Tory advances on Chow in mayoral race
TORONTO MAY 2nd,
2014 - In
a random sampling of public opinion taken by the Forum Poll™ among 888 Toronto
voters the day Mayor Rob Ford announced he is taking a leave of absence to deal
with his substance abuse problem, fewer than 4-in-10 approve of the job he is
doing as mayor (38%), and this is down sharply from two weeks ago (46%). In the
meantime, approval ratings for John Tory have increased (from 65% to 69%),
while those for Olivia Chow are stable (60% to 58%). David Soknacki has the
approval of more than half (56%), while Karen Stintz posts a score just under
half (47%). Awareness of all candidates is at 8-in-10 or more, except for David
Soknacki (57% aware).
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Tory closing gap with Chow
In a five way race (including Rob Ford, assuming he
returns), Olivia Chow would win with one third of the vote (33%), closely
followed by John Tory with more than a quarter (27%). Rob Ford would take just
more than a fifth (22%), while Stintz (6%) and Soknacki (5%) trail. These
results represent an increase for John Tory (from 24%) and a corresponding
decrease for Rob Ford (from 27%). Few have no opinion (7%).
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In a four way race in which Rob Ford does not contend, Tory
(32%) and Chow (34%) are essentially tied, while Soknacki and Stintz are as
well (at 6% each). In this race, without Ford, close to one quarter would not
have an opinion (22%).
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WW8KWcY+0hslhJgfODk5znOam17WrXw74fvtYvw5trKFppBGAWYAdBkgZPTkgepA5rNg8b6YbbS5b6G8sf7V2fZi8BmiPmNtjzPDvhG/gr+85DL64oA0W8PaK9wJ20ewaYNEwkNqm7MX+qOcZymfl/u9sU258M6De2slteaJp1xbyXBuniltI2Rpj1lIIwXOfvdaxbH4oeEtSuoLe01CdnuGiWIvp9wit5rFIzuaMKFZgVDE4J4znioI/il4fvmsP7Fma8W6uII3aWKW2EcUqyMsw8xBvX90w44yDkjGKAOgm8MaDcxWkVxomnSx2TmS1R7SNhA5OSyAj5STzkd6oXr+CbO7e31FtAguEna5eKcwq6yyL80hB5DMp5bqQau6D4o0nxNDLJo1y8wi2lhJbyQttZdyMFkVSVYchhlTzgnFeA/Fn/kqGrf9sf/AESlZ1J8iudeEw6xFRxbtoev6u/gbWdLsNLl8QaZbabYzxTLY2t7BHDKIjlI3X+4GCnaMcqO3Fbn/CYeGf8AoYtJ/wDA6P8A+Kr51bwRqaaFDq7y2y2s8AljO5izsz7ViAC8uSCQBxgEkiqDeGdeW6W2bRNRE7IXWI2km4qCASBjOMkDPuKx9tLsegsvovaZ9FNqfgJtHfSWvfDh018lrIyweS2W3HKZ2nLEt0680lrqHgCyhs4bO78N28VgzPaJFLAq27NncYwD8pO5skYzk+tfOf8Awj+shIXOkX+2dtsLfZnxIcE4Xjk4BPHoafD4d1STXbXR57OWzvLp1WOO7QxfeOATuGcf4Ue2l2H/AGbS/nPoDTbjwXpviTU9e/4SXT7rUtS2o89xfQkxRL92GPbjagOT3JPJJwMbP/CYeGf+hi0n/wADo/8A4qvnCfwdqqi/ewQalDp3F3NapIBE2SCpDqrEjGTgEAcmob3wrrNk9yf7OvJoLbPmXKWkyxgAZJO9FIx7gUe2l2Esvov7Z9K/8Jh4Z/6GLSf/AAOj/wDiqki8VeHp3KQa9pkjBWcql5GSFUFmPB6AAknsAa+a7rwT4ns5vKm0G/L7BIfKgaQBT0yVyB9OoqPwt/yGJ/8AsHX3/pJLT9tK9mhf2dScXKM7n0p/wmHhn/oYtJ/8Do//AIqj/hMPDP8A0MWk/wDgdH/8VXzDo2j3Ouah9ltDGm1GllllbbHDGoyzsewArYj8C39xEs9neWdzavaS3cdxGZNrrG4R1ClA+4FhwVGc8Gkq0n0HLL6MXZzPob/hMPDP/QxaT/4HR/8AxVH/AAmHhn/oYtJ/8Do//iq+aZ/DGqw6l9k+x3L8tiVbWYKyqcM4BQNhT1+XI9KZeeG9WskuJn0+7e0t3ZHuhayrFkHaeWUEc8YIB9qPbS7B/Z1L+c+mf+Ew8M/9DFpP/gdH/wDFUf8ACYeGf+hi0n/wOj/+Kr5sg8MzyaLDqdxe2VnHc+Z9ljuJGVrjy/vbcKVHPHzFcmn6x4N1zRdWGnz2E88jvshkt4XZJzjOEJUbsZ5x6Gj20uwf2fRvbnPpD/hMPDP/AEMWk/8AgdH/APFUf8Jh4Z/6GLSf/A6P/wCKr5jfw9rUcwhfSL9ZTIIghtnDFyu4LjHUrzj05qpPaXNtHE9zbyxJMC0bSIVDgHBIz15BFHt5dilllJ7TPquXxV4egcJPr2mRsVVwr3kYJVgGU8noQQQe4IqP/hMPDP8A0MWk/wDgdH/8VXzX4p/5DEH/AGDrH/0kiq7F4Gv59OtbiG8snnvLVrq3sg7iaVFzuxlNpIAJxuzgHFP20r6Ij+z6SinKW59D/wDCYeGf+hi0n/wOj/8AiqP+Ew8M/wDQxaT/AOB0f/xVfMsvhzW4IfOn0bUI4thk3vauF2AZLZI6Ac5pyeG9UksYbiOyuWe4lEcMC2speQFN4ZTt2kFeeDnHOMc0vbS7Ff2dS/nPpj/hMPDP/QxaT/4HR/8AxVH/AAmHhn/oYtJ/8Do//iq+dB4J1b/hI9P0N/Kjvb6BZ1Vyy+UCpYhwVyGAU5AB545qiNAvri6ni0iKXV1twDJLY28rKufUMgYdD1A6Gj20uwll9F/bPpn/AITDwz/0MWk/+B0f/wAVR/wmHhn/AKGLSf8AwOj/APiq+bLnwnq8C2jQ2kl6Lq2iuV+yRvJsWQsEVuOGJU8flUK+Gdee5Nuuiai06oJDELSTcFJIDYxnBIPPtR7aXYP7Oo/zn0z/AMJh4Z/6GLSf/A6P/wCKo/4TDwz/ANDFpP8A4HR//FV826P4R1rWryGC3sZoo5pTD9pnhdYUccYZgpwc8Y9arzaBfW2nz3dzDJCkRTAeCUeYrkhWVtu3adpwSRntmj20uwf2dRvbnPp4+KvDywLM2vaYInYoshvI9rMACQDnqAy5HuPWo/8AhMPDP/QxaT/4HR//ABVfNd1/yI+mf9hG8/8ARdtVex0W51DSdR1CBo/K09YzKjE7m8xwg2gDnk98Ue2fYFltO13L+r2Ppz/hMPDP/QxaT/4HR/8AxVH/AAmHhn/oYtJ/8Do//iq+cbLwVr15dT2zadcWtxFavdLFcwSI8yqQCEG3LMSwAFUl8Oa24nKaPqDC3JWbFq58ogAkNxxgEHn1FHtpdg/s6j/OfTf/AAmHhn/oYtJ/8Do//iqP+Ew8M/8AQxaT/wCB0f8A8VXzdonhltcsbu5i1SxthZxmaeO4E25YwQN3yxsCMnoDn2qofD+r+VDNHpl5JBcOEgmW2fZMT0CHHOccDrR7aXYP7OpXtzn05/wmHhn/AKGLSf8AwOj/APiqkTxV4elSR49e0x1iXfIy3kZCLkLk88DLAZ9SPWvl+bQNZt5kin0m+ikkVnRHtnBZVGWIBHIA5PpVjRP+QP4i/wCwcn/pXb0e2fYHltO11I+lP+Ew8M/9DFpP/gdH/wDFUf8ACYeGf+hi0n/wOj/+Kr5x8HaLaa9rklrqDTiCO1lnPkOFYlFLAZIIHT0rSuPBUN1pFrrml3a2WlTW/mStqLljA4l8rbmNMtluQQo4znGKaqyavYmWAoxlyuTPfP8AhMPDP/QxaT/4HR//ABVH/CYeGf8AoYtJ/wDA6P8A+KrwK4+GmsWkMrXF1YJLGs7JAZHLyrDy5X5dvQgjJHUe9Q6n4Z0oaBd63o+sh7OG8W0iiuIn3yt5e4kMFAGSGIBA+XqQeCe1l2EsDQe039x9B/8ACYeGf+hi0n/wOj/+Ko/4TDwz/wBDFpP/AIHR/wDxVeITeArKLwnpuqpLdSTajFBFHGHXbHPI7De52krGAo45JJxms+4+HWp28pBvtPeGMXBuLhJHKW/kY8wMNm4kEgfKGyTT9rPsJYKg/ts9/wD+Ew8M/wDQxaT/AOB0f/xVH/CYeGf+hi0n/wADo/8A4qvA4/hprM1xBHBcWMq3EgSOVZHKMGh81Xzt4VhkDPORjHeuc1XSZtIkto7l42e4to7kKhOUVxkK2QMNjB/EUnWkt0XHL6MnaMz64ooorpPFCiisO4vpEuZVA4VyP9Y/r/vUAblFcevi7TXtbq6TU7JrezcpczC8JSBh1VzvwpHoauQ6v9pt457d0lhlUPHJHM7K6kZBBDcgjvQB0lFc/wD2jL6f+RH/APiqqQeJLS6tmuLW9tpoFdkaWO6LKGX7y5DYyMHI7UAYWv8Aw+1bxCtzqep/2be6nJfwNHYzyP8AZBYxShvsxbYT85USOShBYKMYVa6zwVol14b8E6To9/Ok9xZ2yxO8ZJQEfwqW5Kr90ZxwBwOlV4NYF1bpPbSJNDIoZJI5nZWB6EENyKz/APhN9G+x3N3/AGzp32a1cR3E32/5IXJwFZt+FOeMGgDtKK5JPFFjI9kiX9ozagpezUXZJuVA3Ex/P84AIORnjmpI/ENvLqE1jFdQPeQKHlt1uWMkanoWXdkA+9AHU0Vz/wDaMvp/5Ef/AOKqeyu3nvEjcEBgQcSP6H1NAGle28t1ZSwQXk1lI4wtxAELx+4Dqy/mprhY/gx4di1DS7xbm987TZ0uEO23w7rcG4zjyv3eXYgiLYCuAegrvPsyf3pf+/rf41V1K70zR7F73V9QjsLVCA091dmJFJOBlmYAZPFAHNRfC7RYYLWJbq/K2sNlCmZEyVtZ2njz8nUs5DeoxjB5rL8L/CG007RdLTxDf3V/qFnb20T7ZV8pFhWQCJP3any8zOefm6cjGK61vEPhtZrGJtfsRJqKq1kh1EZugxwpjG75wTwMZzU1hq2iareXNnpmr215c2jbbiC3vvMeE5Iw6hiVOQRz6UAUPBvgbS/A9nNbaQSyTbAS9tbxthQQoLRRIX6nl9zdeeTXh/xZ/wCSoat/2x/9EpX0f9mT+9L/AN/W/wAa5nWNG0a51aaW80XT7qYhQ008Ad2woAyT14AFZ1Ic6sdeExCw9RyavoeLDx5FL4btND1DR0u7O1gVVVp8HzVcsJB8vAIJUjuD1FWL74jQXFrJb2eiLaQtZXVoqJMihBOyNkBI1GF2YxjJzyc8n1P+wPD3/QuaT/4Cij+wPD3/AELmk/8AgKKz9nPudn1zD3vyP7zzO0+Kb2sthL/Zjb7dYVmSOWJEn8tCqknyd465HzkDnjmucuvEq3suiNc2bOulwCFh9oYNNh2bcGABQ/Nx1wRnnpXt/wDYHh7/AKFzSf8AwFFVLi28G2l/b2N1pfh+C7uf9RbyIiyS/wC6pOW/Ck6U3uxxxtCLuofieY6n4/XVNPvLK40+d47mxitRNJeB5t0bl1d32fPyeRgcd+9Xr/4qNe3yXA0kxhTckoLrO7zown9z+HGff2r0v+wPD3/QuaT/AOAoo/sDw9/0Lmk/+Aop+zn3J+uYf+R/eeTHx1ZSyyXNxpFx9uk0+OxNzDfKhQKu1mQGI7SwGD1IBOCM1ieFv+QxP/2Dr7/0klr3T+wPD3/QuaT/AOAoqez0PQop2aHQNMjYxSKWS3AJBQgj6EEg+xNL2Mm9WX9fpRi1GL18zwHw5rn9g6jLNJard29xbyW1xAXKF43GGAYfdPvW7Y+PYtMt4rOx0pxZQWc9tGkt0Gk3SyK7OzBAD9wAAKPrXrX9geHv+hc0n/wFFH9geHv+hc0n/wABRQqUlswlj6M3eUH955hP8UZZkvMaYFlnumlil8/Jgid42kiHy8hjH19zxUV18Q7S4s9VWPQI4bnUluEkuFlQtiV9wyfL3HbgDAYA+mcEeqf2B4e/6FzSf/AUVSuYPBdlfwWN5pvh63u7n/UW8qIskvOPlUnLc+lP2c+5CxmHW0H9548PENpP4as9L1LTGuZLDzhaTJc+WoEnPzrtJbDcjBX0NdC3xRLX11M2k/JdXbTugusEKbfyCobbwe+78MV6ONM8KtfNZromiG6SMStAIV3qhJAYrnOCQRn2qb+wPD3/AELmk/8AgKKSpTXUqWNoS3g/v7nlVv8AEh7MutrpuIo7OK2shJcbmgaNXVZGO0Bm/eN0C9h2rC8VeIf+El1kXiWi2cKRiKKBX37BksecDOWZj0HX8a9y/sDw9/0Lmk/+Aoo/sDw9/wBC5pP/AICih0ptWbHHHUIy5lB39TwvxT/yGIP+wdY/+kkVa9v46htrHTTFpTf2jptnJaW9y1zmNd+QXMezJOGIHzY74NeyXmh6FLOrTaBpkjCKNQz24JACAAfQAAD2AqD+wPD3/QuaT/4Cij2Mk7ph/aFKUVGUXoeXx/Em3tIrCLTtAjtYra5WaSKOVQso8kxMvyxg/MCTuYsc9zxgj+Jzb7kTaSrxT3TyhFuNpjiMHkCNTt4IXHzfXjmvUP7A8Pf9C5pP/gKKP7A8Pf8AQuaT/wCAop+zn3I+t4f+R/eeLaj4ot9R8QaffmwnihsbVLaONLwiUbAQjiULwwJBzjGV6Y4raPxNWa5hkutIklFrcQXUDrebZXkji8vdM+z95kYzgL0x0r0/+wPD3/QuaT/4Ciqn2bwb/av9mf2X4f8A7Q2eZ9k2J5u3+9sznHvil7Kfcp42g0k4P7zz/wD4Wo0kelrdaOr/ANmyRTRGO42ZkXcGJ+U8ENgD+HHU5xVax+IdtAtobzQku5bTeYpnmVmQtOZcjfGwHXbnGcDIK16p/YHh7/oXNJ/8BRR/YHh7/oXNJ/8AAUU/Zz7k/W8P/I/vPLf+FjW76xYapPorPdWE0rxYvNqbXkZ8bdn3vmxu6Eds4xT1vx0Na03UYG0wQz6j9naeZZ8gvECMhdvAK7RjPGPfj17+wPD3/QuaT/4Cij+wPD3/AELmk/8AgKKPZz7jWNw6d1B/f8/zPC7r/kR9M/7CN5/6Ltqs+HfFS+HdPuYoLIzXNxcW8plebCBYZFkVdm3OSV5O7oenr7k+h6EdPhjOgaYYlldljNuNqkhMkD1OBn6CoP7A8Pf9C5pP/gKKXsZXumX/AGjTceWUX/TueU3HxCia2uLa00p4oZ7a8i/e3fmOr3LKzNu2D5Rt4XHPc1P/AMLPP9oR3X9kn5L4XZX7V1/0UQbc7Pbdn3xjvXp/9geHv+hc0n/wFFUtRg8F6OIjq2m+HrETNtiNyiR7z6DcRk/Sn7Ofcz+uYf8Akf3ni2i65/Y9nqsH2fzv7Rsza7t+3y8sDu6HPTpxXSW/xKFs0EyaSTcYs0uGN18kiW5yoRdvyEnGTlh145zXo62vg5tVbTF0vQDfqnmNaCNPNC/3imc45HOKt/2B4e/6FzSf/AUUlSktmXLHUJu8oP7zym28aIvgvXraV1+23ty5tEIZ3ijmOZvmxjBCqOucknFYOif8gfxF/wBg5P8A0rt690/sDw9/0Lmk/wDgKKnt9D0JILpY9A0xFeIK6rbgBxvU4PqMgH6gUexk92Cx9KKfLF6u5886TrF7ol99r0yVYptjRktGrgqwwQQwIOR7VeHjHXBcPKbuNg8KwGBraIwhFIZVERXYMEZGF4OfU17j/YHh7/oXNJ/8BRR/YHh7/oXNJ/8AAUUvYyXUp5jRbu4fkeHy+M9fncNNqLSMBOoZo0JxNjzB074H07YrPh1a8g0mfTI5FNncOsjxvErfOAQGUkEqcEjII4OK+gP7A8Pf9C5pP/gKKqXFr4OtL63srvS9AgurrPkQSxoskuOu1Sct+FHsZdwWY0VoofkeMQeMNct4ooor7EcUCW6RtCjKEV968FcEhuQx5HrSr4y15ZC/24HdJPI6tBGyuZv9buUrhg390ggdgK9mtbXwbfXdza2Wl6Bc3Fo224hhjR3hPPDqDlTwevpVv+wPD3/QuaT/AOAoo9jLuH9oUf8An3+R4evjTxAlxdTJqLK915XmlYkAxH9wAYwoHPC46ms3U9Tu9Y1GW/1GXzrmbG99oXOAAOAABwAOK+gv7A8Pf9C5pP8A4Cij+wPD3/QuaT/4Cij2Mn1Gsxoxd1D8juaKKK6jwwrmbv8A4/Jv+ujfzrpq565uHW7mAEfDsOYlPf6UAeKJ8PvEAkmthZoun6rcXM+pRmZOWinmlt+M8+Z5kQPoI8Nirlp4c8YjVNCtfJvLGwt7SC3upbfUG2lPshjk+Xz9oZZCMbYs/KGD54r0m38UWF1r13otvcQvqFmivPD9nxsBAI5K4PDKcAnG4Z6itH7S/wDdi/79L/hQB5/8N5dX1LRb7UdeuWvvn+wQIsm+OZLcGNpQCdu6SQSEn02jPFR+FvCs1zY3cGt6Xd6SI9XuL62TzICHjlkZgn7tnwAuAy8DnjOMjs4/E9nJqyaZu2XkiyskUlkyb1jKh2BZACMsuDnBzxmiz8Uaff6rfabZ3MMt1YBTcoLcYTdkD5iu08qwOCcEEHBFAGfocbWEM+hxWMxsNLgigguJcA3R2ZZQNqqcDaNw4JJHBU1wttoWvzXw1268MXVvqA1W3uprKOe28s20UcsUcUREuGZRIHJfZk8DoBXomj+NNG1+3in0nULSdJ5XihzEEMrIMsFDKC2BzkZGOauaVrttrelW+paZJFPaXKb4pPs4XcvrgqCPxFAHm+neG9X0q88GyDw/LLJYS3E19LBJbjyVlEwSLLSAt5Zm5wCuN20nOKueD/DXiPSvH99qet2lmUvLELNeW92ZPNm8+R8bSikYVlXHQKq/MxzjstU8Xabot5b22pTpDJcOiIRaF1Uu21N7KhVNzZALEA4OOhqCHx5ok97cWsd7F5lusjOWtCqMI22vscptk2sQDtJweKANeremf8hKL8f5GubufH+hWfhi28Q3N/DHpd0VEM5tTly2cALs3dj26Amun0+Uy3yI6xlWBBAjUdj7UAbtcl8Q9L1LVNK0z+yLSe4mtNTiuWa1kjS4hVVb54fNZYy+SBh8qVZuCcCuo+yW/wDzwi/74FZ+s6lo+gWaXOqKESWVYYkitWmklduirGilmPBOADwCegoA8ftPAXi23GhxnQwjwQaekvk3MZt5TDdNIfte6UvuRSHHkhgXZgSy4A6X4a+F/EGi+KJZ9W0x7S0XT3t182aN0hc3LSBLba7P5RDkky/PkIBgfKOjXx54NdrIJdq4vliaJksZWVBK5jj8xgmItzgqBIV5B9Kv6V4i8O61q91pmnOsl5axrK8b2rx7o2JUSIzKBIhKn5kJHvyKAN6uf1P/AJCUv4fyFbf2S3/54Rf98CsfUJTFfOiLGFUAAGNT2HtQBRoqX7S/92L/AL9L/hR9pf8Auxf9+l/woAirjbrTdet/H0l5pv2v7Ldvb+bIDbG2ESAh0cMPO3Y3Fdny5cZ/irt/tL/3Yv8Av0v+FZzeJ7Rdc/sgCR7zaGYR6c7xoCCRukCFFzg9WFAFyipftL/3Yv8Av0v+FH2l/wC7F/36X/CgCKpbb/Wn/rm//oJo+0v/AHYv+/S/4VLb3DmQ5Ef3HPESj+E+1AFWipftL/3Yv+/S/wCFH2l/7sX/AH6X/CgCKuY8WW2pX89na6fa300Qljkfa1uLUlZFYeduYTfLt3fu+vQ7uldZ9pf+7F/36X/Cs/UPEtrpd1BBeh0M7KqSLp7vECzbQGkVCiZJA+YjrQBz2j+H9a07xlPfXd5Z3VrcRSNJJHaNHIzs42qSZWzhVUZ2gYUCusqjaeK7C+1aTTbaTdcx+Z96yZEfy2CvscoFfaxAO0nB61p/aX/uxf8Afpf8KAIqKl+0v/di/wC/S/4UfaX/ALsX/fpf8KAC5/1o/wCuaf8AoIqKrVxcOJBgR/cQ8xKf4R7VF9pf+7F/36X/AAoAioqX7S/92L/v0v8AhR9pf+7F/wB+l/woAirjdI03XrDxpd4+1jTri7luJnkNsbeRWQbNmB53mA7VO/5cI2P4a7f7S/8Adi/79L/hWda+J7S91a4062Ejz2xKyt/ZziJWABK+aU2E/MOA2aALlFS/aX/uxf8Afpf8KPtL/wB2L/v0v+FAEVFS/aX/ALsX/fpf8KPtL/3Yv+/S/wCFAA3/AB5x/wDXR/5LUVWmuH+yRnEf32H+qX0X2qL7S/8Adi/79L/hQBFXO+M4b+80VrPTrbUpzcK6SLYtbKGUqRskMzAhDnkx4bjgiun+0v8A3Yv+/S/4VQ1bxHbaHbrPqCyCI5y8OnvMEAGSWMaNtGO7YFAHPW8OoP4stVvNAlhtbMbkvLZ4fJkmaLa0jAyeZgDKAbSecnoMdXVeLxDZ3GrSaZBPBJdxxCV0SEEKpx1bbjOGU4znDKcYINXftL/3Yv8Av0v+FAEVSw/6q4/65j/0JaPtL/3Yv+/S/wCFSxXDmOfiPhAf9Uv94e1AFWipftL/AN2L/v0v+FH2l/7sX/fpf8KAIq5jxDHeXOuWVtHoNxdWJeCe5vbd4AxaKXfFGd8ittVxvJAbjgD5jjrPtL/3Yv8Av0v+FZ174osdO1GCyu5Ak05QLtsyyKXbYm9whVNzfKu4jJ4GaAMXREvZfE93cX2g3GmxxxtBavvgMJj8zJPySFt7k7uVAAXGc5J6aq9l4gtNSuru3sZoZpLOTyp9sA2q3cBtuGwQQcE4IIOCCKu/aX/uxf8Afpf8KAIqKl+0v/di/wC/S/4UfaX/ALsX/fpf8KAOmooooAK5m7/4/Jv+ujfzrpq565uZ1u5gs0gAdgAHPHNAHk2o+A9dtrO51ddR+2ajNHf/AGy0CgxmOeNvlhKxiRmBSEAMSPlOMVU0X4bajd6ZZS6ja6daQzTadcXOnhnKyCFHEryAoMySeYAykEHbhmauuj+LGmSaVrN9nUlGkXAt5YSB5kzGQxqYxuwwZ1YDJH3T0xWvp/jnStQWzWPW4Yrq7tkuY7Ka7VZwjR+Zym7PC8ntgE9KAOa8P+B7/SPGZ1WSW0+y+bfuscTNuCzyRsgxtA4CHPPHGM0t/wCFdf1LxB4jlEtjY2msWUVnHcRzySyxrGX5MexB8wkI4cFexNdaviaK50uW+0m8fVo0bYF0+YSl34+UENtB5HJIABySBzWBL8UAnh7+2o9K1ua0SVoJ9jQb4ZVl8ryypmBZi2ANm4HI57UAc7pvw11G01bTr7UE0W/az1m4vNoiaILDKOCuQ/zKwDBegIHzfxU/wx4G1rwXBZvpMOmtdNYW9nd7CwR5BOWeZuFLYjZgD97OBjFdZZ+P4ry+htwuoQiaaaBXlVuJIpvKIOMgAsDg5/rjV1jXrnSNPa6EN/fFf+WNqQWwASTlmVQAAepHYDJIBAOc8VaPrus61pgtoNPudFtHW5mt57t4XmnVspnETgovDbeMtjPA5z9F8I65pOpW07f2fPFpUd8tiBcOrXJuJlk/efuz5e0Lj5d+Sc8dK04vinYTm0e3GpS21wlq8l0oUR2xuTiJZMuGyT12hgMjJGavW3j22uLLWrpjqFvHo0hjuBMpVnIQONi5ychhgEA5OMUAcHcfDPxLe+AtP0aS/wBLguNOtHtUiIkmikLMp83f8hRsArja4AJ9ePX9I3JdwfaHQuqne6rtUnackAk4H4msrw94n/4SXQLbVrJruGG5DFY5zh1wxUggEjqD3rc064me/jV5ZGU5yCxI6GgDX+12/wDz3i/