Liberal majority seen
TORONTO JUNE 9th,
2014 - In
a random sampling of public opinion taken by the Forum Poll™ among 739 likely
Ontario voters three nights before election eve, more than 4-in-10 will vote
Liberal (42%), compared to just more than a third who will vote PC (35%). This
represents a very slight increase for the Liberals from last week (June 5, 39%)
and a commensurate slight decline in the PC vote share (from 37%), both of
which have contributed to widening the gap between the two parties from a
virtual tie to a Liberal lead. The NDP have the support of one fifth (19%, stable
from 17%), and few will vote Green (3%) or for other parties (1%).
The Liberal vote is common to the youngest (47%), females
(46%), the least wealthy and the wealthiest (44% each) in the Toronto 416 area
code (54%). PC support is characterized by the oldest (43%), males (44%), in
lower income brackets ($20K to $40K - 46%) and in Eastern and Southwestern
Ontario (40% each). The NDP's support is highest among younger groups (35 to 44
- 26%), females (25%), the least wealthy (39%) in Southwestern (22%) and
Northern (21%) Ontario.
Notably, more than one third of those who voted NDP in the
provincial election in 2011 will vote Liberal this time around (37%), and just
more than half will vote NDP again (51%).
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)
Liberal majority seen
If these results are
projected up to seats in a 107 seat Legislature, the Liberals would take a six
seat majority of 61 (up from 57 last week), while the PCs would capture 35
(down from 39). The NDP would take just 11 seats, the same as last week.
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Hudak's favourables inch up
Tim Hudak has the approval of
3-in-10 voters (30%) and this is a very slight improvement since May 28 (27%)
and since May 20 (25%). His net favourable rating (approve minus disapprove) is
a very negative -31. Kathleen Wynne has approval from more than a third (36%),
comparable to May 28 (34%), and her net is a negative -17. Andrea Horwath
enjoys the approval of one third (34%), which hasn't changed, and her net is
-13, which also hasn't changed.
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Wynne with ten point lead as best
Premier
Close to 4-in-10 voters
choose Kathleen Wynne as the best potential Premier (39%), considerably more
now than select Tim Hudak (29%), and this represents a sharp increase for Wynne
on this measure since last week (from 32%), and a small increase for Tim Hudak
(from 26% on June 5). In this case it is Andrea Horwath who suffers, as the
proportion seeing her as the best Premier drops from one fifth (18%) to
considerably less than this (12%).
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H/CRa3/ANBi/wD/AAKf/Gj+3qX8jD+wqn86Pe6K8E/4SLW/+gxf/wDgU/8AjR/wkWt/9Bi//wDAp/8AGj+3qX8jD+wqn86Pe6K8E/4SLW/+gxf/APgU/wDjR/wkWt/9Bi//APAp/wDGj+3qX8jD+wqn86Pe6K8Rudf1hfDllKuq3wka7uFZxcvkgJDgE56DJ/M1m/8ACSa5/wBBnUP/AAKf/GvcoVlXpRqJWueHXoujVdNu9j6Aor5//wCEk1z/AKDOof8AgU/+NH/CSa5/0GdQ/wDAp/8AGtjE+gKK+f8A/hJNc/6DOof+BT/40f8ACSa5/wBBnUP/AAKf/GgD6Aor5/8A+Ek1z/oM6h/4FP8A40f8JJrn/QZ1D/wKf/GgD6Aor5//AOEk1z/oM6h/4FP/AI1h+P8AxX4is/DeiS