Hudak's approvals up sharply
In a
random sampling of public opinion taken by the Forum Poll™ among 1154 Ontario
voters, 4-in-10 will vote Progressive Conservative if the election were held
today (39%) compared to just more than a third who would vote Liberal (34%).
One fifth will vote NDP (21%), and these results are comparable to those recorded
the day after the election was called (May 3, PC - 38%, Liberal - 33%, NDP -
22%). Very few will vote Green (5%) or for any other party (1%). The Liberals
lead in Toronto 416 area code (43% to 33% for the PCs), are tied in the GTA in
total (39% each) and trail everywhere else in the province. The NDP do
especially well in southwestern Ontario (30%). The PC vote is
"stickiest" in that more past PC voters will vote their party again
this time (83%) than will Liberals (75%) or New Democrats (70%). Of note, one
tenth of pat Liberal voters will vote either PC or NDP this time (11% each),
while one fifth of past New Democrats will vote Liberal this time (21%).
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Hung Legislature seen
If these results are
projected up to seat counts in a 107 seat Legislature, both the Liberals and
the PCs would capture 48, leaving the NDP with the balance of power at 11
seats. These seat counts are not dissimilar from those noted last week
(Liberals - 49, PCs - 45, NDP - 13).
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NDP are leading second choice
Among
PC supporters, one quarter say the NDP would be their second choice (24%),
while among Liberals, close to 6-in-10 say this (57%). Four-in-ten New
Democrats will pick the Liberals second (38%), as will one tenth of PC
supporters (13%). Very few pick the PCs second.
Hudak, Wynne see favourables jump;
Horwath flat
Close to 4-in10 voters
approve of Kathleen Wynne (37%), up from one third last week (34%), and her net
favourable score (approve minus disapprove) has moved up from -17 to -12. Tim
Hudak has seen his approval jump sharply from one quarter (26%) last week to
3-in-10 (30%) now, and this is the first time he has cracked 30% since we began
tracking leader approval. In addition, his net rating has been halved from -25
to -12 today. Andrea Horwath's approval has stayed flat (35%, 36% last week)