77Fcx470mbxHpFlb6bNYu1vfxXMkU90YPMVA3CTIrPC24qQ6DdwRkZJrrKyvEPiC28OWENxcwz3MlzcR2ttbWwUyTyucKi7iFHckkgAAknigDyy3+GmuwNoW7UdFd9Ngso0uUmMZtvJuGkYeUsW26GzaFMhTawLgKWJrsPCmm6zbeLtW1rxSNHkuL1BFFc2moPIYYEbMcCxtEoUfM7M28ksemMbdTUPGkek3WlQ6louqW41GaG380pEyW8srFURyshySRyU3gcZIzT9I8a6Zrfi7VvD1jHcm40pVaWdkAhkyzKQhzklWVlPAwVI5xQBufa7f/AJ7xf99isPUiG1CQqQQQpBHf5RXQ1h6jcTJfyKksiqMYAYgdBQBQoqX7Xcf895f++zR9ruP+e8v/AH2aAIq5m90G/m8ZQanZJHaxKyGe5XUp90yKD8jWwXyj1xuLEjORyBXV/a7j/nvL/wB9msbUPFl3pur2tlLp2qSRXU6QR3ccsJjLMCfumUScAMT8nRSelAGpRUv2u4/57y/99mj7Xcf895f++zQBFUtt/rT/ANc3/wDQTR9ruP8AnvL/AN9mpbe5naQgzSH5HPLn+6aAKtFS/a7j/nvL/wB9mj7Xcf8APeX/AL7NAEVc54m0fUdXvLIWUUAihdHNxJfyp5ZDhs/ZwhjmxtBG8jB6YPNdR9ruP+e8v/fZrL1bxNcaPNB59tqEttLIkb3cUkflws7hFDAuHOSw+6rdaAOf0Lw1qmneK59Quvsghc3BaSOZnafzJAy4iKBYMAfNsJ3kBm3HmuvqjbeKBd69c6VBJdNJbpuebP7snIBUHOSRkZ4xzjOQQNP7Xcf895f++zQBFRUv2u4/57y/99mj7Xcf895f++zQAXP+tH/XNP8A0EVFVq4uZ1kAE0g+RDw5/uiovtdx/wA95f8Avs0ARUVL9ruP+e8v/fZo+13H/PeX/vs0ARVzNloN/b+M5tRjSOzspDI0oj1Keb7UxAAJgZRHERgHcpJ4x0Jrq/tdx/z3l/77NZVh4nudQ1e8s4bTUVhtJDE968kflM4CnaAJC/RupUDrzQBoUVL9ruP+e8v/AH2aPtdx/wA95f8Avs0ARUVL9ruP+e8v/fZo+13H/PeX/vs0ADf8ecf/AF0f+S1FVprmf7JGfOkyXYE7z6LUX2u4/wCe8v8A32aAIqwPF2l32saWLOwtoZw+7f52oy2oXK4GRGjCVeTlH+U9wa6T7Xcf895f++zWZrviS50Kwa9a11C8giVpJ2tpYx5KKMlm3yLkYz93J46UAZkdjrcfiy1uXhsZbCGzNs9x9pZZnJ2sW8oR7R8y4xv6HPtXQ1nDxXJ/bsOnPBqMa3GVhu3wIpXCbyo+bfnbk5K7eCM54rW+13H/AD3l/wC+zQBFUsP+quP+uY/9CWj7Xcf895f++zUsVzOY5yZpDhAR854+YUAVaKl+13H/AD3l/wC+zR9ruP8AnvL/AN9mgCKuf1yz1q91mxW2tdPuNJhZJpUnu3ikaVXypwInBVcBgMqSwHIA56X7Xcf895f++zWVqnimXSr23hng1GSGaSKNruMr5UTSyCOMNlgxJYgfKGxkE4BBoAp6Za6xF4n1O6vraxjsrkKIXhu3kkOzIXchjUDIJJwxwRjnrW5WfY+KJr3WJ9Okg1G0kjQyRPcFQs6BtpZQGLAZx94KTkEA1q/a7j/nvL/32aAIqKl+13H/AD3l/wC+zR9ruP8AnvL/AN9mgDpqKKKACuZu/wDj8m/66N/Oumrnrm5nW7mCzSAB2AAc8c0AebD4WRfbra5bVXPlNdvLGIMLOZXleLPzf8sjO5HqcHjFJ/wrS8a80tpvEcstppsUSRWzQybQUtzCSF83YAdxbJQtk43Y4rUj+LGmSaVrN9nUlGkXAt5YSB5kzGQxqYxuwwZ1YDJH3T0xWvp/jnStQWzWPW4Yrq7tkuY7Ka7VZwjR+Zym7PC8ntgE9KAKUHhu90/4fW/h3R9WFnd29nHbR6gLbdtKgAuI9w5IB78E55xVSz8FSxadoVhdXtqbPR7r7SILS0aJZmUHy926RzkOS5OTuODxjJ6EeKbebSJ9S0/UG1K3hyCbGXzizD+EbTjPI6kAZycDmsif4jwweGtP177Nq0mn3sccplQL/o6yMqqXy4ycsOE3H2oA1W0uziWWW00+zFwWaVSYwu6QnduJAJyWAJPJ71i6x4c1rWvBdto02vJFdsiLqF0bXcLtcfvE2oyFFY8EqQcZHGc1btPH8N3fw24F/EJpp7dXkVseZFN5JBxkAFgcEn9c41NY1650jT2uhDf3xX/ljakFsAEk5ZlUAAHqR2AySAQDk5fANxcagJZtUtktZms3u7W3sDGrtbOWjER8w+Wp+UFTu4XgjNCeAryebVTqWujy9Rv4r/FjZiJo5YwgQfvGkVl/dqcFeozntVyL4p2E5tHtxqUttcJavJdKFEdsbk4iWTLhsk9doYDIyRmr1t49triy1q6Y6hbx6NIY7gTKVZyEDjYucnIYYBAOTjFAB4R8PN4W8M22kPfyX5gLkTPGqZ3MWxgfX3/pXS6aQuoRliAAGJJ7fKayPD3if/hJdAttWsmu4YbkMVjnOHXDFSCASOoPetzTriZ7+NXlkZTnILEjoaANf7Xb/wDPeL/vsVznjXw5ZeMdItrSW6sVe0vI7uIXlutzA7KCNskW5d6lWbjcOcHtiuorFu/FFpZ+L9P8Oy292bnUIpZYphEBCBGAWBYkZOCOgPvigDkIvhwkUPh+3XXNORNFZHW6isNl5kOztHHN5uIoW3bfL2thPlyetXfCPgG18IeJZtSt/E91fW8litmttdrBuGJHkLtIiqWOZGPIzlmJLZGNG18eLe32oWFp4d1qS/sVhla0ZYI5JIpd2yRd8oAHyHKsVcd1znEWn/EnTNQtfD1wum6pCniCdoLUywphCA5Bdg5XDCNiNpbIweARQB1f2u3/AOe8X/fYrD1IhtQkKkEEKQR3+UV0NYeo3EyX8ipLIqjGAGIHQUAUKKl+13H/AD3l/wC+zR9ruP8AnvL/AN9mgCKs+bSzca/bajNPujtYXSG32cLIxGZCc8naNo44DN1zxq/a7j/nvL/32azLvxStnr1jpDSXUlzeEgGNsrF8kjguSeNwikAwDkqfrQBeoqX7Xcf895f++zR9ruP+e8v/AH2aAIqltv8AWn/rm/8A6CaPtdx/z3l/77NS29zO0hBmkPyOeXP900AVaKl+13H/AD3l/wC+zR9ruP8AnvL/AN9mgCKsDxB4cm1vULOZJ7GBLYgiVrEvdR/MC3lTeYPLyAAflPvnpXSfa7j/AJ7y/wDfZrL1bxNcaPNB59tqEttLIkb3cUkflws7hFDAuHOSw+6rdaAM7T/B9jpfiI6rZTXi5idDBJeTSJud95YBnKjnPAGMnNdBWTp3jQalrsmmRR38ZXz/AC7h3Ty5TDII5AArlhhmA+ZVz2zW39ruP+e8v/fZoAioqX7Xcf8APeX/AL7NH2u4/wCe8v8A32aAC5/1o/65p/6CKiq1cXM6yACaQfIh4c/3RUX2u4/57y/99mgCKipftdx/z3l/77NH2u4/57y/99mgCKuct/Cvl+Mn15zp0bYcD7Jp/kzy7gBiabefMAA6bV5APbFdR9ruP+e8v/fZrKsPE9zqGr3lnDaaisNpIYnvXkj8pnAU7QBIX6N1KgdeaANCipftdx/z3l/77NH2u4/57y/99mgCKipftdx/z3l/77NH2u4/57y/99mgAb/jzj/66P8AyWoqtNcz/ZIz50mS7AnefRai+13H/PeX/vs0ARVh+KNBm8QWcVvC+nIEYvvvbA3LRtjCvGRImxxk4bmuh+13H/PeX/vs1ma74kudCsGvWtdQvIIlaSdraWMeSijJZt8i5GM/dyeOlAGbbaHqsHiRL6XVre5so4hDFBNZsZo12gHEolxuZgCWKEnpxXQVnDxXJ/bsOnPBqMa3GVhu3wIpXCbyo+bfnbk5K7eCM54rW+13H/PeX/vs0ARVLD/qrj/rmP8A0JaPtdx/z3l/77NSxXM5jnJmkOEBHznj5hQBVoqX7Xcf895f++zR9ruP+e8v/fZoAirD1bSNVvtcsru11O0isrXDGzuLJpd0mT8+5ZV5C8AEEA84Jxjoftdx/wA95f8Avs1lap4pl0q9t4Z4NRkhmkija7jK+VE0sgjjDZYMSWIHyhsZBOAQaAKekaRqtlrV9e6lqdpepdZ2hLJopY1DZRN/mspVQWGAoJJyTnOdyqmn+In1G/vrWL7bE1lIEZpgUEmc8qCc4yCMkDOMjKkE6H2u4/57y/8AfZoAioqX7Xcf895f++zR9ruP+e8v/fZoA6aiiigArnrm2na7mKwyEF2IIQ8810Nczd/8fk3/AF0b+dAHAD4RP9utrlr64PlNdvLGLUhZzK8rxZ+b/lkZ3I9Tg8YpP+FU6o15pbTa3cy2mmxRJFbNby7QUtzCSF83YAdxbJQtk43Y4qbRviNa351CTUPsFpDZ3L2oigvGubtnEpjXNuse4biMjBYn0qSb4maJb6tDDKzjT5bE3YvlilYRkSmJlkQJmMAg5Z8AHg4NAG3pvha/0jwPa6DYyfvrWzS2W5ltGZSQoBYxhgeeTjd361zknwu1afwppWhT39qV0xFjivo9IdbqIKVw0MnnHynwoywB+nGK2PF/iW68L6YL+HTFvrdHRZs3Plv87qgWNdp3vls7TtHvnioNA8YHXfEup6WI9Oh/s+aWIouob7ptjBd5g2Dahz13HnA70AdA2gpEsstppEAuCzSqTBt3SE7txIUnJYAk8nvWJrHhHxHrXgu20abV2iu2RF1C6NkWF2uP3ibUZCiseCVIOMjjOak8YeIbrwxoM+qW2nR3sVtG0s3m3XkAKMDap2sWck8DABweQcA5sXjySbXktV0dxZS3z6fHMZwJjOsHmkGIqAF4K539R0A5oAWX4b6jcagJZryNLWZrN7u1t9NaNXa2ctGIj5h8tT8oKndwvBGaE+HGqTzaqdS1aTy9Rv4r/FjYeU0csYQIP3jSKy/u1OCvUZz2qGT4hmDwTda3NpWLqG8ms47BbkEyyROwbD7eBtR3PBwFPWur0m+/tTRbK/8AL8r7VbxzeXu3bdyhsZ4zjPWgCr4R8KXfhbwzbaQ89xfmAuRM8ATO5i2MD6+/9K6PT4Jor5HkhkVVBJJQ+hqjVvTP+QlF+P8AI0Abf2lP7sv/AH6b/CuX1rQdR1Lxvouu2mqQW0GlLKgtZNLlkaQS7RJ+8EigcKNvy8HJO7pXW1z9/wCJ5rHx1pHh9tNLQ6nDPIt6ZwNrRAEqEwSfvDkke2aAOc0/wTrVtoniGzvPEsM97robz9Tj0aSO4DMNvUysu1Y/lRVChevJzm9rfhOe8PhqLQtQg02z8PSpLBBNpck+8pG0SrkSJhQjHjHXHPaq1n8Sbq803xLcw6HDcNoUSyj7HqSTRSEqzNG0u0BJEC/Oq78ZGC2Rlmq/FCTT7W2ubfRVuIV0m31fUN15sa3gmfaBGNh81hhzglBhRzzQB3n2lP7sv/fpv8Kx9QgmlvneOGRlYAghD6Ct2uf1P/kJS/h/IUAQ/ZLj/nhL/wB8Gj7Jcf8APCX/AL4NRUUAS/ZLj/nhL/3wa5+/8CQ3viK01lRqENxBdrdSqlzOI5SsLRgbA4Req5IXkAqchjW3WFqmsarp+uWNrFptnPaXtwsCS/bnWYfKWdvL8orhVVj9/nA7nFAHRfZLj/nhL/3waPslx/zwl/74NRUUAS/ZLj/nhL/3walt7adZCTDIPkccof7pqrUtt/rT/wBc3/8AQTQAfZLj/nhL/wB8Gj7Jcf8APCX/AL4NRUUAS/ZLj/nhL/3wawPEHhK+1vULOZBbQJbEEStpzPdR/MC3lTbx5eQAD8p989K2qwde8RS6LqWn26w2Uy3kixiJr0pcvlwpMUOw+YFDBj8wwM0AM0fwRf6Z4kn1SS581ZTLkJZsk0299y+fIXPm+WPlT5V2jgccV032S4/54S/98Guc03xFLfeKL7SJIbJhaqzmWzvTOY/mAVZl2L5TsDkLls7W54yd6gCX7Jcf88Jf++DR9kuP+eEv/fBqKigC1cW07SAiGQ/Ig4Q/3RUX2S4/54S/98Gi5/1o/wCuaf8AoIqKgCX7Jcf88Jf++DR9kuP+eEv/AHwaiooAl+yXH/PCX/vg1ztv4LuI/GT688NnG2HA+yaYYZ5dwAxNNvPmAAdNq8