2ev6pbyS3d4sjxXkilwqW+0Eg8gbmx6ZPrQB9OUV8Tf8J54v8A+hq1v/wYzf8AxVH/AAnni/8A6GrW/wDwYzf/ABVAH2zRXyRZn4o6hp9reWmvarJHeRvJax/26BNOqZ3bIjLvYjaeApNc8fHfjAEg+KtcBHUf2jN/8VR1sHmfbFFfFCeOvGMkioninXGZjgAajNyf++q3fEF18RfDZunvPFOqzW1teGxe5g1aVkMwQOUALBuAeuMZ4o/r+vvA+uqK+Jv+E88X/wDQ1a3/AODGb/4qj/hPPF//AENWt/8Agxm/+KoA+2aK4n4PX95qfwn0e81K7nvLmTz989xIZHbE8gGWPJwAB+FdtQAUUUUAFFFFABRRRQAVkeIPFOj+F4IZtcumt0mZgmyCSUnapZmIRSQoAJLHgDqRWvXL+PfDkfiTQ1gXTRfXiuUt2a4eFId4KO7lHVmj2k7kGd3Ax3CY15m5batY3mo3Njazia4tVRpwikqm8ZUFsbckc7c5wQcYIzcrz7wVofinw/4tvbK6Mkmg/vZBPL5GJ5D5WyQFP3vmH97v3/KPlCAAAV6DVdEydQooopDCiiigAooooAwbLxZb6h4lvdIs7G9lWxl8i4vlVPIjl2CTyz82/O0j5tu3PGc8VNbeLvDd5ay3Nn4h0q4t4ZFillivY2WN2OFUkNgEngA9a5jUPA2o3vxIg8Q2cem6U0IkWXUbSSTz72NoyqxTQ7QhCttO4uxPlrgL0HLQ/Cjxbcx3J1a9sZJpk01Xkk1O5ujM1vP5srnzE+TcCcIvygnHHWiOtk/6/r+r7hLS7X9f1/Vtj1Gy8WeHNSnjh07X9Lu5ZY2ljjgvY3Z0UkFgAeQCCCegwaoaj8QvDdjp7XdtqVvqapNbwvHp08czoZ3VY2YBuFO4HPp0zXNr8PNRtdWF+jWexNcv9UdYy29457do0GNvL5IyOmOhNcd4e+F3ibWfCvh64vIrHSnsdPtLeO2kaVZHC3aXDmVTGNjgJgL82SSSVzRHVq/lf53v9234hLRO3n+Gi/z/AAPbLfXdJu9Wn0u11Syn1C2G6e0juEaWIccsgOR1HUdxXCfHT/kR7P8A7CKf+i5KseDvAFz4e8SPdahbQXaxT3clpqH9rXLOizyFyv2Vl8pCc4LK3O0HGTVf46f8iPZ/9hFP/RclZ1P4fyOrCf7zH1PA6uadpd5qsssWnw+c8MLzuoYAhFGWPJ547DmqdbXhHVo9E8WWF9cn/R0k2T8E/u2G1+B14J4rhirux9TUclFuO5HH4Y1iWLTJEsmKas5SyO9R5pBwe/HPrisyWNoZnjkxuRirYIIyPccGvVB418P28NxbW985j0aNToreS4Mz/Z2jbPy/L87BuQOapWet28Xwxj1W4DLqaBtFjlI+/CWWQn/gKZX8a05It6PT+v1/M5VXqL4o76fm/wArfO55rRXq03jjR7rXLiW51JpLaLW7a6s90UhEcIB8xlG35eTyOpPODUFl400aSaxn1a7+0XFvd3nkyyxyEW0bqPJbjBCgjgLyvbHFTyrv/Wn+f4Mft6lvgf8AV/Ly/E8worf8X6s2s6tFPJPY3DJbrGZbIT4fBON7TfOzY4yc8YrAqDqi24ps6rw3/wAinq3/AF+2n/oFxT6Z4b/5FPVv+v20/wDQLin19Zlf+7L5nwOdf77L5fkhQCzADqeBV+TQ9RhuL2CS3xJYp5lwu9fkXjnrz1HTNUYyFkUnoCM12974rs59T18iWE29xAFtnS0CvI25DgsFDdj944/Su6pKaa5V/Wh5UFFrXy/U4arkumTQ6Pb6kzRmG4leJVBO4FcZzxjHPrXaT+INCF7czvdrdR3WqQ3ZiEL/ACxgEEHIAJBPQZz70j+ItOkaxW81qS6lgnuZBcKJkC7l/dgsAH254O3kdOlY+2np7v8AVv6Rr7KF/i/rX/hzjINMmuNJu9QRoxFaMiupJ3EuSBjj2qnXpQ8WaDHcSyS3CzPLFaq0iRSHEibwZB5gJYrlSN2ScDqa87vG3X07G4+1ZkY+fg/vOfvc889ea0p1JSb5lYipCMUrO5DWyP8AkU7L/r9uf/QIKxq2R/yKdl/1+3P/AKBBXicSf8iyfy/NHs8P/wDIxh8/yZTqg2t6etrLctcYhhn+zu2xuJNwXbjHqQM9Kv1xc/hi7k029YRT/apNU8+OMXZCNH5qtu2btnQE8jP41+X0KdOb/eO2x+kYipUhG9NXev5HaUVx0GhX41iKV7PZcpfyTy6lvT97CQdsfB3dCowQAMUkHh69sfC+nSWlko1ezmEroGXdJ95SC2cH5W457AVo8PTX/Lxf1fz20/HVELEVG37j0v8Ah8t/6TZ2VV7q+t7LyftUmzz5Vhj+Unc7dBx9K5K18O6naRXEEcCSLZ2ksdg0zqwleXBbIz2II5wOfSqUfha92yGXSjJbpe288dtItuGdQpWUBUIQZ447gDOTWkcLRvrUVvl/n9/bXsZyxVa2lN31/BX7d9F3+Z29tqMV1f3lpGriSzZFkLAYO5dwxz6VbrjdQ8OXU+oalewWK/aGubSS0k3IGRU278HPy8A59cd67KuatThFJwd7/wCS/wAzoo1JybU1b/h2vyX4ovXX/Ir2H/X5c/8AoEFZdal1/wAivYf9flz/AOgQVl19xl3+6U/Q+IzH/e5+oVof2FqRs7S7FsfIvZPKgfeuHbOMdeOR3xWfXbaN4m063tdK0+/lLWixEz/IT5Eqyl0Ycc+hx2NegrHAzjJ4ZLe4khmXbJGxR1znBBwRTK7ew8QafDMXi1D7Io1GW4uV8tz9siJ+VeAc8ZGGwOabb+JdPW2s7b7QYbU2t1HcW4RtuWLGNTgc4yMeme1T0v8A1tf/AIBXX+u5xVFddrOvWtz4fWz0+WzFuYIlNtIk/mxuvUr/AMswc5+YYJBOea5Gn1F0uFc98SP+RV0D/r9vf/QLauhrnviR/wAiroH/AF+3v/oFtQB51RRRQB6ZpuueHvsHgi7u9djt5PDoklubRbeZppGExkVEITYc4AyXAGa1IPiBob2Mdwb8Wlm1peLfeHxFIftdxKzFWyF8th8yfMzAjZgCvO5fBuvQQTzTWGyK3s476WRpowqwyfcOd2Mt2X7x9Kw6Ja3T8/x3/ryCOlmvL8Nj1m/+IGnTaRe2MOry+SPD9nFaxKkihb