q4/tDUpjBb2toI/9JYFjlN0mFUKpyXZeh9s9PoehW3h+xmtbN5ZI5rmW5YykE7pHLsBgDjJ4rHh+H9jbaVZ2NtqWoRf2dctc2EymHfaFsgouY9rLhmHzhjz14FH/A/4If8AB/4BNJ43sf8AhB9Q8SQ28/l2CTedaygLIkkZIaM4JAORjIJHfmoYtf1TRvDy6v4qezmSeOIxW+nQOkglkICwje5EhJYANlBxyMHI0bLwpplp4auNDdJLq1uxL9qadsvcNISXZiuOSSemMdsVRPgW3l0UaZe6xqt3DEIvsrTSx7rUxsGRl2oAxBUcuHPHucnX7v8Ag/8AA/q50+//AIH/AASF/iJYR/uZNM1NL/7cLBrApGZVlaMyICRJswwHDBsc84GSDS/iHp+sXNtbQWOoWrXiziCW5jQIZIf9ZHw5O5fXG04OCamh8B6clxDdT3l7c3keoLqMl1Kyb55VQooYKgUKFOAFC9Prl1l4E0yxl0+SGe7Y6fPdTxbnX5muM793y9BuOMY980ne39dl+t/wH1/rz/4H4mH4M+IjXnh3Tl1+2vft89hLdrcyJDHHdiM/PsIYBSMj74Qd845qK6+LCXa2P/CO6bJdu+rRWN1GZbeQhXQsNjpMULHHB3EDawbHGdGH4WaMmm/YLi91G6tksZLG3SaVP9GR8FyhCA7iQDltwHQADipR8N7HdPPJq+qSXs13BefbGMPmRyQqVQqoi2AbTjG3FVpzX/rf/IXT7/y/zOwU5UEgqSOh7UtIowoBJYgdT3paQBRRRQAUUUUAS3P+tH/XNP8A0EVFUtz/AK0f9c0/9BFRUAFFFVdSW6bTphYXCW8+35ZXi8wL6/Lkc4zjPAOCQehTdlcaV3YtUV59qfiDWY/DOkXxvb63WXSTdSXVnp32nzLgIpCyhY22RnLEkBen3lxz3On3DXmm21zInltNCkjJ/dJAOP1qrb+X/B/yJvt5/wBfqWKKKKQyVv8Ajzj/AOuj/wAlqKpW/wCPOP8A66P/ACWoqACiikOcHHB7ZoAWiuSsf7XefWLWTxHJJa26RA6i8EKtBKCxmRAFC4C7OWDbSTktg1q+Fp7658Pwy6lK08jPIY5nQI0sW8+W7KAAGKbSQAOvQdKANiiiigCWH/VXH/XMf+hLUVSw/wCquP8ArmP/AEJaioAKKKKACiufuL3ULTxksUt0r2EmnzTpbJCFKsjRDJYkkn5m6YGMcZGTn+CdbvtSYHWTqUd1d2qXkUF0lsIAjHnyTFlsDco/eNuwV9TQtf69f8mD0/r0/wA0dhRRRQBLaf8AH5D/ANdF/nUVS2n/AB+Q/wDXRf51FQAUUVyGtanquk+JopmmvBpzll2SRwfZnxCzBFK5mEm5c7mwmMjrjKbS3GlfY6+iuU8N3mqDU7e31LUZNQW+01b3LwxoIH3AMq7ADtO8YDbj8v3jXV1TTX9fIlNPb+upLbf60/8AXN//AEE1FUtt/rT/ANc3/wDQTUVIYUUVHOJWt5BbOkcxUiN5ELqrY4JUEEjPbI+ooAkorkIbnXLzwcskN1f3F6l5PE8mnxWyzOqSyIMCbEajhc8E8evNb3h+8k1Dw5p93PMk80tujSSIhQM+PmIUgEc54IFHcDRqW0/4/If+ui/zqKpbT/j8h/66L/OgDpqKKKACuf1P/kJS/h/IV0FYeo28z38jJDIynGCFJHQUAcJa69rWteKNWtNH+wQWWjzR28ouoneS5kKh2CsrARgAgAlXycnFPi8f6bNqUVuLS+FtPdSWcGoFE8iaZASyDDb/AOFgCVAJU4NX5PA+NeutUsbnVLB74ob2C2KiO5KDAJ3IWU44JQqSB681Wt/hta22oRTh9Se1guZbu3sHC+TDNJnc64TeT8zEBmIG7gdMLWy/rXT/AINhvd/1/XS5Th+ItjPo2nalFpOqNDqk629kuyLdO5Rm4HmfKMqVy2Bnn7vzVYm8eadbm7Wa1vEezv4NPlXahIlmCFcYbBA3jJ9jjNWbb4fW1tpOhafGL8w6HOs9szY3OwDDD/LyPnPTHaoNQ+GttqGr3F882qRLc3UF5LaxbRE00W3a/KFuigEbsH0zgitObyv+Gn/B/AT2/rz/AOB+JWi+IlhNfLbR6bqW2S8msI7gpGI3uI92Ywd+cnbwSAvIyQcgZGkeOr7VPDfhjVtU83SjfX5hmWK3jeK5XbJ0JkLRoNuSfvZXpg5rT8P/AA0urLUZL3WJ7q48vVbnULWzj5gRpCdrnKBt4Vjxu2g8gZ5q7B8NLWHTdP09pNSmtNOvDd20TqgCZDDy+EBKfO3X5vepV7Lvp/wf67Ddrvtr+tv0+ZST4maUbVrmaw1K3t2spb+1lkjjxeQx8sY8OSDgggOFOCK1NB8W2uv39xZx2d5ZzwwxXAS6VB5sUmdjrtZuDtPBwR3AqjH8KrNbJrSefVrmBbGTT7VJdn+hwyDDCMiMZOABl9xwB752dO8Hx6ZrL6lbpeNM9lDZFXGV2RFip4XO75jnnHsKrT+vn/wPxJd7f15f8H8DToqX7Jcf88Jf++DR9kuP+eEv/fBpDIqKl+yXH/PCX/vg0fZLj/nhL/3waAIqKl+yXH/PCX/vg0fZLj/nhL/3waAIqKl+yXH/ADwl/wC+DR9kuP8AnhL/AN8GgCKipfslx/zwl/74NH2S4/54S/8AfBoAioqX7Jcf88Jf++DR9kuP+eEv/fBoALn/AFo/65p/6CKiq1cW07SAiGQ/Ig4Q/wB0VF9kuP8AnhL/AN8GgCKq99ZRajZSWty0yxSABjBO8L9c8OhDD8DV37Jcf88Jf++DR9kuP+eEv/fBo3A5weDNGGm2+nsl49lb5CW8mo3DxsvHyOpfDpwBtbK4yMYJrdAwMDgVN9kuP+eEv/fBo+yXH/PCX/vg0XAioqX7Jcf88Jf++DR9kuP+eEv/AHwaABv+POP/AK6P/Jaiq01tP9kjHkyZDsSNh9FqL7Jcf88Jf++DQBFSMoZSpzgjBwcVN9kuP+eEv/fBo+yXH/PCX/vg0ActH4C0CLSZNMWO/NlIFBgbVLplXa24bcyfLyM/LitrT9Ph0y0FvbPcOgJObm5knfn/AG5GZvwzV/7Jcf8APCX/AL4NH2S4/wCeEv8A3waAIqKl+yXH/PCX/vg0fZLj/nhL/wB8GgAh/wBVcf8AXMf+hLUVWoracRzgwyDKAD5Dz8wqL7Jcf88Jf++DQBFRUv2S4/54S/8AfBo+yXH/ADwl/wC+DQBizeG9On11NYl+2G8RdqkX04jC8ZXyg+zB2jI24JGTzS6T4c0zQ5JH02CSNpFWP95PJLsRc4RN7HYgycKuB7Vs/ZLj/nhL/wB8Gj7Jcf8APCX/AL4NGwEVFS/ZLj/nhL/3waPslx/zwl/74NABaf8AH5D/ANdF/nUVWra2nW7hLQyAB1JJQ8c1F9kuP+eEv/fBoAirKPhzTG1j+03ime437wr3MrRK+3buERbYG25G4Lnk+pra+yXH/PCX/vg0fZLj/nhL/wB8GgDG0jw7pmhtI2mQPGZFVCXneTai52ou9jsQZOFXCjPArUqX7Jcf88Jf++DR9kuP+eEv/fBoALb/AFp/65v/AOgmoqtW9tOshJhkHyOOUP8AdNRfZLj/AJ4S/wDfBoAiqOeFbi3khkLhZFKsY3ZGAIxwykEH3BBFWfslx/zwl/74NH2S4/54S/8AfBoA5uLwXo0Fj9kh/tFIvOMwI1W63q5zuIfzNwB3EkA4JOTk1s2dpBYWUNpZxLDbwII4416KoGAKt/ZLj/nhL/3waPslx/zwl/74NAEVS2n/AB+Q/wDXRf50fZLj/nhL/wB8Gpba2nW7hLQyAB1JJQ8c0AdDRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHNeKfGI8NX2n2cemz6hcX7MsUcLAEkduaisvGN7JJK2reGr/S7SGF5ZLmdlKjaM4wO5qn438JXviTxFoMsGUtLWRjcypLsdAR1XvmrSeBILXTtQgtdQvZXvLZoB9pnLque+DXO/a8ztse3GOAWHhzfG1rvpq10dlp5MzIPiddXlr9qsfCep3FqclZlIwwHfpVqf4mWKeE7XXbaxnnS4uDbiAEBlcdqytHh+I2g6JFpVro2kzxQKUSV7ohiPXFU5Ph3rY+HlhoyeUbtdQNzMUlC+WrHse5FZ89W2l9ux3vDZdzpS5UuZWtO9463vrp07G1J8S5rKS3Or+GNR0+3nlWITykYBPSt/TfFEOpeKNQ0WO3dHsVVmlLZD59B+NcbrPw01SOOym07Wr/AFaWG5SRrfULgGMKOp+tW7vRPFujeNr/AFnw5Z2N7FfxqHS4m2eWQBx79KalVT94xqYfL6sP3MkpNO2rSumrfF5X30Z0MvjGCLxJf6QbWQyWVobppNwwwAzgVU8HfEPT/F7XEcUElnLCofZKwO5fUH2rI0nwz4lu9b1nWtfgtLa4u7JraK3gl3AkjrntWQ/w316Hwlo39mNHaa1bxva3e2UYaJ2JPPcgGjnq3ulpqCwuXOLpymlL3Ve90nZtvzV1byudTonxJsde8XtoVnaS4xIVuSw2uE6kCt/xFrkfh3Qp9TmhaZIcZRTgnJxXK6X4Gn0Tx1pF1YQxjTbLT3gkk3gM0jdTj3Nb3jfSbzXPCN3YacivcS7dqu20cEHrW1JzafOeZmEcLGpH6r8LXe+t3v8AhoYU3xLubaxF9deFdShs8BjOxG0A9D0q/q3j1LG/sbSx0q41GW+gE8SxMFO38a57UfhhqbeFzHb67qVzd+WuLOe4Hkk8ZX6CneJPCGuahqmkXkGm29ytrZiKaH7V5IDY7Ec4rY846ey8W3UkN1PqmgXmmW9tCZTLMysGx2GO9ZMfxLuJtOGoQeF76SzK7hMJUwV9cdaPD+g6xawajbzaLbWK3NuVVmvWuAzdgQTwK5hvAWu/YWiTwxZR3BUgXEepMAD/AHgucfhQB2+seO49MttJkh0y5u5dV4hhUhXBxnBzVnR/E2panqaW114avtPiZSTcTOpVcDgcetcr4g8GeIL3R/DcSxx6hPpxJuQ9x5e7I4Abr+Iq/wCGNG1rStVaeTw/DbIYXG8ak0pLY+UYY45PekBe8S/EWx8N60unyWs1yVRXnkjPEIY4Ga0fEni238P6HBqYga8juHVI1iYDduGQa4yy+Hvie6TUbnUNUtrW41UsLqHyhN8ueAG7fhRN4O8T3XgODQLmOJpbO8UwzLOPmhGefYj0pgbEvxJmsjC+q+GdRsbaWRY/PlI2gnpV7W/HcWma0ulWGl3WqXZiEzJBgbVP1rn9Z+G2prZ20mn6zf6pNFPG5tr64BiwDyfrV7VtE8T6f40Ov+HLWzu/PtRFLDcS7AhHp+VAGhpXjwX+oXFje6Peafcw27XASYffVevOOK0dC8VWuueGU1hE8hXV28l5BuG0kf0rH0+DxtqN9dSa/FY2do1o8SW1uwfe5HB3dRWZ4e+FtlH4UjTXLM/2rtfd5d023OTt6HHTFIDsfC/iCLxPoMepwQNAkjsoRzkjacf0qPUfEsWneKNM0R7d3k1BXZZA3CbfUVU+H+i3vh/wfBp+qIiXCSSMVR9wwWJHP0qHXNA1C++IOgatbRo1pZRyrOxcAgt0wO9AFbSfibp2peIjpM1tLaMXaOOaRgUdgcY9q0W8aWcWravZXEMka6VEJZZc5DD2Fc7p/wAO5rvw/qtlrKJBcS3j3FnPG+5oznIOR0+lVdG8FeJZ/wC3v+EhMKy6haiBJkkDbiOhI7dKYGmvxMuJLH7bD4V1KS0K7xMCMFfXpXYaRqkOs6Tb6hbK6xzpuCuMEexrhbFfiRpuhxaXa6TpRWGPykna5y31x0ro2Himz8P6elutpeajvAu2ciNQuecY7ikB0lFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==)
Conclusion
While the issue of corruption
cut into Premier Wynne's image and had a negative effect on her campaign, it
was not the most important issue in the minds of voters, and they saw the
Premier as better able to handle the issue which was top-of-mind, the economy.
In addition, she was seen to be a stronger leader than either of the others,
even among their own supporters. The combination of a strong leader combined
with strong candidates and a superior economic plan proved to be the winning
combination in this election.
“I think the real loser here is Andrea Horwath, in that she
entered this election with good favourables and high personal popularity,
unlike Tim Hudak. While the poor perception of Hudak essentially never changed,
Horwath's eroded considerably from the day she declined to support the budget,
and it may prove difficult to rebuild it. Nevertheless, only a minority of the
general public think she should resign, and even fewer New Democrats," 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.