gHtit2sG38RSy+MZtDeGycRxtIXtr0yyxY2lfOi2Dy9wbI+Y5x+QB0f2S4/wCeEv8A3waPslx/zwl/74NRUUAS/ZLj/nhL/wB8Gj7Jcf8APCX/AL4NRUUAWmtp/skY8mTIdiRsPotRfZLj/nhL/wB8Ghv+POP/AK6P/JaioAl+yXH/ADwl/wC+DWJ4o8L33iCzit4Y7NAjF997prXLRtjCvGQ6bHGThua1qwvFXiCXw5pyXccdjKCxXy7q9Nu8rYJCRAI3mSHBwvGaAH23hjXYPEiX0t+lzZRxCGKCawczRrtAOJRJjczAEsUJPTit/wCyXH/PCX/vg1zcutatD4lsdPfS7Q2t6XKyrfN50caJuZ2i8rAAYqvDnl198b9AEv2S4/54S/8AfBqWK2nEc4MMgygA+Q8/MKq1LD/qrj/rmP8A0JaAD7Jcf88Jf++DR9kuP+eEv/fBqKigCX7Jcf8APCX/AL4NYereHddvtcsru1vIYrK1wxs7jT3l3SZPz7lkXkLwAQQDzgnGNesbWNYvtLvLUR6ak9lLNDDJMbjbIGlkCDZGFO7bnc2SuF5GcEAAl07QNbtfEWoX93cQz212AEgisHjePafky5kYN8pIPyjJwRjpWz9kuP8AnhL/AN8GuY0fxPcanqsME2nLBa3kM09lOtx5jSLG6qd67QEJ3gjDNxnODxXRUAS/ZLj/AJ4S/wDfBo+yXH/PCX/vg1FRQB1dFFFABXPXNtO13MVhkILsQQh55roaKAPMrn4bWN34Zk0OaK8e3e9a+DvGjskrSmQ8MhQjJIwykYPOetUZvhJYzW6QCbUoYvshspo7aGCFJ4TIZGVlSIKuSeSgU4HXJJPrdFAHnev+Cpde1DTrs3uqWL6azPBHbRxGMORjeUkjcFgMgHtk4xk1W1HwFeahdzXr6xqxvPs81vaStHGoslm27zH5aId2FABYtjAPJr02igDzvxB4Kk8Qf2d5l5qloNPk86MQLGwkcY2s4ljcMVxkccE56gEV4Ph5HBrP9o/adUkYTtdrC4jMa3LReU0wAjzuK5OM7AWJCivTKKAPJ0+FFk2mTWV7c61eLJLPMkrTeS8LzbvNKmFUzu3HIYMO2MZFdPpWhto+kWmnWsV08NrEsSNNudyFGBknqa7GigDmfslx/wA8Jf8Avg1Z0+CaK+R5IZFVQSSUPoa3aKAIvtKf3Zf+/Tf4Vz2q+GotV8WaZrx1fVrWbTAywW8EMXlEPjzA26FmO4KAfm4A4wea6aigDim8C2sqaxJda7rc99q9qlncX7wwiVYF3fIqrAIxncwJKFueCMDFeT4a6VPb2cNxq2tSpBZx2E4ZIx9tto5PMjilxCOAcjKbGIJyTnNd7RQBF9pT+7L/AN+m/wAKx9QgmlvneOGRlYAghD6Ct2s7XtctPDmjy6lqPmfZ4iA3lrk8nHSk2krsuEJVJKEVdsyvslx/zwl/74NH2S4/54S/98GmWXj2yvry3to9J1pDO6osklgyoMnGS3Ye9V5fifoaXU0NvBqN2IXKNLbWpdMj3zUe1h3OtZfim+VQZb+yXH/PCX/vg1TbQmk1qPU5I7lpooGgjQr8iBmBZgMfeO1RnPQcYyc2v+Fh6GfDba2rXDW0c/2d0EX7xJOuCpNVovifob3EEU1vqVqJ5BGktxaFEyenOaPaw7gsvxbvam9PIt/ZLj/nhL/3waPslx/zwl/74NaWneIbLU9Wv9OtvM8+wYLNuXAz7HPNUrjxtpNsNXMvn/8AEnx9pwg79NvPNVzxte5isLWcuVRd9Pxtb77oi+yXH/PCX/vg1Lb206yEmGQfI45Q/wB01LpPi/SNZ0CbWLSci1t93m+YNrJgZ5H0pvhjxhpni2O5fSfO22zKr+am3qCRjk+lJTi7JPccsLXipSlBpR0fkV/slx/zwl/74NH2S4/54S/98GrHiDxhp3hu6t7a+jupZbhS0a28W8nHtmq+lePdI1fUvsEUd5b3BjMipcwGPeB1xVnMH2S4/wCeEv8A3waytY8L3OtSRrPd6hFaKVMtnFFH5c+1t3zFoy46D7rLVyL4k6XcKzWum6xcIrFC8NizrkdRkGreoeONM057SKW3v5bi7i81LaG2LSqv+0vagDHtvC1xFrv9q3V1qF9MiSR26TxxhLdJGVmVdkakj5EHzFj8v1zrfZLj/nhL/wB8GptL8aadqkt1CkF7bTWsXmvFdW5jYr6gGs+D4laZdW6z2ul61PCwyskVgzK30IODQBa+yXH/ADwl/wC+DR9kuP8AnhL/AN8GtHWfEdhoOjLqWomRInKhUCfOxboMev8AhTbHxPpuo+G31u0d3tI0Z2+X5l29Rj1oAq3FtO0gIhkPyIOEP90VF9kuP+eEv/fBqgPipoZg8/7Jqnk4z5v2Q7QPXOcYrU1Pxxo2l2tjPK80/wBvTfbx28Rd3XucfjQBF9kuP+eEv/fBo+yXH/PCX/vg0mlePtI1bUhYRx3ltctG0iJcwGMuFGTj8BWnpHiGy1vQv7WshL9m+f764b5SQeM+1AGb9kuP+eEv/fBrKXwvcNr6apdXeoXXk7/s9tLHGIoCwwSpWMOeMj5mbr64I6zQ9ZtfEGjQanYb/s8+7Z5i4bhip4+oNV7nxNYWmuS6TL5v2mK0N42F+XyxnvnrxQBQ+yXH/PCX/vg0fZLj/nhL/wB8GpvDnjbR/FEs0WmSSCWEZaOZdrEeo55FQt4/0RNCbVXeZYBOYFXy8u7jsADQAfZLj/nhL/3waPslx/zwl/74NQ2vxH0W51C3s5Ib+0e4fZG1zbGNS3pnNdZQBzzW0/2SMeTJkOxI2H0Wo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In a three way race in which only the top candidates
(including Rob Ford, should he return) contend, Chow wins with 4-in-10 votes
(40%) to 3-in-10 for Tory (29%) and one quarter for the mayor (25%). Once
again, few are undecided when Ford is included (7%).