6JkJYccOAv3/YDPArnU8VNc/CO50ObXJob0amblreV5j9qhZBlQQCv38sQxAzz1riKKHrfz/zv/XkC0t5f5W/rzCiiigD66+CH/JG9D/7eP/SiSu+rgfgh/wAkb0P/ALeP/SiSu+oAKKKx7+/uYb2SOOTaoxgbR6CgDYormW150vEtHvYluZELpCSodlGAWC9SBkZPuKm/tO8/57f+Oj/CgDoKK5/+07z/AJ7f+Oj/AAqlqPiyDSBEdW1e0sRM2yI3Msce9vQbsZP0oA62iuVi8SeffPaQ3qSTxrudEUHbzjBOMA+3WpLrXnsbWS5vb2K3t4l3SSzFURB6kngCjpcOtjpqK4yXxxp0Fhb30+v6fFaXR2wXD3EQjlPorE4bp2q0fEgGojTzqMAvWi84W25PMKZxu29dueM9KAOporloPEq3V5cWltqVvNc2pUXEMbozw5GRuUcrkdM1Z/tO8/57f+Oj/CgDoKK5/wDtO8/57f8Ajo/wo/tO8/57f+Oj/CgDoKK5/wDtO8/57f8Ajo/wroKACiisa18YeGb/AFQaZY+ItJub8syC0hvo3l3LncNgbORg544waANmis2x8R6Jqcl1Hpus6fePZ/8AHytvdJIYOv3wD8vQ9fQ1JpOuaTr1u9xoeqWWpQo2x5LO4SZVbGcEqSAcEcUAXq81+On/ACI9n/2EU/8ARclelVleIrS1vNPSO9tLe6jEoYJcQrIoODzhgRnk8+9TJc0bG1GoqdRTfQ+TqK+jf7C0X/oB6T/4L4f/AImj+wtF/wCgHpP/AIL4f/ia5vYPuex/akP5WfOVFfRv9haL/wBAPSf/AAXw/wDxNH9haL/0A9J/8F8P/wATR7B9w/tSH8rPnKivo3+wtF/6Aek/+C+H/wCJo/sLRf8AoB6T/wCC+H/4mj2D7h/akP5WfOVFfRv9haL/ANAPSf8AwXw//E0f2Fov/QD0n/wXw/8AxNHsH3D+1Ifys8c8N/8AIp6t/wBftp/6BcU+vaYdK0yGwmWLSdOjVpULKtlEAxAfBI24JGTj0yfWo/7N07/oF6d/4BRf/E17OExSw9JU2rnzePpvFYh1Y6Xt+R41RXsv9m6d/wBAvTv/AACi/wDiaP7N07/oF6d/4BRf/E11f2hD+U4vqUu541RXsv8AZunf9AvTv/AKL/4mj+zdO/6Benf+AUX/AMTR/aEP5Q+pS7njVFey/wBm6d/0C9O/8Aov/iaP7N07/oF6d/4BRf8AxNH9oQ/lD6lLueNVsj/kU7L/AK/bn/0CCvTP7N07/oF6d/4BRf8AxNWDY2IsIlGnWO0SuQv2SPAOFycbcZ4H5D0rzc0qLHYSVCOjdvwdz0ctj9SxUa8tUr/irHj9FetfYLD/AKBth/4Bxf8AxNH2Cw/6Bth/4Bxf/E18b/YNX+dH1v8AbtP+RnktFetfYLD/AKBth/4Bxf8AxNH2Cw/6Bth/4Bxf/E0f2DV/nQf27T/kZ5LRXrX2Cw/6Bth/4Bxf/E0fYLD/AKBth/4Bxf8AxNH9g1f50H9u0/5GeS0V619gsP8AoG2H/gHF/wDE0fYLD/oG2H/gHF/8TR/YNX+dB/btP+Rnmd1/yK9h/wBflz/6BBWXXsz2NibGJTp1iVEjkKbSPAOFyQNvXgfkPSoP7P0//oGaf/4Bxf8AxNfSYWi6FGNNu9j5zE1lWrSqJWueQUV6/wD2fp//AEDNP/8AAOL/AOJo/s/T/wDoGaf/AOAcX/xNdBznkFFessmirfLZNa6SLt4zIsBtofMZAcFguM4ycZqGC48OXWpTadbLok19bjM1rHFA0sY45ZAMjqOvrQB5ZRXr/wDZ+n/9AzT/APwDi/8AiaP7P0//AKBmn/8AgHF/8TQB5BXPfEj/AJFXQP8Ar9vf/QLavoD+z9P/AOgZp/8A4Bxf/E0Xei6PeWMC3ei6XOscshRZbGJgpITJAK8E4GfXA9KAPjqivrn/AIRbw5/0LWif+CyD/wCIo/4Rbw5/0LWif+CyD/4igDx7xB408P6/4Xt9EbUPs5sLKznt50hkCzTxoEkgkAXLccqxGAc84NaN98RfDWoa1qD6tdtqWnR67a3djbvA5VYQrCVlVgAvJyQcbjnrmvUP+EW8Of8AQtaJ/wCCyD/4iqWp6f4I0WBJtY0vwzp8TtsWS6s7aJWbGcAsoycCm3rzed/xT/RL0Fy6W8rfg1+tzzMePtKiutNt9X1z+3TLc3iXmoCObENpOmwRfOquQD8+0AgYwM1T8S+M9An8KXsej3e7Ufs8eiwqsDr5llG+4SkkAcgBcHnnpXrtjo3g/U7NLvTdF8O3ltJnZNb2FvIjYODhguDyCKsf8It4c/6FrRP/AAWQf/EVPLpb+v63+9lX1v8A1/W33I+RqK+uf+EW8Of9C1on/gsg/wDiKP8AhFvDn/QtaJ/4LIP/AIimIX4If8kb0P8A7eP/AEokrvqz9Ctbay0WC3sbaC1gTdtht4ljRcsScKoAHJJ/GtCgArn9T/5CUv4fyFdBWHqKwm/k3ySBuMgICOg96APK/G8Gq6j4luToFvfrcWeg3ka3McUkYEzmMxrHJgBm+U/dJx7VmNL4h1rxZAY08Q2+kz31uj7luLb919lkEnoyDzAMnjnB9DXru23/AOesv/fof/FUbbf/AJ6y/wDfof8AxVHS39b3B6u/9bJfoeJ6UnjG7utNTWtR1rTEjhi+zyjT7u4Lss7hhJ5bhQSgjBMysCpyMck9L8StKuLl2udLM8l/c6ZcacluNLluklWQr/y0UqsLZH3nOMHODivR9tv/AM9Zf+/Q/wDiqNtv/wA9Zf8Av0P/AIqh6qz8/wARp2d15fgcNpnw/wBI0dodXvmL3tsFuJJSsYWOQIBIyttDANtycn8ccVoal4jH/CDpr1vod9eSSRpNbWBti828kbCypu244JIyQPfiup22/wDz1l/79D/4qjbb/wDPWX/v0P8A4qhtslJI8TXSJ9O09X+w6lqSXWj39s7JpdwpF5PIsjARMgZEOcBiAvy8kVtW1rPpXj7RVg024FzDojWtxdLYTGBroiILvlVNpGEwWycBcEjGK9S22/8Az1l/79D/AOKo22//AD1l/wC/Q/8AiqFpt/W/+b/Ae+/9bf5L8TzX4faJrmi+L9ZXWbONfMsrYyXkc7yLcTbpWdgWjUEkuSR/D