and her net is -6 (compared to -5 last week).
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tNc8UXFr/pmpXdvO62sZulhkaKHdmPaXMM2cKACNxABAYAHqV7fWmm2Ut5qN1DaWsI3STzyBEQepY8CpIpY54UmgkWSKRQyOjZVgeQQR1FeXJ4ju9W8HeLSdf8A7SkkYWNtc2UkEtjG9w2yIQyIgYuvmRhlkLEHbyQcn1GGGO3gjhhUJHGoRFHRQBgCgB9FFFABVeDT7K1u7m6tbOCG4uyrXE0cSq8xUYUuwGWwOBnoKsUUAFFFFABRRRQAUUUUAV5LCzmvoL2a0gku7dWWGdowZIg2NwVuoBwM464oFhZrqLagtpAL14hC1yIx5jRg5CFuu0Ek46ZNWKKACiiigAooooAKKKKACggMpDDIPBB70UUAZukeHND8P+d/YOjafpnn7fN+xWqQ+ZtzjdtAzjJxn1NaVFFABRRRQAUUUUAZ+raBo+vwxxa7pNjqccTbo0vLZJgh6ZAYHBq39lt/sf2TyIvs3l+V5OwbNmMbdvTGOMVLRQBHb28NpbRW9rEkMEKBI4o1CqigYCgDgADjFSUUUAMlijnheGeNZIpFKujrlWB4IIPUVWfR9Ml0caTJp1o+miMRCyaBTDsHRdmNuBgcYxVyigAACqAowBwAO1FFFABUF7Y2mpWj2uo2sN3buQXhnjDo2CCMqeDggH6ip6KACiiigAooooAKKKKACqUGj2dtrF1qkKSLd3aIkx89yjBRhfkJ2g+4ANXaKACiiigAooooArW+n2tre3d3BFtnvGVp33E7yqhV69MAdB/WrNFFABWfBr+jXULS2urWM0aXP2NnjuUYLPkDyiQeHyQNvXkcVoV42/gLxVpGt2uo+HXvfKhv2S2tp5LV/s8QQRLI+QBsKh1+XMoRuuXcAA9kooooAo6lo1lq72jX6SyfY50uIlWeRF8xSGUsqsA+CAQGBGRmr1FFABRRRQAUUUUAFUtR1rS9Ia3XVtSs7Frp/LgFzOsZlf8AuruI3HkcCrtcj4z8OatrGp6Ve+HzDaX9mzKupNfSRtBG7IXXyRGyTqwQfK5XBAwQeQAddRXj9r8JNYl1y9uNXGiyWV5fW089vCirHcJFPI53RpAgJKSbcOZCecuQeM69+FWqaJDpaWWm6ZfwyS2cN3Zrv8u4aOedt0xEZ/diKRU3ENgcbSAAQD2aHVLO41W702Gbdd2aRyTx7SNiybthzjBzsboe3NW68Vl+DWvNo0Nq17YSiNLQPa+ZiOQRrcAx5kgkXapnTYTG33OinBHrehWEml+HdO0+eSSWS1tY4XeSbzWYqoBJfau88fe2rnrgdKAOd8f+P/8AhBv7P/4lv277Z5n/AC38vZs2/wCyc53fpXG/8L9/6lr/AMn/AP7XR8ff+YB/28/+0q8crkqVJRk0me9hMJQqUIznHX59z2P/AIX7/wBS1/5P/wD2urEXxvvJ4Vmg8ITyRNKIFdLslTIRkICIvvH0614pXaeAPEOlaRFqEOuOVjBivLQFC4NxESVGADgnd16cc1Mas27Nm1TBUIxvGF/m/wDM7eb43XlvHJJP4PniSKYwSM90QEkHVCTFw3B468VX/wCF+/8AUtf+T/8A9rqq3iLRfEutaVpdtAt1HrTO+pRmAs1vcSRJGGQkdUKltw7E1Wl1zwYlw1m9np8Vut5cQS/6CGc26wbI2DhcgmQBsg7gTn1q+aX8xzqhR2dJ39Waf/C/f+pa/wDJ/wD+10f8L9/6lr/yf/8AtdZEGueBne3j1C1tHt4EsWHlWJRzIAwn3MFBYcqSCSDjgE1yvjG90u91C2OkQ2iKluFlktchZG3Hkr5MQDY9Fx0561LqTSvzGsMLQlKzptfNnoP/AAv3/qWv/J//AO10f8L9/wCpa/8AJ/8A+1145RUe2n3N/qGG/l/F/wCZ9AXXxZ+zPCv9i7vNtoZ/+PrGPMiWTH3O27Ge+Kh/4XD/ANQP/wAm/wD7CuA1X/XWf/YOsv8A0mjqjX1dHC0ZUoya1aXc+Dr4ipCrKMXom/zPTf8AhcP/AFA//Jv/AOwqaP4rXMsSyxeG5XjaQRK63BILnooPl9fbrXlldToOt6fp+g29vdpFLKurR3BSQSfu4wuDICpGSD2Ofoac8LRirqN/vIhiKrdnK33HTSfF14ZXim0Bo5EYqyNdYKkdQRs4NL/wtqb7N9o/4R1/I37PN+0nbuxnbnZjOOcVj3ep+G7qG8nZ7Y3DLfhQ1sxeV5H3QvnbjgdyQRVq51nw3LGltHd28VqLwzxxxWOAieQVAcNGQTu6na55B+mPsaX/AD7f4mntan8/5F//AIWzN9mNx/wjsnkB/LMv2k7d2M7c7MZxzio/+Fw/9QP/AMm//sKrya54V+zXlrG8CrLMskH+iloon+zlfMKbACA2Rjb1OcV51WlPDUZ3vC33kTr1Y7Sv9x6b/wALh/6gf/k3/wDYVZ0z4q/2jq1pZf2N5f2mdId/2rO3cwGcbOeteU1p+Gv+Rs0j/r9h/wDQxWksJQUW1H8yY4mq5JX/ACPQP+Fs/wDUF/8AJv8A+wo/4Wz/ANQX/wAm/wD7CvOaK/Jf7Wxv8/4L/I/Uf7Jwf8n4v/M9Cb4wRJNHE+lIskmSiG8AZsdcDZzjNEPxgiuYVlt9KSWNuVdLwMp+hCV5Fq+mXd7rulz200tvHAswkni2bk3BcDDgg5we1YFno/iC1sLS3VLlHjiiELRXSpHA4lJcyKG+cFcdm7jArshj8TOCftkn6Lu/L0/qxyTwOGjNr2La9X2Xn5v+rn0B/wALZ/6gv/k3/wDYUf8AC2f+oL/5N/8A2FeGtpmuRWctxBLcteteTYje6JUwtvCYBbA27lb1+XHoKhuNP8QmxdAtxI6yrAjC7YMY0RsS4WVMlmIzls9yDihY7FP/AJfr7og8FhV/y5f3yPdJvjBFbxGW40pIowQC73gUDJwOSnqak/4Wz/1Bf/Jv/wCwr59ufDurTwztNBcS3N1YWavJ9qG0So48wEb8ZxyCAR1wcnnqtFtrq0huobtpWQXLm3MspkbyjjHzEknv1OamrmGJhC8a136R8h0sBhpztKjZesvM9Y/4Wz/1Bf8Ayb/+wra8LeOP+El1SSz/ALP+zbITLv8AP35wyjGNo/vV4/XafC3/AJGi5/682/8AQ0p4LMsVVxEITldN9l/kGMy7C0sPOcI2aXd/5nrFFFFfYHyAVymu+Mv+Ee0G91e9h329nEZZFiXLkD0BYDP411dcJruj2/iHQb3SL15Ut7yIxSNEQHAPoSCM/hQBTHxg09rvRrdbW5eTVoHmRUty5g2q7FZFDE7v3cihVDZKEVaX4q6M0czNdeUYI5JJI5rOeORQhQMNjKG3AyJ8uMncMA5rn7n4YaFcz3kvmXkTXdzLcv5coG0yRSRsq/Lwv72RgP7zE9OKp/8ACrrG1XSLbT5M21rq39o3LShIywEYHlqkSKm0vHExGAPlJ56UAdXqnxLXTvFMfh1bQS6hNbC4izLEiEMXAGGkDscxnIRWwCKl8MeM9c1aOb+19HWwZFV42KSKHDFhtwwByNvPswPGaq6n4dTV9Us7q8v7s29nMlxHYqIxCZUztcnZvyCc43gcDjrm3qEV/LLZDT7hII1uA9yWAJaIKcqAQeSdozkYGTnsQCHWPicmgahJb6vptzbxLby3EV1tR451iVS4ULIXB+YD5lGT+FRr8VIt1vHPpd5BPLqI06SF4lJt5SFI3sshTBDoRhiSDwOGxn6j4GttV1PUru81TUGTUrc201sPJ2CPaQFRjH5igE78BsbuTnkVDP4Ahmt40Gu6tHMt/wD2jLcL9nLzzgKFdsxFRtCAAKFGOoNAHR6b8QodW8Rajo1pCxm09VaSVo8RvlmUhTuySGRlPA5Bra/tm4/uRfkf8a4/RvBWk6Brk+p6WbyOSe3EDQyXckkSjzGkJCsTglnPsOcAbmz0FAGh/bNx/ci/I/40f2zcf3IvyP8AjWfRQBof2zcf3IvyP+NH9s3H9yL8j/jWfRQBof2zcf3IvyP+NH9s3H9yL8j/AI1n0UAaH9s3H9yL8j/jR/bNx/ci/I/41n0UAdXRRRQBzq+P/DD6DqOtJqqNp2mTNBc3AifAZVDnaNuXG1lYMmQQcgkVNJ4w0aPWLPS1lupru8gjuIkgsJ5QIpGKq7siFY1JB5YjGOcVyC+EvFreF/HGmyWmirN4lmnlgZdSlKw+dAsJDf6OCdoTcMDnOPlxmpLvwZ4ivLnQ7qCKy0rUbOG2gudStdauSfKil3NEIBEscqsufv4wXPB2gkA7G18T6Pe+Jr3w/a3qy6pYxrLc26o37tWxjLY25+YcA55Fa1efeEvAOueHfHtxrN9q9hf2s9k8Lulq8U8krXDyktmRl434yMcYAUAZPoNAHM+MfD+k679j/tixW78nf5e6WRNudufuMM5wOvpXM/8ACAeEv+gFF/4Ez/8Axyu21z/lh/wL+lZVS