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)
Tory, Stintz only second choice
candidates
In a highly polarized field, only John Tory (15%) and Karen
Stintz (14%) are seen as acceptable second choice candidates. Among Rob Ford
voters, very few have a second choice, and most say they don't know (86%).
Stintz voters are most likely to vote John Tory second (14%), while Tory voters
are most likely to also vote Chow (25%), followed by Stintz (18%) and Ford
(13%). Karen Stintz (27%) and John Tory (33%) are the second choice of Chow
voters, while Soknacki's supporters are especially unlikely to support any
other contender (90% don't know - caution, small base size).
Ford with highest negatives, Chow too;
Soknacki lowest
Rob Ford has the highest negative score (52% would never
vote for him), followed by Olivia Chow (22%). Ford voters are least likely to
vote for Chow (51%), followed by Stintz (16%) and Tory (12%). Stintz voters are
most likely to say they will never vote for Ford (50%). Tory voters will never
vote for Ford (54%) or Chow (30%), which places them in the centre of the
ideological spectrum. Most Chow voters will never vote Ford (87%), while
Soknacki voters also shun Ford (64% - caution, small base size), followed by
Tory and Chow (13% each).
Ford Nation shrinks
One quarter of voters say they will vote Rob Ford in the
municipal election (with no other contenders mentioned - 25%), and this is down
from 3-in-10 two weeks ago (April 15 - 29%) and from close to 4-in10 in
previous months.
Strong approval for Mayor's leave
decision
Approval of Mayor Ford's decision to seek help in rehab is
almost unanimous (87%) and doesn't meet the approval of just 1-in-20 (6%).
Approval is highest among the Mayor's supporters (93%) and those who will vote
for him (92%).
Two thirds think Mayor should resign
Close to two thirds of Toronto voters think the Mayor should
resign (63%), and this is similar to levels noted last year (December, 2013 -
60%) and previously. Of note, 1-in-7 Ford supporters think he should resign
(15%).
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)
One third will vote Ford if he's clean
and sober
One third of Toronto voters will vote for Rob Ford in the
next municipal election if he goes to rehab and gets clean (no other contenders
- 32%). This includes one quarter of Stintz supporters (27%), one eighth of
Tory supporters (16%) and as many as one third of Soknacki voters (33%-
caution, small base). This proportion hasn't changed overall since last year
(Nov. 2013 - 34% will vote if attends rehab).
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)
“It appears there is finally a limit to what Ford Nation will
stand for, and the mayor may have passed it. If he doesn't rejoin the race,
John Tory is the beneficiary, as Ford voters will not vote Chow. Her support is
focused at the left hand end of the political spectrum, whereas Tory appeals
across the middle. Nonetheless, the mayor's decision to seek help has touched a
strong sympathetic nerve, especially among his supporters," 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.