8o5zx6LUu23/wCesv8A36H/AMVRtt/+esv/AH6H/wAVTbuHW5FRUu23/wCesv8A36H/AMVRtt/+esv/AH6H/wAVSAirq65nbb/89Zf+/Q/+KrpqACuIgs73W/ipfarf2NyunaBafZNPSWPaLmaUbpZU3YBAULGDnHLV29FHW4dLHjX/AAjj61r3iWJl1k6Pd+HvsUmoXmlNDPaMHYrbwRJGglQLk/KjE4A3nIrofhxp+rHxR4i1vUs/ZruO0trd/wCzJdP87ykYF/IlZnXG4Lk4zt4GMV6JRQtP682/1/zuD1/r0/yQVn6z/wAeaf8AXQfyNaFUdWCG0XzGZRvHKrnsfcUAYVFS7bf/AJ6y/wDfof8AxVG23/56y/8Afof/ABVAEVee/EM6X/aNvJJPpzanbiKSCzljIvZ8S5VbaTd8hJBB2oxPQleCPR9tv/z1l/79D/4qjbb/APPWX/v0P/iqOqYdLHleqW4T4ghLM6TearLqkEwnS8LX9pAFTfG0QQ7Ytofq6qd/Qk8+n1Ltt/8AnrL/AN+h/wDFUbbf/nrL/wB+h/8AFULSNv6/rQHvcioqXbb/APPWX/v0P/iqNtv/AM9Zf+/Q/wDiqABf+POT/ron8mqKrSrB9kk/eSY3rk+WPRv9qottv/z1l/79D/4qgCKipdtv/wA9Zf8Av0P/AIqjbb/89Zf+/Q/+KoA891W48M3HxKs7eK60611q2uElubiWZVuGzHtS3jydxDbgSq/KBnI3NWboduIviDbQ6e2k3dzFdXb6hqFjeGW5kibftjuVCALhjGAGc/c+UYBx6ptt/wDnrL/36H/xVG23/wCesv8A36H/AMVQtAepFRUu23/56y/9+h/8VRtt/wDnrL/36H/xVAEVSt/x5x/9dH/ktG23/wCesv8A36H/AMVUrLB9kj/eSY3tg+WPRf8AaoAq0VLtt/8AnrL/AN+h/wDFUbbf/nrL/wB+h/8AFUARVxGo3uiWfxd0oPqFql/NZ3Ecsct2C4ZjB5aBS3y5wSFAGTk4Jya7zbb/APPWX/v0P/iqNtv/AM9Zf+/Q/wDiqFo0wPPdLuPDN58TJG0W606C8tfPiugkyi5vZmILKVzvZE2k5OQDgLwprval22//AD1l/wC/Q/8AiqNtv/z1l/79D/4qjokHVsioqXbb/wDPWX/v0P8A4qjbb/8APWX/AL9D/wCKoAG/484/+uj/AMlqKrTLB9kj/eSY3tg+WPRf9qottv8A89Zf+/Q/+KoAioqXbb/89Zf+/Q/+Ko22/wDz1l/79D/4qgDir+S2t/idpskOnXYY288dzcw6bMY2kfyRHulVNp+VCMk4ULgkVFbLJP4/tZbWDUZEha5WaO9sPJhs1bq0MgRVkLuB/FIcEnK857rbb/8APWX/AL9D/wCKo22//PWX/v0P/iqFpbyB6kVFS7bf/nrL/wB+h/8AFUbbf/nrL/36H/xVAEVSt/x5x/8AXR/5LRtt/wDnrL/36H/xVSssH2SP95Jje2D5Y9F/2qAKtFS7bf8A56y/9+h/8VRtt/8AnrL/AN+h/wDFUARVna9d3llodzLplu1zelQlvGFJBkY7VLY6KCQSewBNa223/wCesv8A36H/AMVRtt/+esv/AH6H/wAVSeug1oZukaamkaRbWMbtIIUw0jHLSMeWY+5JJPuau1Ltt/8AnrL/AN+h/wDFUbbf/nrL/wB+h/8AFU3qStFYioqXbb/89Zf+/Q/+Ko22/wDz1l/79D/4qgZt6Z/yDYvx/mat1W07aLCPYSV5wSMHqas0AFc/qf8AyEpfw/kK6CsPUbeZ7+RkhkZTjBCkjoKAPPPF/iy88Na/G8Y8+zh0e8vZLXIXzXjaPb8+CRwzD8elMvviFPB4iXR7TSEnnkuIbeN5Lvy1LSQPKCcISANmOM9c+1dNc+DbC91G5vrzTprie6tmtZDM8jqImxuVUJ2oDgZ2gZqpZ/DrRrG6iurfSrk3EUyzrLLcTyNvVGRSSzEnCsRznjHoMHRL+t3+gPfT+tF+pytn8V31GS0TTfD13ds0cT3aQiWQw75GjO0pEVONjHLtHkdMnIGr45vta0ya3vrOTU4tGtraeW/k0xLVpUI2lSRODlQN+doJrVtvh1pFlNBLYade2jwLsVra7uIty7y+19rjeNzMcNkckdKu6x4St9fVU1S2vpYgpVoY7meKORT1DojBXHswNA1v5HNaZJ4un8Sm7Mkc+jSSfumkjUb7dgGVlxIMMOclkyemO9dNrDmPSbiT+0RpiRqXku9qkxIOWI3ZUHHcggehq/Jp0zWrQRwzQqUKKY48bBjHAIxx9MVkSeBdOn8JweG59PuH0yFERYleSMnYQQSyEHORn60PayEt7s88h8UeKL3SIYn1SWxmTSb3VEuDbRCW5RJcQb0ZNoBQ5YKFPI5HNbtn4l1Q+MNKa/vo00y90J9Qkto4AFiK+WcljlifmbuBjHGQSehuvh5pV7bxw3tlqFwIw6h5r65eQq+NyM5fcyHaMoSV46VPJ4JsZPEEOtGzvlvoFCRMl1OqInHyiMNs2naMrjBxyDR/X5/5r7hf1+X+T+85H4e+NZ/FPibV0n1O2nt2toLq0tInjY26sZAVJXksAI92ScM2OOK9CqGHQY7fVbnUorKVbu7jjjmkwx3qm7aMdBjc3Qd6t/ZLj/nhL/3wabt0H1bIqKl+yXH/ADwl/wC+DR9kuP8AnhL/AN8GkBFXV1zP2S4/54S/98GumoAzPETaqnh67bQJLWLUFTMUl2rNGgyNxIHJIXJA6E4zxXnek+L/ABBrHgv4fwtqb21/4kkYXepRwRb0VI3kIRWUxhm2gcqRjPGea9N1LT4NV0+WyuzOIZhh/s9xJA+M54eNgw/A8jjpWFB8O/DVroNvo0FpcpZWkwntQNQuPMtnxjMUnmb4xjIwrAcnjk0l1v5fhuD/AM/x2+44ufxZr9z8Ijqx8QyWWrQTXNjbfZbOJ5dSu0laOFdjKw+bbkqig9SCACK1/Gmq+J9O07Q30/VhBr95JbRxaNb20ciXT7lNxvLBmEarn5lKbe5ORjcn+HPhmePS0FlcW/8AZEbx2TWmoXFu0If753RyKSW7sSSe55p914A0G81SLUpV1Jb6K1W0W5h1i7ikMSnIVmWUFueSTkk8nJqlur9/6+/r0+7VNX/H8f8AL