PCs Overtake
Liberals in Toronto
Could spell big trouble for Wynne
Toronto, March 14th
– In a random sampling of public opinion taken by The Forum Poll™ among 966
Toronto voters, amongst those decided and leaning, the PCs (36%) have extended
a five-point lead over the governing Liberals (31%). The PC lead is up four
percent since February (1% lead over Liberals on Feb. 10). The NDP are
unchanged at (22%), as are the Green (7%), but the collective “other parties”
is up to (4%) (2%: Feb. 10).
Those most likely to
support the PCs include those aged 45-54 (44%), 55-64 (41%), males (40%), the
most wealthy (39%), with some college or university (43%), and who drive to
work/school (45%). The majority of those supporting Doug Ford for Toronto Mayor
also support the PCs (58%).
Those most likely to
support the Liberals include those 65+ (43%), earning $80,000-$100,000
(40%), taking public transit to work/school (36%), and those supporting John
Tory for Mayor (44%).
Looking at each
party’s support divided amongst the former city of Toronto municipalities we
see the following community breakdowns*
![](data:image/png;base64,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)
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TqPl+Mgm8NaaAGt6DN27mqgb8pHge//AB7Ppprqdu07alo0/cq6/e+dQvwTfnSKP+aI/ux7e2nUVddgeO+dR5anDzYek8ZR3Z+Golrecb5wxaUh2PzcuEgOMNa0PA4eu3y54OAfVQeajcvd5wqMvmkhcp9W1Bz5Gt0vvhXOLbrABzZ9Tkqv/4KJNyBzStw0rCJaDfgWhzesR6Htq1FxZ4v0LzzOegw5Cc49OUHqK06DMrY+/E8tOp1aRReiR7YF90dkOsPDSNoeMUQD5sOnKutgnW4dUzGuAXN1KsKS1p2jLSCTdv2QKiuFjXczHBwF4pKWyO/oAjFx7VH4THHofrg7picA6Haauz+aA7a9r8GBcVNG7yP58EBoydeXhLvtVH+BhE0uK2nqjHxzs29PAB3iR7esQ55BUVocnxXFDVrg+pDu1FXW3/VYj0ATY7vggOb3sPWRY+htENvq+Usbd8LJcedqCBy/U0zNwitqEF90AC3nvXVjveIckUUz8+1O2XmVtRFV2h7GJ1/00xlf7P1mVdYLWHpib3w9edv4ss3opdnFh7TAh3/7XYrKzSD2dKydd30998iL78AbQdc65qsPIXh+dfet+4m1RmbxnQzpAUNfutpFVQcM5en/Zlq5nLgZ+eKmdagT2n7nlY28/IL0WHIOKtvyv5mflETFDVrHamrqt/Z8rQL8fXGt9HuOzegeeezcWRncoeHsRUlUU12hhA0z9pGFsi+Z0ztCZKZG6qrwY5l/40mrTpH+qIx2bUGhtg3pelLxziRfmdJaWzwpJ7ZFyVJTXbGmLjxDnw2GXwn3YNk5h76ao01isuRXJqpdJxqObbrudi+9DnrWZmu1iBQqA67Vv0v7P3Opiecgu3vTLP6r2x1k3VTXl5iTbmUFBtT1aOyaMbdLLVVqJj23eAsTIgqgoYPRUMnoqDHBQ1ejFn+CGZufauBv/IIwt0sKi9efv/u1hHGzosaYeLWfrYoZ8jJihkkM9dLoqUq65V/fJBq1KzHM4Ogce4zyTp6PimgzNxY8Wo0N9ZfnhMjwD2jpt7zoj1BQwd2GHXOUOKq4vJtAEdzXebct2Cv/MPM5ZLaEzRXBodia6aYubGIpPc8982P0hOQpdjaE9Rp+duf39mKY3483/pcNfVo/+LO/10f8W89/g3sPliFL/YcQfvbFlr+//nq0SWClGGPmyX84yYrZm5caFJ6sWHLbtDUNc1pTVDLvI1Zd/vOhv3Ysq8CR564AOOGdcbra3dj+Rdfg/5PLt6CJXf0x74//htaNSuynhev34tbhnbCJ78dBJKSpGXYiS+twxNjv61veYmZ63nZmDhYpDVB67aublBI3+neAr+8pLvlf/mZbVFVU4fy3UesZ/V7+zeVOFBRi1PbNpzoPlJVhxv/Zw3mje+H1s2KG8jXyUPMXG9Lw8RzdLWeva3bsiJhCf3tgx0oLS7A0B6tLLKxRb1mevjg6hFnnIAr+7WzTNxz71uK3726AXde1A0/e/ETjDq7Pfp1OS6hbB1eKjM3aGtzs4UtVxZxv+i3u7XLlgpJp6t3C7pledwM0Ux99I1NmPL9nhY5a+pC2LDzcCS8Mn27HH8Mtj081DKJu7Y+Bvn5eejYsonVJz1u3D8s8zgSSbcfYuZ6XiJLPyz3XKafArUlKK9wiHfWLQd+vjtlFe6+pLvVShKgvyz9CovW78WWB4dYfdC2xxbjwdePFobqdz5yZQ88PL/c6qveNLgj5q1tuA/RT8CTlS1mbrKIJQ6/eMXniQNo9lZrgjphVVFdhwt+/z4Gndwy0hdluI+3xT+4mnFUv7NNc737nbF55tEuPDk/1nHRAjdzi0sOgaUflRu1w0XbPijv+HRyL76/DVv2VlgfTrXQsb/539f3xqxVO9DxjkWW35kdj8Vz150Omr7ff2Z1VL9z+OltMOjBZVb/dd1/DnJKRis/TjUV9LwkSie1Be25zf+M8peHxAhw+xmnWwb0Du+eSRw6+2+1XSxf+efRji1H9iHLvAb5J/ZG8eUPNUiYh4ld/O5vIv6yWD4CRcIf48cONWYjt5YmLvueTmZdQtQD/NLqjzuYuUNa9xIzN4VyX/rRFynEyk4UPQm6Z2N20NA4VacVVcrM1VhtLVX7eMM2LfVyUkpLgubCyQlOhZHIr/bzcN86NgzPzRWXHAK8tpBzoiY4LQnKax3ERSMgZm40Huk+fbzRjFZUT4LuFhPXqQKKmeuESmp+puwP1ZOgB7anhnrAY4mZ610Bb/hS7wUqKqd6EtRhxFIpnMvfYuZ6V/rcfmaC046g8Zb3mQBmJnQUM9cblKUPmiqOVYdSjZkT8cTM9aaYZRQ3RRy5SVtcfAQSmbnxY8kbJwRMOHVeOxMXNVVOWIqfDYF4Zq4tiPx0gYAJrah2BA0d3usC2twOEs/MzW1Ugpl77QgaTJi9zVU8M9fbVIIvTUzc4Jdx1nLoZOZmTRlDE96174D2mksLqn0RNVSwsM8ox7tbGoYUH9MR0HbDtunA+qF/fuvuKDzvJ8hve1pC8bMm/wfmvrkGPMXOlCVtCTOUwy+FoCYUfkExCs/+PthyunF9enQEP7/+0cXgihmeqs6PKatn3OQxV8JoR9C8pq1yBXtX+czv1A9F/3IT8lp0dBU+NlD3jq2t0wN4igBbU7aqbF1NPGU9Nm+58KwdQVFo1qFeflUSnoVb+J0bPe1rntS2Ba4vO9f6cA6QZOUpdyYe6OwF7iZc6qsfQb1A3nAZvLy3sP/1yGva0rectGnZzLrUduzws8ENzPPf+QSLV4bJasL0gxfAtGnZ3AsxvsrQjqB5zdv6mmGdhZOQRUNvA83aTLpjS5vge+f3sT4k5+IVn2H+0nUWaUlecdlDQMtT/SqmXJg9RLKUMgeACs/+d6CgKEsaOCfLk9jViLAJS+Occ+Hs+/5f7gAtCZ2dlgTNpSM3OfhT9K8TG5060aES8V4TXoTLFtb0EWH2P9fP/rUOsCbUQTsTl9rmNW8X/GM3k5w6SViKsS+/+ALo0iXWN+1nXjrEqRsgPH0THhH+yLqQKG3hGRage8up4NCUoG2BOCfLK8VN/uZB1EWDx6U8dRI370uXAjffDHzwAdCjBzB6NDBqVPh33EipveD0zc0dB+HmqwZZ0zdsVWkKm3I50Ult/RuASw1R51hamrg1S6ejZtWLzhob7Ov51EkoBOTlARUVwL33Avff74wOW9OysjBZBwxwDuORL/upi5fXDzK963x9h0dJpSVmxODT8didV6YlIxORtSRo7dpXUf3mo5nIf8bSKPjWEBRywYHXUyfz5gHXXQdsd3nQWrt2YbJeeGH420cEOCJMM5gjwiStTiPCbPnvvPZ8H3PvjWgtCcqDq6te/rE3OcyyFM+nTlSrSULedRfw3HOp57BFi2iyNmmSuiwXMe1kzfaIMPvSXLShu9OSoKitQsW074LfJjtr6qTvKKDY42sCScqf/QzYv987eEjOiy4CLr88TFqS10fHvqo115qlBf3cUMD1yro7PQkKoOqv4xHvCkLtQfVr6mTdujAxadb67YYMCfdZ2XelWeyj4/SNGhHO1PTNhy//AlygobvTlqA1bz+Jmg9n6Y5ftH5+Tp1wAIgDQRwQyrQ780zgBz8It7AcHfbRqQX9nG8lcf1wHIF+Y+o4P0R7LlNbgvLcneoF93meYb8Eco8mFxykuuskrl72qZO4gTL4ggRVI8Ikro9OLeif/+46a3GEV0ldcO5peOpXY7wS56scbQnK4zcrn7/G18x7Idy3qRP2Lx94IP7UiRfKpytDTd+w30qT2Efn5YJ+jt5yFNcEpy1BCZ7uS/4Kun4HheeNy/7UiQ41jf1U+yCTjzqp6Rtr9807nyQ9fTPz/uswoHdXHzX0TrTWBK1e+Ahq1833LrceSfJ16oSjszNneqRplsRwRJhmsBoR9nn6xtp98+46a6CpsekbrsHlAFFJkZaL6BoUmNYErdu8HFWv3t1A6Wx6FPYeGd51YsLUSTaBsqetyMoWNgMjwhxg4qiw03lMJvU/CaHWBOU8aOWfx0CHC5V823XCqROun13kfIO2vZ4H4jf7qqpl9WFBvx0jdR4TyapGhH936whro7o9nM6/9SYogKybuWrqpPcV3u/VzObUiQ61kqPAXMzPFjZD0zdcg2vKThYWkfYEzeZ0i69TJ1w/y9ZTXBgBEpQmMOdbfZ6+MQly7QmajWV/OT11okPtpelLsrJ19Xn6RofsJtJBf4LSzF1wHzJ1YZB1zOXQ22TqJFGtyeQ7taCf/VaS1ucR4UxmzU1aRhC0tvwdVM+7101+Ug4jUycpQ5e5iPbpG5LV5wX9mctY/JSMICjVr5zxQ4T2b4mfkzTeFPS8BIUDbkCeTJ2kgWIWonJwSe1r9Xn6Jgu5s5I0hqBcOM8F9F46X6dOOAjEdbTiMoMAT4pQI8I+T99kJkPhVIwhqKdzopw66TsqfNeJl8dccqfJH/6QvV0nmaw5OqfFUWC2rj6dx5TJrJtDUMBqQdPdgiZTJ5msXhqkpRb0k6w+n8fkR26NImg6O1ysqZP+14P9TU+cOnqEu064T5Mtpzi9EWA/deFC3xdFeAmCGSuG63PMayG4g4Sjusk4X6ZOeJpesgd2JaO0hPUeAY4C+7xiyWuljSIoM1/Q7/uuCerr1AnXz86e7XV5iDw/Ebj2Wj+l+yLbKBNXIcAjOXk0ZyJn3RDGYy5l6iQRTLn1rrzclxP3/QTRuBaUYBT2+3fUrlvgeOqfTJ34WV0Mls0lgwZOv+SbCDlN18IB10erzqmTPqNQctUUby8iUqe29+kj85rRiJv1xEX4BjojTVwgBNRWW2cWhQ7vswjp24FdsuvEwGodozIHh/btM3Idr5EmLpAHFBRbl93W7d8CnnLgibNPnfDU9ie9XbnkiY4iJHkEbrrJSHIyo4a2oFQ9RPWTL6zGYsjUSWMImfWerScHhwxdq2tkHzRcQzwiJ1tNOt51cvHF4Y/bi4jCMeWvzgiw9TSUnITV4BbUw1pBU5YmrZd3nXionohKEQHDW0/m2tA+aIoFFhuNR47IrpNYVILzbHjryYLIzRaUUyfq1PZs3HUSHArom5MAtJ4EN/daUO7RlKkTfYnllWYBaD0JRfBbUPvUCU9tT+fCW68qj8jxFwEOCrH7ctxx/qaTAenBb0G564SL2rm4XUZnM1ClNEji978PBDmJZDBbUNVqkpA0ZzNx4a0G9VJUQPjkv7//PTBQBJOgLB4/rokPTLEHNCMcGPrkEyMXxccrEYMXKsTLUr0/C0vmNRsBKWCvJ00KFDlZOsFtQZm7MWPMv8ovYBzyLTs8KIwj9CUlviWRDcHBJihb0NNOk8GhbNSsTKZJa2nVKuOOM3EDUXBNXOaeJ4/PmOEGBwljMgIsY8POGnILd7AJytFc7qT/+c/d4iHhTENg/PjwGbim6e1S32CbuHYQRo6UQ77seAThN//5cgotYP1Oe9HkDkG//jp8cLHcyWkvf3N/c7XQBx8AbduamwcXmgfbxLUDwGVfnMDOgRux7NkO5G8OCrHfGXBysuxyh6DMLU91mzXL2OMvAkm2ZDNFcrIMc+Ri39wiKCsDC3bKlGSrhYTXBQGWHe8GzRGXewTlyC5PGH/22Rwp4gBlk2Vm4Onw6ZRA7hGUu1uEpOnUmezE5Q4VkpNll0Mu9wjKwhWSmlXF77kH4HynKjuztE9L2+DvB40Hj52kDMNtaeL0Q4B9Tp6OwJaTZZZjLjdbUFXIdpIGZHR3Og2E+o86zrscQCubfzMAuwDY/e9RmACgDBXX5p3Znxyt5bQYyUmXg+RktnOboPaC55Xp775r9HaltwBsrj/SexqA1wC8Z9VugHs8ltW/OwigDYCFAMYB2FhPSpKWMuj3VH28rHxxEQLLIodGa+PhLAS1I8MtS6wY/DbQDQSgWsK1AIoAdE0iH0cA8Eqqf9YTOImo3gXloneDy8A7IMKShKCxiKr/3qNHx77R/rkGwGX1puzjMUSrBNC//t1ZANR+ZJoAAAmjSURBVA4DGArgUQDdAFwD4FYAVwM4J1s55Rw193QaeE2gX5AJQZ2QVUvJ7rvPqFVHHPGbU2/GcikGCTmzvhXdW++/BMDK+nBsXZU/SVoAoFM9iWkSK/PYCSJP/Yg3sV64MDCHfXmFjxA0EZLcpsZKY+BeQ7aOLQGsi8lfBwd/1e/8I4D76/uqbE3Zh/XdEVtiLFsCHaEWgjrCYvMcMCBsdhmwgoWjr2wx6TgAtA9Aj/pn9bU1xr/C1u88QQXK1Dcx5UkIxFicMwIhce4RePbZUKhFC87IafmpBkIjwvcycrlNaFK9ntNsfnZ/FV6FY74m1IctBUI7/conMZw1yz3uORwyd/aDOv9/cu+rJsp51i5PqJ+p2ir3IiQkwiuCePoet/0pTAWYuAgIQeNC08gLjjaSqPwW1zgCHKHlelpDp7Aaz6A/IYSg6eLKlpRElWslnJHktBWX63EhiLikERCCJg2ZQ4TKynAl5JWGQtQwQCQml+nRnBWXMgJC0JShixORV06QqLl69hEXGdx5Z3jzQYAP84pT+p57C0E9h7ReIG9U++MfgUWL/EpBL7nsW5KYBq7A0gvIaG2EoNF4eP/ElpREJWGDZv5yBRD7ljfemDNnBHlfQRJLFIImxsfbtxxQ+tvfzJ6iUaS8/PIwOfkszjcEhKC+QZtAMFtStqiLF4cPXtb9FjYhZYLC9PeVENRffN1J5wHMPCFdEdZdLP9CkZCctxw8OPwtS/H8w7oRyULQRgDK+OuKivDiB5KVLSvJy36sX/1XkpEE5LTIGWcIITNe4IkTFIImxkevtxwRJlHXrz+qFwnsxkTmrhGSkI5E5FI7tpLi9EYgh9chS9ZzFIEJEyZYmwmKi4tDy5Yts1CYNm2a5Ve/bTYU711ZWVlGUZPtZnr//xTtPEagvLwcJ554IkKhEN544w3cfPPNOHz4MK6//nrLj/4bN27Eeeedh169euGtt97Cn/70Jxw6dAjV1dWora3FzAxulBCCelwBRJy/CJBgV199NTp37oy8vDyM5LWSSbiuXbti4sSJVowOHTrgzDPPRNOmTaMkLFy4EDfccIPl/+mnn+L222+3fhcWFqKsrAzrMrhKTAgaVTTyYAICJNDLL79stWgkzXvvHT2cZfr06RZxSV5+mjVrhl27eF5hQ/f444/j/PPPj3pRUVGBRx55BMOGDbP8167l8WtH3SmnnHL0IQO/hKAZAFmS8BYBmp78kJwnn3xylHC7qUpz9eDBg2jThoeMRjsSuXnz5hgdszTxhRdewJVXXhmJ07Nnz6iIbFEz6YSgmURb0vIdATctKE3czZs34x5eKWFzqvW85ZZbIr5sMR966CGrn1pTU4PZs2ejRwbPqBKCRopCfgQBgcZaUA76TJ48Gffee69lApeUlERMZLaeJKS9xR04cCCGDBmC0tJSFBUVoW/fvg1aXT9xk3lQP9EV2YJAmghIC5omgBJdEPATASGon+iKbEEgTQSEoGkCKNEFAT8REIL6ia7IFgTSREAImiaAEl0Q8BMBIaif6IpsQSBNBISgaQIo0QUBPxEQgvqJrsgWBNJEQAiaJoASXRDwEwEhqJ/oimxBIE0EhKBpAijRBQE/ERCC+omuyBYE0kRACJomgBJdEPATASGon+iKbEEgTQSEoGkCKNEFAT8REIL6ia7IFgTSREAImiaAEl0Q8BMBIaif6IpsQSBNBISgaQIo0QUBPxEQgvqJrsgWBNJEwFiC8ohEdbp47Anj9nf2U9vSxCoqOtPgmamxhyLzSEce5xjvfZSQFB94tGTskZEpiopEU5idddZZ1hGTfGHPA4+cvOyyy6IOhVanuqu46rBo5R8R7uGP2GM1vcbBQ1U9EWUsQZl7nhq+c+fOqDszWJGuuuoqPPDAA9ZdGzymf+rUqZ6A5UYITyU3tdLwnxlJNmfOHMes8v2yZcssXNU9JYqMTmXhKCQNT/7zU/ek8FBq6sCT3+0ny6chXsuo2hK0y/Bfw/5JhJ79zoylS5di69at1n97xuFdHNOmTUsUveG7vDwg9tMwlKNPbOv2zDPPRFodRVzeL9KqVasof/pdc801lt5sxfbs2RNlIaRjCVRMuRCxHyflee7rL37xi8hBzU5hlB8xf+mllxoQxF4WKqyb77y/jYT9ExuH+PC6h3nz5kXuUmFa9DvnnHMQix8vRHLCmXKd/GkFXHHFFbjpppsi5ZLJS5Ji86uetSWoUtDNt/3Ebx7NP2LEiEghuonvVxheO1BZWWm1OEeOHAEPRn7zzTdx6aWXYv369ZGWiK0A/7EsWLAAv/zlL7FixQocf/zx2LRpkxWGrQUtgbvvvjtifvql86BBg6yDmuO1ovZ0mzRpYmG9YcOGiLe9LCKeHvzgP13+47IfKh0r1o5ffn6+I87x8GcrTNzbtWtnYc4bzviPnUTPpjOaoCTACSeckJUTv90UGs0+dY2AqsysINu2bbP0pjnJVuuVV14BK7m6c0TJ5inoql/XrVs37N27V73y9fvWW2+1Kiev3HPrMlkW9j6v3bKw40eMnXBOhL+9vNq3b4+vvvrKunbQLQZ+hDOaoKrfwxZGmY88un/16tV+YOWZTLYErPzUW33Gjh0bJZ9mGK/ZYx+bYfgfnWZxJhy7Bb1798aDDz6YMDkSZe7cuejevXtkPMBeFgkjJ/mSVwWyheOgHP/Z0bpgH5QDV/FcPJyd/MeMGRNPTFb9jSaoE3L9+vXDypUrI5esshKNHz/eKajvfmxVOKhBR8Kxv8R+JivXmjVrGk3/1FNPte4EYUBeuZepFpTpsRV9+umnLV3jKUqTmyPZ7AP67fhPg7eOXXTRRa7MTraATjjH8/db/1TlF6Ya0e94X7z2m5SS4H/XRYsWWf0V/lcsLi7GkiVLkpMV4m3ojTtl1jEkL9chCe2O/6m3b99uman0nzFjBjp16oTXX3/d0m/fvn1WcMblbc92xwpJ/fmO7sILL7QGjexh3P5ucvPrboNGwjH9hx9+GOPGjYv4sT/dv3//yDMvs501a5Y1HRPxTPFH6PJZjcbkCDlHchUmjMDLjGja7tixIyo+64ETziwjJ/+PP/44Kr4uD3J5ki4lIXoIAg4IBM7EdcijeAkCxiIgBDW26ETxXEBACJoLpSx5NBYBIaixRSeK5wICQtBcKGXJo7EICEGNLTpRPBcQEILmQilLHo1FQAhqbNGJ4rmAgBA0F0pZ8mgsAkJQY4tOFM8FBISguVDKkkdjERCCGlt0onguICAEzYVSljwai4AQ1NiiE8VzAQEhaC6UsuTRWAT+H1gp7CsV1EYUAAAAAElFTkSuQmCC)