4xe6NY1qsVaMml6nPf8IB4S/wCgFF/4Ez//AByj/hAPCX/QCi/8CZ//AI5XQ0UckexX1it/O/vZzF14I8H2lrJcS6BuSNdzCKS6kcj2VXLMfYAmsaaz+HMGmrfyaHdG3Pmb2S11BjDsPzeYoyY8dfnAyORxXb6ik0um3EdrGsszxlVRrhoAcjH+sQFk+oGR2rmrPw1qf9gJpl2baOC4v/OuoluHnKwfeMYlZQ0pdlG5nwdrsMnAyckewfWK387+9lqLwJ4QnhSWPQ4ykihlJuLgcHnoXyKf/wAIB4S/6AUX/gTP/wDHK6Gijkj2D6xW/nf3s57/AIQDwl/0Aov/AAJn/wDjlH/CAeEv+gFF/wCBM/8A8croaKOSPYPrFb+d/eyhd+F9BeSPfpUbbIIo1zNLwqxqqj7/AGAA/CoP+EU8Pf8AQIi/7/zf/F1t3P8ArR/1zT/0EVFW6rVErKT+85XTg3dpGT/winh7/oERf9/5v/i6P+EU8Pf9AiL/AL/zf/F1rUUe3q/zP7xeyp/yr7jmtW03wnolqLi/0aUxZOTbxXdxtwMkkRliB7nioBH4HOsJpi2Ub3DlVUoblotxTeEMobYGKfMFLZIIOORWh4q0691XSha2FtFcbmO8SalNZgcEcmNGLjnlG+U981l2fhnWLfUI4Z5rOex+2RX0lyCUmMiQrGUEQXaAWQNkMMA7dvGaPb1f5n94eyp/yr7ja/4RTw9/0CIv+/8AN/8AF0f8Ip4e/wCgRF/3/m/+LrWoo9vV/mf3h7Kn/KvuMn/hFPD3/QIi/wC/83/xdWNP8M6Fb6nazQaXGkscyMjiaU7SCCDy+KvVLaf8fkP/AF0X+dHtqr+0/vD2VP8AlX3GP/wjOg/9AqL/AL/S/wDxdH/CM6D/ANAqL/v9L/8AF1p0VwfU8N/z7j9yO765if8An5L72Zn/AAjOg/8AQKi/7/S//F0f8IzoP/QKi/7/AEv/AMXWnRR9Tw3/AD7j9yD65if+fkvvZzdxbeFLXV4dNuNKkjnnIEbmK68liQSF83Plg8Hgtnt3FJo8HhPXoXm03SpGiXGJJoruFXBzgoZCoccdVyOnqKdq2kalf+J7C6gjgjtrWRHNw9/KxwCSwFts8ssQSvmbtwByOmKj8JaDf6NNc/aEjs7No0SGxi1Ke9SMgsSwaVVKAggbFGPlzR9Tw3/PuP3IPrmJ/wCfkvvZqf8ACM6D/wBAqL/v9L/8XR/wjOg/9AqL/v8AS/8AxdadFH1PDf8APuP3IPrmJ/5+S+9mZ/wjOg/9AqL/AL/S/wDxda/hrSNN0/UpJbCyS3kMRUssjtkZBx8zEdhUdaGjf8fj/wDXM/zFVHC0IPmjBJ+iJliq81yym2vVm3RRRXQc4VwnifxLceHPC+o6x+9ufsUDTeT5xTfjtnBx+Rru64/U9CTWdLuNO1KylmtLmMxyx4ZdynqMjBH4GgDix8XHN9pNstlMzXUUhvv9NC/YZUSUmIlsKx3QSjJKAYBOAasW/wAX9MubR7hBqGFEgULJFIJJEaMeUjpIyMx85MYbHJ5GDWtcfDvQ7uS5e40Mu11O9xPzIN8jxGJicHujMMdOSevNVp/hrZNNpf2a3njisdTGpuJvMuJJpREUX95IxIwdh752Dp1oAta14t1HRdc062kjiks71yhm+3Ms0YClnkMWzHlqAMtvGNw46ZzdX+IV/Bd2SaAlvqtrqKslrexX7+W0oV8Lu2eUfnTbt80Mc8LxW5c+Eba712PWJbe/W+jRUDw3U8SlVbcFZFYKwyTkEEHvmn3fhS3vtWt9Ru7W8lmt2DxI083kqwzhvK3eWWGTyVz+QoAh0m+8SPrWoDV3KWaRxLatGQA7ZfzG+8W5Gzg4x0GeScnxD8QNR8Oapcw3dmLi2ispbxHtr5mlCoBjzIygEYZiVB3HJB98dFqGj317LZGKS5tkt7gTSrGjAzAKcISD0yQTkHIGO+Rn3PgPTby/vbu5sb2R79Cl1Gbu48qYFNmGi37D8vA446jnmgDKHxD1SOSGC501lmGsLpV0Yr8vHCzKjKysVDPkSA42gcNkjjde0PxxLrnifUtLgjmS3s4kkhu/PJFwDJJGxC44AeJgDk5xmll+HOkzWkNu9jqISG4a6Vlv7pXaY4/eM4fc7DaMFiSBwMVc0/wVpOk6xNqml6DBZ3s8XkyS29vs3LuLdAMZJOScZOBnOBgA1vtdx/z3l/77NH2u4/57y/8AfZo+yXH/ADwl/wC+DR9kuP8AnhL/AN8GgA+13H/PeX/vs0fa7j/nvL/32aPslx/zwl/74NH2S4/54S/98GgA+13H/PeX/vs0fa7j/nvL/wB9mj7Jcf8APCX/AL4NH2S4/wCeEv8A3waAD7Xcf895f++zR9ruP+e8v/fZo+yXH/PCX/vg0fZLj/nhL/3waAOmooooA4B/iXcx6Dqt/NoS20un60ulOlze4iiBWNvOnlVGESgSANgOoI+8R8wik+K+yx8JyporPP4glgEsX2nAtIZZViSXcUy4YsCowpYAnjBq4nwwtkW6LeItakmuNTXVRMwtd0V0qhPMUCDbyoAwwI4BAB5qFfg14XS0sYo31SKW0mhmM8OoSRtOY5WmXeqkJ9+RzlVUruO0rxQBf8GeOT4uvtSh8rTLcWU80Pkw6n510PLlaPdJD5a+WG25B3HqK6+sDT/Ckdn4ok1+71S/1K+a2a0iN15SrBCzh2RVjjTOSq8tuPyjnrnfoAzNYlki8ny5GTO7O1sZ6Vmfa7j/AJ7y/wDfZrT1iKSXyfLjZ8bs7VzjpWZ9kuP+eEv/AHwaAD7Xcf8APeX/AL7NH2u4/wCe8v8A32aPslx/zwl/74NH2S4/54S/98GgCvqGp3dnptxcxzpuhjZ/9JuTDGMDJLPhto9Tg4rmT8Q7seGU1JbcT3LPJtitr0vC8UbYaVZdo3JgjB28swHQ7q6i6068uLWSKFrq1d1ws8MYLp7gOrLn6g1z0/w00q+02e21ewbVLid3ke+vLWJpwzYBKkRhV4VR8qjpzk5NAHT/AGu4/wCe8v8A32aPtdx/z3l/77NNjsJYYkihtHjjRQqIsZAUDoAOwp32S4/54S/98GgA+13H/PeX/vs0fa7j/nvL/wB9mj7Jcf8APCX/AL4NH2S4/wCeEv8A3waAJbi5nWQATSD5EPDn+6Ki+13H/PeX/vs1LcW07SAiGQ/Ig4Q/3RUX2S4/54S/98GgA+13H/PeX/vs0fa7j/nvL/32aPslx/zwl/74NH2S4/54S/8AfBoAyvEOu6tpOlSXmnwrdeSjSzfaL0wJHGqlidwVjnjgYx6kVnW3j1r3xd/YdvPbRPGF86K71Hyrvc0QlwlvtJcBWXJ3DHzddprR17wxca9BbxG61GxEEwm/0WOMiQjoGEiOGAPIGOoB6gVXTwU41ZL6W61Ob96k8lu6RiOadIxGJWxGGDbVXhSFyB8tAG79ruP+e8v/AH2aPtdx/wA95f8Avs0fZLj/AJ4S/wDfBo+yXH/PCX/vg0AH2u4/57y/99mpba5na7hDTSEF1BBc881F9kuP+eEv/fBqW2tp1u4S0MgAdSSUPHNAEX2u4/57y/8AfZo+13H/AD3l/wC+zR9kuP8AnhL/AN8Gj7Jcf88Jf++DQAfa7j/nvL/32aPtdx/z3l/77NH2S4/54S/98Gj7Jcf88Jf++DQBg3/iy9sfFVjpO62lS7x8q6g32pRhvn8jZzGCuC28d+OMGLwj44bxbFPc2l1ZtbqFeJbbUvPnVWzt86MKPKYgfd3N3Hart/4XuNS1S3ubm71E20EiTLYiOMQl0OVYny/M4ODw+OOmMgx6F4O/sKTdFLqF0EgW2gW5VSLeFTxGu1FJHTltzcDmgDa+13H/AD3l/wC+zR9ruP8AnvL/AN9mj7Jcf88Jf++DR9kuP+eEv/fBoAPtdx/z3l/77NXtJnlku2EkruNhOGYnuKo/ZLj/AJ4S/wDfBq9pMEsd2xkidBsIyykdxQBsUUUUAFcPq+pwaLot7qd4cQWcDzSe4UE4HvxXcVytxpsd3AYbuO2niYgmOR0ZSQcjgnsQD+FAHmmn/FG6m0mFVg0vVNTE88MzWl75Vt+7h8/crYkJynHf5gegziZ/iBe6larc2di1naC8itkmFypkd3tvPw0bREBQHXowJI6gZz12r+B9H1zUre81Sxs7h4SSySCF1n+UqBIGB3bckj0NaB0CxYMDY2BDS+cwIj5k27d/+9tAXPXAxQBxl/4g1+D4eaFqum3Vi+o3tvbIYbq0aT7VPKqYAKSIEGSzMcNwCQBjnW0rS/EVrrr3N/qqXFmwZTDuzx5kzKQNo2na8Q4P8J64Fb/9i2oS1X7JZbbPH2Yfu8QYXaNn935SRx2OKr61pVpq+nS6PqFxCkd8vlNGLiNWlXklRk91Vs45xnGMZABkeINV1Wx1vSrXSJLSdrqVRLYvbO0piDgSzeYHARVUj7ynJwAcsBXKP8Q/EA8PalqEcOmPJHpI1W3Ro5F8iPfIvlyDefMb5AMjYM7uOMH0O/8AC+lapdxXWp6Xpl5cQgCKa4jikePByMMckc88VE/gzQpIbiKTQ9HaK6kE06NBCVlcZwzD+JuTyeeTQBzEvj8H4lWPhuGawWJhsuhI+JvNMRkUIufu428kHJbAwVNdvUUOh2lvHbJb2dlElmCLZU8tRACMEJj7vHHFWvsz/wB6L/v6v+NAEVFS/Zn/AL0X/f1f8aPsz/3ov+/q/wCNAEVFS/Zn/vRf9/V/xo+zP/ei/wC/q/40ARUVL9mf+9F/39X/ABo+zP8A3ov+/q/40ARUVL9mf+9F/wB/V/xo+zP/AHov+/q/40AdNRRRQB574q8da14e8a21l9gC6TJcWVusj2E0n2kzylHK3Cny4jH8p2OCW7YyKo6n4+8T6bfa/b+XpN1HYPZItxBDIVtpZpCHgKmQG5kSMqwVPLZiQNoLBa7u88NaZqGtW2qXsc89xasHhSS7lMKOAQHEO7y9w3HDbcj14rIt/hl4XtbOW0gtr9YJZROY/wC1rshJRIJPMTMvyPuGd64bkjOCQQC34F1668S+ELbU9Q+zi5kkmRxbqUX5JWUZQlijEAEoSSpJB5FdDVHRtFsNA01bHSoDDAHeQhpGkZ3dizMzsSzMSSSSSavUAZOuf8sP+Bf0rKrY1iNpPJ2lRjd95wvp61mfZn/vRf8Af1f8aAIqKl+zP/ei/wC/q/40fZn/AL0X/f1f8aAKOoSTRabcSW0ixypGzK7W7TgEDP8Aq0IZ/wDdBye1cLf/ABGfTPDqteXmlxao0s2DcqbZWjjIOTA771dgygIWzzu6DbXoV1pv2y1kt5pNqSLtYw3flOPo6MGB9wRVODwtY2+kzaakYe2uCxm829Mjyk9S0jOXJwAMk9AB0AoAtRyJNEksLrJG6hkdTkMD0IPcU+pfsz/3ov8Av6v+NH2Z/wC9F/39X/GgCKipfsz/AN6L/v6v+NH2Z/70X/f1f8aAC5/1o/65p/6CKiq1cW7mQYMf3EHMqj+Ee9RfZn/vRf8Af1f8aAIqKl+zP/ei/wC/q/40fZn/AL0X/f1f8aAMHxPeajp+iyXelz2cDQgu7XcLzBuPlRUVlJZmIA59gCTVOe/1+PxJplsJtPEF5mSWzNo5mgiVBvPmiXafnZVHyfxD0zWxrHhi011bddR3n7NJ5sLW+oPAyPgrnMbqc4JH4mprbQbe1u/tUQVp/s6W3my3fmN5aEkDLMecsST1bjJOBQBPRUv2Z/70X/f1f8aPsz/3ov8Av6v+NAEVS2n/AB+Q/wDXRf50fZn/AL0X/f1f8altrd1u4STHw6niVT3+tAFWipfsz/3ov+/q/wCNH2Z/70X/AH9X/GgCKipfsz/3ov8Av6v+NH2Z/wC9F/39X/GgDi9b8d2ml+L7LRxe6fEPNWO7SeYCb543ZAi7geqpkkEHzFAyScWPDGuarqNzCurCzK3unx38AtUZTCGPMbFmO8jK/OAueflFdNcaVHdSW8k6xO1tL5sR89Rtfay54PPDMOfWqWkeFNP0IyHS4Vi3qqYe8MgRFztRA7nYgycKuFGelAF6ipfsz/3ov+/q/wCNH2Z/70X/AH9X/GgCKtDRv+Px/wDrmf5iqn2Z/wC9F/39X/Gr2kwtHdsWKH5CPlcHuPQ0AbFFFFABXmnjr+0P+EC1n+xvtP2/7I/2f7Ju83fjjbt5z9K9Lrmdtv8A89Zf+/Q/+KoA8cnk8bW+pWRaPWpIdEa4sh9nZidQAgmZJmyCrE4twGcMPMLdTxWt4W1DxjqmradFqk2o21mk1200j2aqZkUW5iV2eCPAJeUZCITtPcZr03bb/wDPWX/v0P8A4qoraewvbWO5s7s3EEqh45YlVldT0IIbBFAHnep3Wrx+MtUfw5baz9ohtJIYobgXD215O+wiRDJ+4jWMA4wylyWHAwWZ4W8HtrmhpP4nTWIb63murZGv3Rpni3yiNix3H5Vk4IOMqCMjBPpm23/56y/9+h/8VVDUdb0PSZootT1NbV5vuCRQMjcFz97plgM+9AGL4h1ezufCt7cWsGo6gIJ2t/J05riKVpkfYRuiG8KGB3FQeAcBuh43TR4gj1bSYpLvX7uWMWix3LW9zFC8IWQXDSo4C78jjzBvPyEZyK9Xgt7GCFY7UmKLkhY4VC8nJOA3cnNSbbf/AJ6y/wDfof8AxVAHjN/eeLLjwHqtpotv4kmmF7dyfanjkhulh+ZoNnmbGILbSRHkgArt+YV63Zu8ljA80TxSNGpaOQgshxyDgkZHsSKt7bf/AJ6y/