+tzpaz9Z/480/66D+RrQAwMVR1aN5LRRGjOd4OFGexpDMKipfslx/zwl/74NH2S4/54S/8AfBoAirl/FWv6jol5ataNbC3Zow6z2kpVgZArbrgERwYU5G/cWPAHTPW/ZLj/AJ4S/wDfBrG1jwjNrUrC4vNUis5VVLiyi2+VOoOcHchZc9DsZcijqg6FLU9S1iw8R6fEjWMtleXIgW1ETmfb5ZZpd+7aApH3dh4x82SBXQ1kN4Pu/wDhJn1qPU9WjdwqG2EcLRBFx8i7oi6qSMnawyfoMbn2S4/54S/98GhbB1IqKl+yXH/PCX/vg0fZLj/nhL/3waABf+POT/ron8mqKrS20/2SQeTJkupA2H0aovslx/zwl/74NAEVFS/ZLj/nhL/3waPslx/zwl/74NAHM6nqWsWHiPT4kaxlsry5EC2oicz7fLLNLv3bQFI+7sPGPmyQKz9F8YSav4kaB7iO1tWuJ7e3tptMnV5zEWBK3JIiJO1m2KCcDrwcbTeELv8A4SZ9aj1PVo3kCqbYRwtEEGPkG6IuqkjJ2sMnnsMJa+Cvs2rpeibUpIYp5LiCycL5MEsmd7rhA5J3vwzEDecAcYF5/wBf1/XQH5f1/WhsUVL9kuP+eEv/AHwaPslx/wA8Jf8Avg0ARVK3/HnH/wBdH/ktH2S4/wCeEv8A3wala2n+yRjyZMh2JGw+i0AVaKl+yXH/ADwl/wC+DR9kuP8AnhL/AN8GgCKsKbVdSh8b2mmSRWosLq2mlRlLNKWjMXJ6BR+8Ix83QHIzgdF9kuP+eEv/AHwaxbvwldXfia11n+0dUie1Vkjto4ofK2tt3qcxFvm2Ln5sjsRQt0Bz2j+ML7UPG8mjyvZ7UluEktVt3WSBY8bX84vslyChKouV8wZ6HPbVh2fgT7HqVvc/atUngtJ5bi2s5QnlQySbtxBCB2/1j4DMR83sMdD9kuP+eEv/AHwaOiDqyKipfslx/wA8Jf8Avg0fZLj/AJ4S/wDfBoAG/wCPOP8A66P/ACWoqtNbT/ZIx5MmQ7EjYfRai+yXH/PCX/vg0ARUVL9kuP8AnhL/AN8Gj7Jcf88Jf++DQBzNxd6lB8QLC0a9VrC6tLhxbLCBtMZiAJY5JOXbpgYwMEjJxdK8cQ6t8Q0s7fW7FrKSK5iiskmjaRpImjAdv4gxzLhe6pnHp1Vz4PtrvXYdYmt9QN7AMRst5cKijjI8sOEwdoyMYOBnNX30fzNQhvntJTcQxvFG+G+VXKlhjpyUX8qI6Wv5/wDAGx1FS/ZLj/nhL/3waPslx/zwl/74NAiKpW/484/+uj/yWj7Jcf8APCX/AL4NStbT/ZIx5MmQ7EjYfRaAKtFS/ZLj/nhL/wB8Gj7Jcf8APCX/AL4NAEVc9cXepQfECwtGvVawurS4cWywgbTGYgCWOSTl26YGMDBIyem+yXH/ADwl/wC+DWTc+D7a712HWJrfUDewDEbLeXCoo4yPLDhMHaMjGDgZzQt0wOZ0/VdYa80jUptSae31XUJrRrARRiKBFWUqVYLv3DyhncxB3NwOMdvWba+DLCz1Y6lb6fcLcF3kUNLK0cbv99kjJKIx5yVAJyfU1r/ZLj/nhL/3waOgdSKipfslx/zwl/74NH2S4/54S/8AfBoA29M/5BsX4/zNW6racjJYRq6lWGcgjB6mrNABXP6n/wAhKX8P5Cugrn9T/wCQlL+H8hQBxN/43XT/AIiWfhmax/dXUKsL3zuFkbzCqFNvfym5z1xxUegeP4NabWZJLCaG106VFikgD3L3KOTtdY0QtyBnA3cHNN8U+AB4lvNQuV1N7Oa6tbeGCRIstbyRStIJAdwzndjHH1qG6+G8T2OoWtnfJDDdGy8uGS28yNVtgAEkXcPMRgORlfxpK9td/wDg/wCX9XG7c2m3/A/z/Lsa6+OfDrQtKdQ2KlrLdsJIJEKxxNtkyCoIZW4K/e9qb4p8TXOgeHn1mz05L20hh+0TNNc+QQnHCjaxLnPCkKPfPFcdf/C24i0fQtNtJVnaLVZJLye2iW2jS0lJeWMR7j8pIRQBmuu8V+Gb/wARXGnm31K1gtLOTzns7qzaeO4kGNhbbKhIUjIXpnk5wKfT+v6/4KF1/r+v+AytrPi7VtJ1ayt00O3uob/zGg8u+cT7Ej3szRmHauOBjf1YetS+D/GX/CUCTfYyW/yCaKQPG8boccBlckkE4JwAe2avW+gSDxY2vX90lxMtktpDGkJRYvm3SMMsfvHb9AoGT1q5rEGo3NnHFpF0tnMZ4zJMyhisYYFwAQQSQCOcYznPFC0ev9a/0xPb+v68jP8AF3iG78M6LPqlvpsd5b2sZmuDJdeThR2X5W3Mc8A4Hvnis0+PWOtpBFpRbTjqCaY100+2UTtHvH7rbgryFJ3gg544q54r8M3/AIiudPNvqVrBaWcnnPZ3Vm08dxIMbC22VCQp5C9CeTnAqnH4FmGuC6m1VGszqK6pJarbEM1yIwmQ5c7UyN23BOeN2KFvr/Wq/S/4fJy20/r+nYlsPHCzadrt3qenPYf2PdfZzD5wleViqsi/KMBiXVcAsM9CetaXhPXpPEvh2LUp7MWUrSyxPAJfMCmORkPzYGfu56Csaw8BSGfVP+Eg1CG/g1C8W/2WkM1m8UyhQpV1mJwAo4655z2rX8JeGk8KaF/Zsd1LdDz5ZjJIzE/O5bHzM2MAgdeTk9Saa218v+D+Nwe+nf8ADX/gG5RRRSAK6uuUrq6ACuO0/wCJmkahr66bHZ38ccs9zbw3siR+TLJb/wCtUAOZBjB+8gBxx2rsa8n0T4W61pnxDfxELmztrmSa7e61OG5leW+jlz5Ub27II0CHachjnYPXIWt/k/v6D6fP+v6/4c6bw/8AEzS/EUpS207VIA9h/aNsZIUf7VBv2bkWN3bOf4WCtz061qeHPFlv4ivNTsvsF7pt9pUqRXVrerHuXegdWDRu6kEHs3auC8EfDPxF4Ku77UNMGlW95NpphkX7dPNFqN5uytxMGjHlAc/KmfvEZFdb4A8P6toNnef2/bWZ1C8lFxdX8F89w95KRhmYNDGI1AACquQBx2yaVvw/X/L9NFqlLv8Aj+n+f/DnXVn6z/x5p/10H8jWhWfrP/Hmn/XQfyNIZiUUUUAFY+s+Ik0SaL7Rp17Nbs0ayXUKoY4S7hFzuYMxJPRAxHGRyK2K5XxV4f1DW7tBaWelgqqiHVJJHS7sTu+Yx4Q7uMcb07g5FHVB0NY6/bjxNHoht7oTyQvKszRbYjs2ZAY43H94vKgjqM5BFalc5f2GtzeN9O1G3tbBrC0hlhZ5Lx1lYSGMlggiI48vgbuc9RXR0dEAUUUUASr/AMecn/XRP5NUVSr/AMecn/XRP5NUVABRRRQBjXfiJLLWobG406+WGaZbdL7YnkmRl3Bfvbz6bgpXPGeDiGy8W219rCWKWV5HHNLNDBeOI/KmkiJDqAHLjBVuWUA7eD0zDdWOvXPjCG6mtNOuNKtWBtQ17IkkTFcPIU8ohnwSF+YAAnucjM0jwhqdj4yGryRWETtPO93fw3EjTX0b5CRvEUCoFxHyGbGzj7xoj5+YPyO4ooooAKlb/jzj/wCuj/yWoqlb/jzj/wCuj/yWgCKiiigArLOv248TR6Ibe6E8kLyrM0W2I7NmQGONx/eLyoI6jOQRWpXOX9hrc3jfTtRtrXT2sLSGWFmkvHWVhIYyWCCIj5fL4G7nPUULdASWXi22vtYSxSyvI45pZoYLxxH5U0kRIdQA5cYKtyygHbwemd+uH0jwhqdj4yGryRWETtPO93fw3EjTX0b5CRvEUCoFxHyGbGzj7xruKOiDqwooooAlb/jzj/66P/JaiqVv+POP/ro/8lqKgAooooAyzr9uPE0eiG3uhPJC8qzNFtiOzZkBjjcf3i8qCOozkEVUsvFttfawlilleRxzSzQwXjiPyppIiQ6gBy4wVbllAO3g9Mx39hrc3jfTtRtrXT2sLSGWFmkvHWVhIYyWCCIj5fL4G7nPUVlaR4Q1Ox8ZDV5IrCJ2nne7v4biRpr6N8hI3iKBUC4j5DNjZx940Lpfz/r+vxB7aHcUUUUAFSt/x5x/9dH/AJLUVSt/x5x/9dH/AJLQBFRRRQAVm6zrA0eG3YWVzfS3M4gigtjGGZirN1dlUDCnvWlWR4j099S09LddF0vWV8wM0GqS7IxgH5h+6kyfwHU80mNGlazPcWscstvLau65aGUqXQ+h2krn6EipayvDOlTaJ4dtbC5kR5Ig2RHnZGCxIRM87VBCjpwo4HStWqe5K2CiiikM6DTP+QbF+P8AM1bqppn/ACDYvx/mat0AFYeozsl/IoEeBjrGpPQdyK3K5/U/+QlL+H8hQBntrlmuqLprXliL94/MW1Pl+ayf3gnXHHXFLa63aX09xDZXdlcS2r7J44vLdoW/usB908dDXmPjbTtXg8eTeJdH026u7jSrO1lgSKNiLj95MksQIHJ2SZwOeBVSz0fWvDumeIESzvJZ7l9P8+5hjnBZ25uJVEJWR9rMxKowPbpmktVf+t7Dekrf1sexfaX/ALsX/fpf8Kp6h4gsNIWJtVvrCxWZ9kZuTFGHb0G7GT7V41Pe+LrHw5pcwudUWbUrm50VUuDNDIvmyEwThJCWBVQ3zElgMcnGa7H4h5bSbfQIbK9lGoxG3udSjsJro21uMb8mNWYu2MAHjPJPHL6J/wBf1a33i62/r+tzspfEmmwakNOm1HTo74oZBau0Ql2gEltnXGATn2qez1eG/iaSzkhmjVyhZYlxkehxz16jivJ30Oe/1Z9Kk0u9ZbnxAl+LiS2kEZs/swXJkZcK2Bs2E7s9RXVWeg6L8Pbdby0gubie4MNliOOLzZyWCpkKEB2j8lB4oWu/9PT/AIb1+4T8v6/rf0Op1DxBYaQsTarfWFisz7IzcmKMO3oN2Mn2obxDp6asulvf6euoOu9bQtEJmXGchOuMA9u1cd8SZWuLCLRYtPu3GqK0N1qEGny3ItbfILj92jHc3RR0zyegzhRaXdyeIVs10y93P4ji1KO5ktZBH9kFuBlpGXCtgbNhO7PUULV/13X/AA/yfqOWi/r+vL5o9Rttatbz7R9ku7Kf7NIYp/K8tvKcdVbH3SPQ0tjrFtqdml3ptzZ3ltJnZNbiORGwcHDDg8givLdK0+/vrXxVpeg6fLYx3mpRyRJeWtxYxSWgSNXRHMR2khSuMZAycd66f4Z2l/Y+DFt9UsRYyreXRWLLZ2md2BwyqQOeOORg98Bra/oD0fz/AMzs/tL/AN2L/v0v+FH2l/7sX/fpf8KiopAS/aX/ALsX/fpf8K6auUrq6AGu6RRtJIyoigszMcAAdSTVQa1pZ0b+1xqVmdN8vzPtvnr5Oz+9vztx75qj4xtNOvvCN/b6zaTXtmyAvbwQSzNIQwKjZGCzDcBkYIxnPGa8ofSo7/8AZdttI1PQtWl1SztGhgsm0u68xLvY+07AnIAb75BQHHOQMS2+WT7W/UpK7S73/Q9h1HxFomj2kN1q+sWFhb3BAhmurpIkkyM/KzEA8c8UupeING0ZYG1fVrGwFydsBurlIvNPHC7iN3UdPWvPfFK/2p8LLaCGDxBbXMukvaoltozu87bApt5VaIyRqWUfN+7BGCH6Vh6taeL9I16LUbK11Gx1L/hG7S1sLbTLFbq3+0q58y3kdkfy0yV+YumQM7jitGrScfP/AD/y/H0vCbcU/L/L/P8AD1t7dVHVnMdopUKfnA+ZQex9auRbzEnmgCTaNwXpnviqOs/8eaf9dB/I1ILVGT9pf+7F/wB+l/wo+0v/AHYv+/S/4VFRQMl+0v8A3Yv+/S/4UfaX/uxf9+l/wqKvPfiGdL/tG3kkn05tTtxFJBZyxkXs+JcqttJu+Qkgg7UYnoSvBB1SDpc9H+0v/di/79L/AIUfaX/uxf8Afpf8K841qTUj8RdHur3RL5ootR8iykWW3Mflm3l3sB5m4MScnK/djGOTg+hUdLg9HYl+0v8A3Yv+/S/4UfaX/uxf9+l/wqKigC0tw/2SQ4j++o/1S+je1RfaX/uxf9+l/wAKF/485P8Aron8mqKgCX7S/wDdi/79L/hR9pf+7F/36X/CoqKAJftL/wB2L/v0v+FH2l/7sX/fpf8ACvPdVuPDNx8SrO3iutOtdatrhJbm4lmVbhsx7Ut48ncQ24EqvygZyNzUaXceGbz4mSNot1p0F5a+fFdBJlFzezMQWUrneyJtJycgHAXhTQtQeh6F9pf+7F/36X/Cj7S/92L/AL9L/hUVFAEv2l/7sX/fpf8ACpWuH+yRnEf32H+qX0X2qrUrf8ecf/XR/wCS0AH2l/7sX/fpf8KPtL/3Yv8Av0v+FRUUAS/aX/uxf9+l/wAKPtL/AN2L/v0v+FRVxGo3uiWfxd0oPqFql/NZ3Ecsct2C4ZjB5aBS3y5wSFAGTk4JyaFq0gO8+0v/AHYv+/S/4UfaX/uxf9+l/wAK4iz0HR7j4jS3enaPY2x0pC011BbRo81zMOQWAydqHJz1MoPauyo6XDrYl+0v/di/79L/AIUfaX/uxf8Afpf8KiooAtNcP9kjOI/vsP8AVL6L7VF9pf8Auxf9+l/wob/jzj/66P8AyWoqAJftL/3Yv+/S/wCFH2l/7sX/AH6X/CoqKAGtq0C3y2TT2gu3jMiwFY/MZAcFguM4ycZqlb+MdDu9T/s611rSJ77cyfZY5oWl3LncNg5yMHIxxiuev5La3+J2myQ6ddhjbzx3NzDpsxjaR/JEe6VU2n5UIyThQuCRWlHDcaj4zkubiKSOy0uIR229SBLNIMu4yOQq7VBHdnHahbJ+v9f13BnR/aX/ALsX/fpf8KPtL/3Yv+/S/wCFRUUAS/aX/uxf9+l/wqVrh/skZxH99h/ql9F9qq1K3/HnH/10f+S0AH2l/wC7F/36X/Cj7S/92L/v0v8AhUVFAEv2l/7sX/fpf8KgbVoFvlsmntBdvGZFgKx+YyA4LBcZxk4zTq4+/ktrf4nabJDp12GNvPHc3MOmzGNpH8kR7pVTaflQjJOFC4JFC3SA6iLxHp0+qy6ZDqGnyahCN0lojRGVBxyU6jqO3cVd+0v/AHYv+/S/4V5zpVtM97oumjTbyC703VLm6u53tXWIowmG5ZiAr7zIhwpJ65A2mvQaOlw62JftL/3Yv+/S/wCFH2l/7sX/AH6X/CoqKAOi05i9hGxxk56AAdT2FWaqaZ/yDYvx/mat0AFYeorCb+TfJIG4yAgI6D3rcrn9T/5CUv4fyFAEO23/AOesv/fof/FUbbf/AJ6y/wDfof8AxVebeI/F+paD8TreKa8VPD8dvB9sjZEwhlaVVkLY3DDIg645qt4f8c6sLXXtQ1eSOZVktZLC0mUxeWlxkpH+6jd2baV42sSaFqr/ANb2B6PlPTJ7HTbmSGS5QTPbv5kLSW6sY2wRuUk8HBIyPWpttv8A89Zf+/Q/+KrzU/FmOLTkurvSGh8y3ujGpmZd9xA+0w/OikbsggkA9QVyK1/G+qaxpml6TeWF0ll5l/bQ3MIiWQuJJFUrvbgLgt0XJOCCMEFpbLv+ugd/L9Ds9tv/AM9Zf+/Q/wDiqNtv/wA9Zf8Av0P/AIquE1/UNci8bWOnaHqpmmuIppJrEwRmK2hEZCSs2N+4y7QMsA3IwME1d8HjxUgk/wCEnWPZIgkXKgSJJwGUlZHXHUgAADpk0lqD0Ou22/8Az1l/79D/AOKo22//AD1l/wC/Q/8Aiq474hahqGl+Hzc6Rqklpeswis7aGCORru4Y4SM7wfl652gHHOQBWGfE+uvr4uPt6pbx6+mjvp6xI0ZUxAs5bG/dvOR8wGAOKFq7f10X6oHorv8Ar+rM9N22/wDz1l/79D/4qjbb/wDPWX/v0P8A4qvNIvGWo6PpXiiTWtRguJ7PVFsbOSVEgiRnSPGfRFLlvmJO0dSa3Phxrk+v+DY7q81KPUrlLmeGS4TYNwWVguQgAHybT05BB70LVXXl+Ov6g9Py/r7jr9tv/wA9Zf8Av0P/AIqjbb/89Zf+/Q/+KqKigCXbb/8APWX/AL9D/wCKrpq5SuroAKKK8ks/GHiyDxxp9lftftcaheX8D6VPpvlW0Ucau0Dwz+WN5IRdx8xvvngYGFcfS563RXidl8R/EujJey6xJf3lxF4bm1S4tNQ0s2q2l0jAeXGfLQvF8+M7n+7nd1rt/h9r11qDXVhrVzq8mqxW8FzLFqUNqiqkgbDRfZ8jYSrcOxYY/OrX/rza/Rkt2/r0/wA18ztao6sENovmMyjeOVXPY+4q9WfrP/Hmn/XQfyNIZk7bf/nrL/36H/xVG23/AOesv/fof/FVFRQBLtt/+esv/fof/FUbbf8A56y/9+h/8VUVcv4q1/UdEvLVrRrYW7NGHWe0lKsDIFbdcAiODCnI37ix4A6ZOtg6HW7bf/nrL/36H/xVG23/AOesv/fof/FVzOp6lrFh4j0+JGsZbK8uRAtqInM+3yyzS7920BSPu7Dxj5skCuho6B1Jdtv/AM9Zf+/Q/wDiqNtv/wA9Zf8Av0P/AIqoqKALSrB9kk/eSY3rk+WPRv8AaqLbb/8APWX/AL9D/wCKoX/jzk/66J/JqioAl22//PWX/v0P/iqNtv8A89Zf+/Q/+KqKigCXbb/89Zf+/Q/+Ko22/wDz1l/79D/4quZ1PUtYsPEenxI1jLZXlyIFtRE5n2+WWaXfu2gKR93YeMfNkgUJqWsQ+MYdOumsZrW5imlWO3icSWyIQEZ3LENuzjG1cHOC2CaFqD0Om22//PWX/v0P/iqNtv8A89Zf+/Q/+KqKigCXbb/89Zf+/Q/+KqVlg+yR/vJMb2wfLHov+1VWpW/484/+uj/yWgA22/8Az1l/79D/AOKo22//AD1l/wC/Q/8AiqiooAl22/8Az1l/79D/AOKo22//AD1l/wC/Q/8AiqirCm1XUofG9ppkkVqLC6tppUZSzSlozFyegUfvCMfN0ByM4B1sB0W23/56y/8Afof/ABVG23/56y/9+h/8VXIaT4gv7jxTcWGqTxWyedMltavpU8TSqh+VluGfy5CV+bCrnGfQ11VHS4dbEu23/wCesv8A36H/AMVRtt/+esv/AH6H/wAVUVFAFplg+yR/vJMb2wfLHov+1UW23/56y/8Afof/ABVDf8ecf/XR/wCS1FQBLtt/+esv/fof/FUbbf8A56y/9+h/8VUVFAEu23/56y/9+h/8VRtt/wDnrL/36H/xVcrqcmqQeLNOSy1WSUXE2ZNOEMflx2yod8jNt37t+MHcBkgbTyaIZNUi8cLbJqsl9bNFJLd27QxrHaKSPJClV3bj833mbIDHC8Chag9Dqttv/wA9Zf8Av0P/AIqjbb/89Zf+/Q/+KqKigCXbb/8APWX/AL9D/wCKqVlg+yR/vJMb2wfLHov+1VWpW/484/8Aro/8loANtv8A89Zf+/Q/+Ko22/8Az1l/79D/AOKqKigCXbb/APPWX/v0P/iqNtv/AM9Zf+/Q/wDiqirmvGmo39hZWI0yS7V57oRulhHHJdOu