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)
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)
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L7CNALw0sBmIsqQtCoDRcNAFQNNEWsXD0jrvhD2/Rz5pk+LgeJSIQAR1HVnWA3SVQ5f8VngHsulZp72gBIh9lZvc9HZvs+MXfpfWHJ3vU4WBG7XS0mUUB+HP7uE/ywYbFWm2bte6PtwKu0a7v4ypKD2PXPF1BdUYqWx5+LVr2GGGlL9n5lPJsIGs5FSdKxRWclSuL7eEVGUKDqy2Bs0K18/89xnYKGC2Ewpi87sAOVJT+h28W/x3EnjUDJvm9Q9tP3MMcfW3CmEV/6wza06HYGOg29DUe++wRV5Ue1tD9+vgSt+10ah6NdxPQFK5UeRZUgKE3n/GQQb9cRko0LszF9bn4XYxSsOLwPyMhEk2NawRzfrH0hItVVqLQx4YxUVWD/htfQftB1yMpplhTkHEVffWd9Umn9mEgJglZ/8553PoY8aCX66jVvjwuNMX2kGnvXzcO3bz2EQ9+utSXa0T2bkZGVjabHFaDpcd1x6NsPsXPFn5HXqT84cuZ17Ifclr9w1EqvvvOJo/R+SqwEQYMi3hoNn2AXTuA902dkot2pV2sibuu+w7H7XzNwZNcmAxaKuj8Xr9bEX46QHF27/J+7tfRNmuUjIyMDTY5pqRF8+9L/0sRj4+E6LrhnVNVDgn1PUHrpoxvNoAVtySjExvQcHTOzm6Li8H6taakQ2rturqYMyuvYN6a5SVyOnvl9LsRPW/+JDmf/B1p0Ox0le5M/EkJVMdf3BK2ieBvQEDZjempq9RGTCiBqZ7Obt0GkuhJ71vw3mrbuZsxR9SbnPWPemZvkGaz6w6bvxe9vMP1S59L3BOXySlCDZky/Nn5tN6jG9M079ceR7zdqIiqXWrh0wtGScdTuHt3zpXaPc9R9H88HItXYt/5/jHlnRmYTNGt3giYaH9q+ThtFk+0bW3bsB0Vd1YKvzwelIqVs9mjVMHVW3qwc5FzxFDLb9Ix5btvRvejz7q0orY49+yUmkeVHkM4HtVTNlZ9jhp+O/7xVrdPnfD2CVm+33zY0+187cczNb2ufq56r1dDZxW/7oQQd71qupX34jS1GQzOt+VnjhtcXVBjZeKYXY3r3G0JFP7r+JuiOdXGt9K8tB7HjQClKnr0A487rhqWb9uOjbT+B8ePmfoGV9wzCFw8NxsqvD2DBR7vx3pc/4pZhXbU4knL/4XIt7Z3zN+PZMSfG5Z+OCM2Y3uaIRDGmd7c1uCaqmscF/xK0qhzVO+Lnn2f3bIX7L4mKg5ef0h7lldUo3l+Cr/ccQXZmBrq3OQYdjs1Fi6ZZWLAu/nTmkvJq3PC3jVgy/jS0aZ7jbg9oRG7WU7uZFb0viDF9I0C1eXT1Z8U2sf6N8i1Bq/dsrveMlX98sgd5OVkYVtgan+86jF7t89AsJwtNsjLQv1MLDfUhvVvjmeXb0ef3KzFm0C9wx7wvcPXpHXFa95a+ahXNmP6jWM/0LKAY07vbTO+t+8bdDFOcm38Jur92vmiHAUXaP737Lab/qm+dI2H3447BrseHaSJxQZtjkJmZgS75TbU5actx72jisV3+6YijMb3dmi+N6VtlN3yJIR118es7V28oVso217cEjdgcL683OhU/v5y+Hvdd0hNXntZBj9bE3KPlVaisiuCznYfQv3N0FGUCEprzzmlXFuLxt4u1ueqNQ7pgyaboQrmRSZovNGN6y6ndYTGm9wJ6bj9TabnFtwRNtLWstKIaFzy5FoN75RtzUTYs56MV1RFs21+C3T+X4VBpFXq3j446fEafd7Zt4Z95p12HjBrTx3qmE8/0dkg1PG71hm0Nf9jjJ325H5TzMS7i24V5a3dhx4+l2odLLQwjTm6H+TecAo6Igx9do8Xpo2tldQS/evHTmHnn8JPaauk4f9388GC716Q1jg65s3pfgIxm+Vo5zMb0A1ZMSGvZgvBylQjqS0MF2qlWLHkgCH2hwXXIKjgb2RdNinv+jo0z8dSW6IZn600xVLAiYv/72Lym+GzB7+xv+izWlyIuDeTDHvgnZbcHVjzTN75n8NhCromqEHxK0O9UwC7lZdQOhrJ4zxfP9O7A/vnWXe5klOJc/EnQn+MNDFKMgy+z19ZGQ2RM72UjqLI/1J8ETaAg8rIB/fIu66ndernEM72ORMO+t3znr+W1RLXwJ0Ft/NEkqkDg4zXvC/GOxsSYvnEtz+1nKgTfEZRiHSzzLhWATGUZaV1EKyNrEGN6KyLJ/5Y5aPJYxaSMHJL5ZwwgNT8qP/pbjKMxRosxvR1SycWJFjc5nOJTWczc4hOEM0ZTGK2ZGVd5MaaPgyTpCBW8zvtOxE0a3RAmrNr8Nrh31BrEmN6KSHK/VRhFfUfQiCyx1Nm7oieLx7pBEWP6OiFT+qbvCKo0mh4Uvi5jeg9eH6hXiIgbqOb0T2VoTK9pu2uKpBvT+6eEapRk34FDvi+oL3ez+B61NBWQu1uyjh+KrL6XGDtd0lQUea1HCAhBPQK6Ma8hKTMLztLImUw+I4achMXvqemoOZn6hSmNENSnrZ3Rqos2UpKc+r7QZIv654lX4syTuuPB599Syr1HsvULUzr/ETS3eZjwj6lrRm5zZB4/xPaQ35iESfygk+YBhV1w29T5UMWsLYlqhS6J7wjKThq2kNn1NGT1HIKsXsOArGzXqn9ijw5Y+MT12kj66jJ1z8h0DRAFM/IdQZETDu91GS3a14qwLdqnrOvQe8Djd4zEmf26475nFovIa0K6c/uoSxlTlO8ufUfQQI+gWTnI6jU0KsL+or+nnWHU+QM0kff6h18RkddT5Bv3Mt8RFFn+9rrXELgz2/dB1onDkdnj35CRRgmhZ5c2ePPpm/Hgc2/h5Tftz71pSP3kmdQh4DuCUmPJUTRSpobPmERNo61Z9r4AWYXngxpZv4Tc7CbaCV/U8t739GLQP09YQ+f2rXxfdd8RlIhxfqYqQTVDgt7ng4ofT8O2bUB+PtAyuSMtuFZ6Yo+OmpZXtQOF3MBVBXKynr60xfXTiJNMZ2B5s88dh9yx/4Ps83/rHTlLS4G//hW4+GKgoAA45RRg9epokSN0d113oMi78MnrMbborLoTBvCuCgoiwu7bEdTvfUJfs2zSf6T3IixJOHs2MHcucPBgLVQcRYcNA6ZMAcaPr42v44oi7x+uv1gzbLjriYWhEXnb5quxnOdPgrbqXEeXSu8tOpTWjAmOH5r6gnAUzKgxhd+9OzpakpibNyd+N0fVO+4Ali6NEjhJkfeCs/rgzacp8i5Q6uySxEDUfUcVEdefBM33j1KFzayZ3RWeH3McQ93N79JdkpOj5Lx5wKJFzjJdsgQoLAQWLgTOPBMwkz1BTuy0c6f+Bk+9vBzT569MkCoY0Z3b+V9BRKT9SVAfaD01Ebbg7OjySPs+3vZKjpB//GOUlBw5Gxr47FlnRUXee+9NKheKvBN/fb4m8t72yILAiry0slIh+PJsFgJXvuBmJDrhLJXAZv6iv2ZI4LbZnW2ZzaMa55IcLZ97DvjkE9vkjYq86CJg1iygQ/Idky5Brn9oTiBF3i8X/QG5Ob4cn2Ka2bcEpWsPOm32Imhmd4UXaMTktaeBoqiu8En1i0nOOXOAoc7mz1P/uixQIi9HTxpsqBB8+xeScVyP1OKnm931HOLdsoheI2pbOVJyiaQxIqyeX7LffBe1vJMnA5PiT05LlA1F3iEDj9cUSCo42kpUDz3+xJ4d9Uvff/t2BOX5oGUvXec6gJrZHQ0Jeg311uyO2lVdhNXXKl2vnYMMOYpyNHUo8lLLu/qzYgcv8l9SLiupsvbrW4KyWUnQRAf5Omn2GFchXiugVqyoFWFJUj+FVq2iJOX81EGglpcfVcPCJ/6ftnFAhfL7mqAVy6eBvmAbGpy6Cmnoe7TnzAofirD6aMlrvwdqeGnc4CCs37xDUyCpJvJy+93aV+4BtdUqBF8TtOqbFahY5qzjcM2S1j2ZBWc7dhXSqAbj6Mi1Sip8qPhRLXCtlGumDkReGtpzKea9dV8rU1saZDz/+2uUKa+vCcpDlEpn/LLew5R0s7usEy9BZpue3oLPJREqfDhims3uvC2FO2+jyMulmKIiR/nRqIGaXhUCN69zb6wqwd8EBbQRlCOpXdBchfQ+H1kF/+aqqxC7d8VY4lAbqouwdZnd2WakQCTteB95BMjNTbqwFHmpQPL7wbhrX74HqtjhEnzfE9Qq5nrlKsS2Z5KU//hHlJy2CQIUSZGXWt7u3ZMyE2TNKfLS4P7tD77wJRB0okYFkUrB9wSlmFs2+xptTql5JUiH2Z0uwnq5ZumHXkSRd/p0YPRoR6WZuegDTeT129EK48cMAz8qBf8T1Cs0zVpY3eyOCh8/rFl6hUGi99x4I/DUU45F3rueXOgr/0erZk2AKrtY9KYQgupI8JvaV+4coSjrtzVLcznTcc3N4BR5uUPG/GdWR1ko8tKtih+83J/ZvwBzH/lNHaX15y1felTwFCquU/72t1GPBPRMQPM7IWd8E1BbzZ0xxEffoxqfKiaGa470cv+ft45Iu2H6qPNOiSmbKj/COYKSgBwlKcLS0keCMwR+/evo3LRp06Sfo3f7dLn85K4Vam/5h6FaCNcIyvnkb34DdOwY/RZyNqy/chQdMKDWswNF3nqC7vIzHWuQNE5QkZyENJgjqHmORM0rOxRHyyCuWdZDjJTe5gj65JMAlUgOAo+h8NLLPbeWqbJB2wpjMAnKWuoirIpmd9ZW8vtvLsP85S9Ju/xkdSjy8mCnVLv8VHHt09zcwRJxOULedFPUP+w116hpE2tuHVWu+WdIwwbdE0SSIi9dfvIUtlSGm648J5XZpzxvNUdQswirr1nSh4+IsCnvMHW+gCKvA5efel5chkmFl3uVPCfoWFi/1SQoa8GdI/qapbVW8ju9CNDYnvP+JF1+srAUeWnYQJtetwJ3rVBBpHJQk6Bct6QxtwT/IkAbXho2JOnykxUpq6jE1FnLQFPBxoYgjJ7EQM056NVXN7b95PlUI0ADEPo/4h9pkoYNupd7jnyNXRZRzeY2UXOoSVCanTncs5gIAIlPIQI0CKG0Qwutn35K+kVRL/c3N9gtCZ9XXbTVwVJTxGXpqTHkYrkENRCgpwYHXu71Sjl1+UmroYVPXK/suqdeb/1bzRGUpecoyvmNBDUQoMEIbXkdiLysGF1+zn7o35MWeblso6pRgl1DqktQrfUm2tVJ4vyMAEVezk0d7K0dcmovvPv8uHpFXnpKCMrcU29CtQnKeShHUglqIUAbaE5PHNhCk3z0hlAXAblrprHKJb8BqTZBiebtt/sNUylPMghwBOVI+sADyaQ20pCg3Ndp9StEI/ygKIaMyipvLE+LorKy6F5OByKTGQC59gEC1CU4dPlJf7y6l3t6SaBBfNBGT7aMulpcc7+i1Qq3kUlQF4EGermny88BhZ1BjwlBDMEgKFuGa22yc0X9PtoAL/fqVzpxDYJDUIq4ffqo7zw6cVuF5w5FXocuP4MKjvpKIr1luBDOzcMS1EeAni+o5eWGiCTNBNWvtH0NgkNQKozoK8fhSV32sEhs2hHgNsKRI4E77ogqAtNeoPQUIDgiro4fjbQp6opnPh0R9b8b4PJT/UpHaxCcEVRvEW5zElFXRyMY37rLT3puCJnIG7wRVPe2wEVwB5YqwejJIahFA7zcq4xK8Aiqt4aIujoSwfumd3saNjjwcq8qCMETcfWW0Hf067/lOzgI0PfU1KnR+gRc5A0uQdl8NKZ3eLR7cHpxgGvCdVK6+QxBCK6Ia248uuIMSYOaqx3Ia0pGH3wAcN07BCEcBGVDiimg+t2Zbj2XLw/VRv1gi7jmLkmlguwdNSOi3vWsWaEiJxsoPATlv+9bb0WPdFeva0qJJ092fNJ3EEALD0HZWpy3kKTc2iRBHQRIzkmT1CmviyUNF0EJHNfOuFOCI6oE/yMQYnKyccJHUNaaBvWck8pI6m+ChpycbJzwaHHtuiJtPLljglZHEvyFgJBTa49wjqB6V6RWl2tqadDuzuS/Y81npF4eAKO1XsgAAApSSURBVKUAugFoDmBfTXwxgNY1aSeb0jIP87OmW2pfCjmN9gs3QQkDFUckqYdHSawCsB0AD46fAeBNAB8CIBFPAGA9r3o5gHEAtgIgKUlc5sG4542mDMAF9QLUD4RUIWTXgkJQosKOwTnp+PF2GLkexyNl9ZFwE4BsAHR5xQ+J276eN5YAGAvgfwG0rSetMrd1CyGe1i3BQEAIakCB6D5SD/aSVgK4rEZkfToJog0D8CcAPQBcB+BWANcCOMNcdpWvhw6NnrWThqmG32ETgppbiHtJOYpyNE3hMkwTAK/ViLjTAQwCMNdcDss1R9Yfa9KTpFkAutYQPLdGPLY8os5P7u+kN0YHh/2qU7nGl1QIasZQ37rE+ej69Z6YlXF0zAew2VyOBNf6vPOPAHh88Zqa0ZRzWOUCl7houjd9OpDLvxkJdggIQe1QYRwNGqg84nY1l0dTKnr0EZMKoAN8XaJy1MRTu6vPO9vVk9b3t7kO/cUXUSdvvi9smgsYkVA/Art2RSIXXUQB2JVPBRAZEVXiUpEbmVST71Ygkm+K1+/p6fV0LMeEmnR5QGSvS+Vyq34J82nVKhKZNat+vCWFgUC4DRWc/jnyiAm6gaRLSAnOEKB29qmngPb16aidZRv01CLiOmlh+t0V0cwJYtHdQ9ygwPVNIacz7EJri+sYJtMDNGygcoNKJHGSbQLGcqnjVFwsOFmgcfJTRFwnaNml5RIBT42mXa+EqGXWxIkA3cyIdrbRPUII2mgIazLg/JSH0YbV8J7LJlxDJjld1nq71UQq5iMEdaPVdGfZzIsj6uzZAL2ghyHQw94NN0S9HQgxXW9xIajrkNZkyOMQOao+91zwRlWOltTK3n57dL04VRhKviHfD+pVB+CoOm9e9Dg9lZdoaDN79dXANdeIaZ5HfUdGUI+ANl7Dsy9JVpKWHtL9HDhS0uzxwgujmlj+luApAkJQT+G2vIwKJR5Su3QpQOL6YXTlKMl55eWXe2KLbEFEfloQEIJaAEnrTxKWyzWffho9mY3XqSQtycgtXiefHP2W7V5pbX67lwtB7VDxUxxJqy/dUCTesydaumTJS9JRNOWaJEdGBm4EoCGBBP8jYFjlyoUgECIEJkyYEBk4cGDkyJEjWq1LSkoiXbt21TYvcJOC+R7T1mzHjRQVFXmKktji+v8/VEroIgKVlZW47LLLkJ+fj9at6YqtNjRv3hx79+5FJBLBunXr0KxZMxQXF+PgwYNaXEVFBZo0aYIPP6QHKW+CENQbnOUtLiFAwlx77bXo1q0bMjIyMJJuUx0EEuy1117DmDFjknqqY8eOWL16Nfbt2weSu6qqCv369UvqWTcSCUHdQFHy8BSB5cuXY8GCBbAb0WbOnKkRl+Tlh6MiyZVMOHz4MNq1axdD/KZNm+L1119H79690bJlS9x7773ayJpMfm6kEYK6gaLk4SkCHMH44WjYq1evmHePHTtWE0cppvJD0rVtW7/vQxLx22+/NURZjpRz587FqlWrMGrUKHz33Xc4cuQIHn74YS0+5qUp/CEETSG4krX3CDRmBDWXNjc3Fz169MBXX32