wDfof8AxVG23/56y/8Afof/ABVAEVFS7bf/AJ6y/wDfof8AxVG23/56y/8Afof/ABVAEVFS7bf/AJ6y/wDfof8AxVG23/56y/8Afof/ABVAEVFS7bf/AJ6y/wDfof8AxVG23/56y/8Afof/ABVAEVFS7bf/AJ6y/wDfof8AxVG23/56y/8Afof/ABVAHTUUUUAeb+M9d8W6F41sZbcXH9i3F7YWlusItmhlMkpWcShv3wcKQVMfyjGT3rk4vH3iuTTdOmTW2lm12wgvEgFtDvtpHvFj+zwHy8bmRmVTNuAZMkgZx7M+h6TJrSaw+l2TanGmxL426GZVwRgSY3AYJGM9zVX/AIRHw35F9D/wj2leVqLK97H9ij23TK24GQbfnIYkgnPJzQBn/DrV73WvBkNzqt01zfJcXEE7PGqOjJM6hHCgLvUABio2kgkcc11FV7Gws9LsY7PTLSCztYhiOC3jEaIM54UYA5NWKAMnXP8Alh/wL+lZVbGsCM+T5jMv3sbVz6e4rM22/wDz1l/79D/4qgCKipdtv/z1l/79D/4qjbb/APPWX/v0P/iqAKOoLK+m3AtnuEl8ttjW3l+ZnHG3zPkz6buPWvPtQ8Xavp3hmSJ5tSF7BNN5102nefJCqFWSKQwxmEOwdcsBt2g4O7Br0m6stOv7WS1vk+028q7ZIZrdXRx6EE4IqK20fRbPTf7OtLSKCxwR9mitEWLk5Pyg45JzQA+OQSxJIoYK6hgGUqcH1B5B9jT6l22//PWX/v0P/iqNtv8A89Zf+/Q/+KoAioqXbb/89Zf+/Q/+Ko22/wDz1l/79D/4qgAuf9aP+uaf+gioqtXCweYMySD5E6Rj+6P9qottv/z1l/79D/4qgCKipdtv/wA9Zf8Av0P/AIqjbb/89Zf+/Q/+KoA53xbLdRaQDY6pPYXBYrAttFG8tzLtOyJRIrLyeTx0BOVAJqlcXer2Xi7S1ubm6W0u2EU6skBtC/kudkW0ecH3KGy52bQwzkqK6LU9D0LWokj1myg1CONtyLdWaShT6gMTg1Hb+G/DtpqC39pplrBeKgjW4isY1kCBQoXcDnAUAY9ABQBcoqXbb/8APWX/AL9D/wCKo22//PWX/v0P/iqAIqltP+PyH/rov86Ntv8A89Zf+/Q/+KqW2WD7XDtkkJ3rgGMDv/vUAVaKl22//PWX/v0P/iqNtv8A89Zf+/Q/+KoAioqXbb/89Zf+/Q/+Ko22/wDz1l/79D/4qgDlNcu9Q0/xNps0d1exafLKkUwdYDa/NlQp48/eWK4IOwcZPUVR8Daxqeo3co1W9mnWeyhurdZo41DhmfdJFsRSIiNm1ZP3g53AcFurfQtCk1ZNVksYH1GMYS8azQzKMEYD5yOCR170un6HoWkNM2lWUFi1wwaY21mkZkIzgttIyeT19TQBYoqXbb/89Zf+/Q/+Ko22/wDz1l/79D/4qgCKtDRv+Px/+uZ/mKqbbf8A56y/9+h/8VV7SRELtvLd2Ow8MgHce5oA2KKKKACvNPHWmXes+AtZ07TYvOu7m0eOKPcF3MRwMkgD8TXpdZ/9jW/9+X8x/hQB45ceGPFFh4k0iPS5Y7bSoBFvXRrUW0Eb+czSFoDcqMMhUE4lPDEKp6t+Huk+KvDVva213pd39kFtaW0sNzqKSCKQeZ5s0Y3MAgHlrsG3J6DjJ9l/sa3/AL8v5j/Cj+xrf+/L+Y/woA8j8Q+Hn1TxndzyeGLkWxspYDqGnm1SW8MkJQh2eQNhV+VVKkbsEkKObPhPwZEuiGDXdMECw3EosoSIoZFgbYf3otiIi5ZM5GeAvfNep/2Nb/35fzH+FH9jW/8Afl/Mf4UAef6ndR6v4S1OLTtBXWRbStax2N0IzFcPG4BPzttKqwPUg5QjqK4qHwVqyTaWkGj3AECWi29zdSW6tpzR3byzkKkjbVdCFUIW+UBW4Fe6/wBjW/8Afl/Mf4Uf2Nb/AN+X8x/hQB4VP4V8SXfhjXtJsNDazt7zUpLsxX18ga5jMICrvRpCX8xFZt+AwOC3zMR6ZosVxBoNhDfRJFcx28aSxo+8KwUAgNgZ+uK6n+xrf+/L+Y/wo/sa3/vy/mP8KAMSitv+xrf+/L+Y/wAKP7Gt/wC/L+Y/woAxKK2/7Gt/78v5j/Cj+xrf+/L+Y/woAxKK2/7Gt/78v5j/AAo/sa3/AL8v5j/CgDEorb/sa3/vy/mP8KP7Gt/78v5j/CgDQooooA8MtbEf2dq1p/YOsS6O/jCO/u7a40m6Y3VkYY13lXTdN++QMw+Zjt3EHqbGm6dPpc3w7lu9J1fzbK9u5GC2FzKLOzk+0CBGCqVjOHiUrwwAXdwox7XRQB5R4IsPEEfxj1XVdf0HULN9Q04mW4kaN4FInYRorJIw4iCDHByGYqN2T6vRRQBk65/yw/4F/SsqujurKO82eYWG3ONp9ar/ANjW/wDfl/Mf4UAYlFbf9jW/9+X8x/hR/Y1v/fl/Mf4UActrawvod4t1Cs8TQsGje0a6VuO8S/NIP9kcmvOJrGx/4RCLTrzQrwie5uEtLi30a4CWSttLTx24RmgYEkRgjO4EhsMxr3D+xrf+/L+Y/wAKP7Gt/wC/L+Y/woAwkYOisMgMMjIIP5HpTq2/7Gt/78v5j/Cj+xrf+/L+Y/woAxKK2/7Gt/78v5j/AAo/sa3/AL8v5j/CgDJuf9aP+uaf+gioq3X0mCRgS8nQDgjsMentTf7Gt/78v5j/AAoAxKK2/wCxrf8Avy/mP8KP7Gt/78v5j/CgDzrx/HYz6HHbX+ky6mZ3McQFjJdx2zFSPOdEVj8ozjjOSACMlhn/AGDW38baNqJs4rqwQ+Xb3M1xKJoYTAd2+NoRtdm5OWGSEU4216r/AGNb/wB+X8x/hR/Y1v8A35fzH+FAGJRW3/Y1v/fl/Mf4Uf2Nb/35fzH+FAGJUtp/x+Q/9dF/nWt/Y1v/AH5fzH+FOj0mCOVXV5MqQRkj/CgDCorb/sa3/vy/mP8ACj+xrf8Avy/mP8KAMSitv+xrf+/L+Y/wo/sa3/vy/mP8KAPLvEen+IJ/GelXttZWlzawXSrbyNdOGgBhkEjsgiIGS2M7v4UHy7mNR+AdPW1ulkt9LudPYabDFqJnt3hM92CdzEsP3rfezICwO4fMa9V/sa3/AL8v5j/Cj+xrf+/L+Y/woAxKK2/7Gt/78v5j/Cj+xrf+/L+Y/wAKAMStDRv+Px/+uZ/mKt/2Nb/35fzH+FTWunxWkpeNnJIx8xH+FAFqiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA87+JGq3tl4i0G1tr7ULW3ufNEw08/vWwBjA6E//Xqh/al5pnhvW9SstU8QTT29qFRdWRQilnUblwPvAZ/OvRbvRtPvtTs9QurcSXVkWNvIWI8vcMHgHB49as3VrBe2sltdxLLDKpV0YZDA1zulJybue1TzCjClTp8l7b7a+9ft206Hl11ZanbeC5NbTxzfPcR2n2gQmZdrNtztx19qp+IfFOosfDElzq1/Yw3mnLLctYIWdn9do9a7UfC7wYHDDQoc5znzZP8A4qtw+H9L/tC0vRZoLiyi8m3dSR5af3QAcYqPYzta9vmzr/tPCRkpOLlv9mK3VktL9er+48x8OeIr2XxNc2tjrmp3tmNNmlb+0ozG4cA4KA+nHP1rpvB/iB7r4bG7v9SD3ixSkySSjeCAcdea6qbRNOuNYj1Sa2V72KIwpKSeEPVcZx3PasOX4Y+Dp5nll0OEu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Hudak up in best Premier rating
While Kathleen Wynne leads
among voters as the best Premier (29%, from 28% last week), Tim Hudak has
improved significantly on this score (from 22% last week to 26% this week).
Horwath is seen to be the best Premier by one seventh (15%) and this is the
same as last week. One fifth think none of the leaders would make a good
Premier (20%) and one tenth can't make up their minds (10%).
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)
“Approval for both Kathleen Wynne, and Tim
Hudak has increased and Hudak, who has struggled with his popularity,
has broken out of the mid-20s on this measure for the first time," 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.