FESNGaKOm/oew2UMDEyGouVXkWnkE6htBdSURyffOO+9oyiIqfTi3pdKIYnF2djb69u2LM844Q5vvzpo1yxCbV6xYgXvuuccznGQd1DOo5UWCgHMEZAR1jpk8IQh4hoAQ1DOo5UWCgHMEhKDOMZMnBAHPEBCCega1vEgQcI6AENQ5ZvKEIOAZAkJQz6CWFwkCzhEQgjrHTJ4QBDxDQAjqGdTyIkHAOQJCUOeYyROCgGcICEE9g1peJAg4R0AI6hwzeUIQ8AwBIahnUMuLBAHnCAhBnWMmTwgCniEgBPUManmRIOAcASGoc8zkCUHAMwSEoJ5BLS8SBJwjIAR1jpk8IQh4hoAQ1DOo5UWCgHMEhKDOMZMnBAHPEBCCega1vEgQcI6AsgQtLS01vItbPYyb79F9Yipc9fMd9PxmdYp85513YvLkyUh033kTxT9B15J8h5tBx+zUU0/F0aNHtazNddC94ekOoc2Y68/q95x6e3dSD6tbTbdxcFIWL9IqS1CCo5+lQQ/juqNhdqSrrroKU6dO1ZwQ04fpczyG3qMwbdo018njUdHBPzOSjEcj2AXeX7NmTYxzZ52Mdm1hl0dj4vjn98wzz2gOpOmUmu2+adOmlPwBN6acbj7rW4J2H/4HmD91VZoOhYuKikAy8hyNnTt3agfk8JmCggLMmDGjrsfj72VkANZPfCrbGOvo9uKLLxo+VfV/e7MPVhKC8Yy77rrrtHJzFPvhhx9iJITGSAKl0y+E9WNXePqD/d3vfofHHnvMGEXt0jGOmM+fPz+OIOa2SPSsXXzGP0bC/LGmIT487mHJkiXG0Qt8F+Pov9aKH6UAO5yZr108pYArrrgCN954o9Fe9Cyf7uBbgjoBhqPmokWLUFhYGOMJ3EkeqUjLYwfKysq0EaekpASvvPIK3n//fVx66aX48ssvjZGIowD/WJYtW4b7779fO1nruOOOM44i4GjBP5/77ruvXuI0th6DBw/G0KFDE46i5vx5XAK9rm/ZssWINreFEenCBf90+cdV1zEOZvwyMzNtcU6EP6dBPNGsQ4cOWrts3bpV+2PXxX0XqtCgLJQmqH7YDf/5Bw4ciNGjRzcIhFQ9RLHvlltu0bLXOzM7yK5du4xDelj2V199Vevk+pkjenl4Log+r6Mn9B9//FG/ldLvW2+9VeucPIsk2eBlW5jnvGbJwowfMbbDuS78ze3FU82+//57TZxOFoNUpFOaoPq8hyOMLj6ecMIJ+JRHyPs4cCRg52e59Y/1ODyKYTxmTz+vkv/o1vMsU1VFTgv69++PRx99tM5XkCiLFy9Gz549DX2AuS3qfNjhzU6dOmkjHJVy+kFHnIPyrM9EIRHOdvHXXHNNomzSGq80Qe2QO+200/Dxxx8bJ1CxE40fP94uacrjOKpQqcFAwnG+xHkmT9HauHFjve/nkXd5eXlaOh6559UIyhdyFH3hhRe0siYqKEVu/QyTRGnciuefxpVXXomLLrooKTGfI6Adzoni3Sqn2/k0cTtDt/Lb9uaDDcqK/6484Ib/kvxXzMnJwcqVK53lFeGJ5/UHXaxjShKJJDQHlmH37t2amMr4OXPmoGvXrli6dKlWvgMHDmjJ+ey7775rflRTbrH8OkEvvPBCTWkUkyjJH01vWppkytpkJMTjjz+OcePGGZGcTw8aNMj4TcXcwoULtSUlI7KBF5HLF9b7JDXk1OTqmPABTm0o2u7ZsyfmefYDO5zZRnbxn3/+eczzfvkhhyf5pSWkHIKADQKBE3Ft6ihRgoCyCAhBlW06KXgYEBCChqGVpY7KIiAEVbbppOBhQEAIGoZWljoqi4AQVNmmk4KHAQEhaBhaWeqoLAJCUGWbTgoeBgSEoGFoZamjsggIQZVtOil4GBAQgoahlaWOyiIgBFW26aTgYUBACBqGVpY6KouAEFTZppOChwEBIWgYWlnqqCwC/x9H3ZcVSk76GAAAAABJRU5ErkJggg==)
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)
“The Progressive Conservatives
finally see daylight between themselves and the Liberals in Toronto, as they’re
leading in three of the six communities, and tied in another. In the two
communities where the Liberals lead, the NDP is in the mix, which could lead to
trouble for the Liberals if they suffer vote splitting that dilutes their
support and potentially costs them seats,” said Dr. Lorne Bozinoff,
President of Forum Research.
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.
*smaller samples will be less accurate, numbers may not add up to 100
because of rounding