1jiISApwQCxbgKG5zilsB1W23/56y/8Afof/ABVG23/56y/9+h/8VWD4Sv59S8K2V1eT/aJ3VhI5TY2QxGHXA2uMYYYADA4rZqmrOwk7ol22/wDz1l/79D/4qjbb/wDPWX/v0P8A4qoqKQzotO2iwj2ElecEjB6mrNVNM/5BsX4/zNW6ACsPUbeZ7+RkhkZTjBCkjoK3KKAOB1XwTputm8OqaU9x9ut0trjJkG+NGLqOCMYYk5GD70l14H0y8W6E+lzZu2heVo3kRt0P+rKlSChXHBXFd/RQB5Xe/C+xnstHsbO2ltrPTdTGpGORZJmmcbiRvdiRlmySc5xitnXfCFp4kigj1e0vZEgcSRrDcTQAMCCGPlsuSCAQT07Yru6KP6/r7g/r+vvPPbfwJYWmsPqlvbanHeSsjSuL+62ylF2rvXftfAGPmBq7rHhwa5Zx2t/bztAs8czIq8OUYMoPHTIB4x0rtaKAOC1fwbZ65fWt5qFrffabNXWCW3up7dow2N2DGy9cCmR+BtNi1hNUXTbg3aMHDPNMylwmwSFC20vt43kFvevQKKAOB0bwZZ6Bd3VzplrfrLdtunM13cTCRuPmIkZhuwAM9cDFXdM0GPR7IWmnWUsMAkeTZhm+Z2LscnJ5Zia7GigDmfslx/zwl/74NH2S4/54S/8AfBrpqKAOZ+yXH/PCX/vg101FFABWPbeFdKtdafV1juJr5g6rLc3k0/khzlhGJHIiBwOEC9AOgrYooAwrXwXoVol8v2SW6N/D9nuZL66lunki5/d75WZgnJ+UEDJzUug+FdH8M+edIt5Ee4CCWWe5luJGVBhF3yMzbVHRc4GTgc03UPGHh/Srx7XUdVt7edMbkcnIp9h4s0LVI7h7DVLedLZd8zK3CD1NTzxva5u8NX5edwdu9nY16o6tG8loojRnO8HCjPY1lf8ACwPCmcf25a5/3j/hWjc+ItIs9Niv7nUIY7SU4SYtlW/Kjni+o5YWvFpSg1fbRmX9kuP+eEv/AHwaPslx/wA8Jf8Avg1LH498LSyrHHrdqzscAbjyfyrUOsaeNUXTjdR/bHTesOeSvrQpRezFLD1ofFBr5Mxvslx/zwl/74NY2seEZtalYXF5qkVnKqpcWUW3yp1Bzg7kLLnodjLkV2d3q1hYXVvbXl0kM1y22FG6ufaoI/Emjy6u2lx6hCb5SVMGfmBHanzJPclUakldRdt9unc5BvB93/wkz61HqerRu4VDbCOFogi4+Rd0RdVJGTtYZP0GNz7Jcf8APCX/AL4Nauq+INK0MIdWvorXzM7PMPWr0UqTwpLEwaORQysO4PINCa2JdOaiptaPr0Oc+yXH/PCX/vg0fZLj/nhL/wB8Grl74v0DTbt7W+1WCCeM4ZHJyKm03xLo2sNINM1GG5MS7nCN0HrTIKS20/2SQeTJkupA2H0aovslx/zwl/74NTP488LxuVfWrVWBwQWPH6Vc/wCEm0X+yRqf9owfYi20TbvlJ9KAM37Jcf8APCX/AL4NH2S4/wCeEv8A3wasW/jfw1dXCQW+s2rySHCqG6mrGpeKdE0e5FvqepQ20pXcFcnp60Acm3hC7/4SZ9aj1PVo3kCqbYRwtEEGPkG6IuqkjJ2sMnnsMGneELvTtcutRTU9Wm+1SGSW3mjhZD12ruEQkCrngbsD8TnrNM8UaJrN0bbS9SguplXeUjOSB61JqHiHSdKvIrXUb+G3nmGURzy3OKNg3Mv7Jcf88Jf++DR9kuP+eEv/AHwa3L/UrPTLM3d/cJBAMZkbpz0rIHj3wuWAGt2uScfeP+FAEX2S4/54S/8AfBqVraf7JGPJkyHYkbD6LWpe6zp2nWSXl7eQw27/AHZGbhvp61n23jXw3eXCQW2sW0krnCqG6mgCt9kuP+eEv/fBo+yXH/PCX/vg1tRarYzapLp0VyjXkKB5IR95VPelbVbFNWTTGuUF7IhkWD+IqOpoAxPslx/zwl/74NYt34SurvxNa6z/AGjqkT2qskdtHFD5W1tu9TmIt82xc/NkdiK79mCIWY4VRkn0FZR8U6IulrqR1GEWbOYxNk7Sw7UdbgctF4Tuf7ai1K+vtTv2t2draCeOJY4CwwSvlxqThSVG4twT35rZ+yXH/PCX/vg1tQatYXWmf2jb3UcloFLGZTwAOtQt4h0lNKXUnv4Vs2OFmLYBoAy/slx/zwl/74NH2S4/54S/98GrEHjfw1czpDBrNs8jnCqGPJrezQBzzW0/2SMeTJkOxI2H0Wovslx/zwl/74NdNRQBzP2S4/54S/8AfBo+yXH/ADwl/wC+DXTUUAcCfBloddk1hbfUY72VkaRor24RJNgwu6NXCEAdiMdfWix8GWmm6pNqFnb6jHNPK80im9uGid26sYi5TP8AwHjAx0rvqKNg3OZ+yXH/ADwl/wC+DR9kuP8AnhL/AN8GumooA5n7Jcf88Jf++DUrW0/2SMeTJkOxI2H0WuhooA5n7Jcf88Jf++DR9kuP+eEv/fBrpqKAOZ+yXH/PCX/vg1Q1Xw1DrUcK39pdboH8yKSCWWCSNsEHDxlWGQSDzzXa0UAcfpuhLpGnx2Wn2csUEeSFIZiSSSSWbJYkkkkkkk5NWvslx/zwl/74NdNRQBzP2S4/54S/98Gj7Jcf88Jf++DXTUUAVtORksI1dSrDOQRg9TVmiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDx66tL+8+MWuJpVhYX0q2yFkvl3Koz1HvWh4k0rVofh1q/wBs0nT7OdinGnJjegOTuxXpq28KTNMsSLKwwzhRuI9zT2UOpVgGUjBBHWuf2Gj13ue282lzU2oK0eX1fLb87djx608SfDVPC8dvNFb/AGwW21gbY7t+31x1z3rEuIpovgroqyxHe2okxxycbgScD6Gvcv7K07/nwtf+/K/4VM9rbyRrHJBEyJyqsgIX6CodBtatbW2OmOcUqck4Rk/eUnzSvsnotFbc8N8V2esxeGQ+p+ENL0u13x7ru2kBkHPp71tanq1j4d+I2j6rqLyR6cdNREuChOePavWpYYpo/LmiSRP7rqCPypktnbToqzW8Uir90OgIH0p+wad0+xCzmMoqNSnp7ydm9pJd766enkeUa34o0vxh498Njw9K959mm3ylYyNoz71j3ejT6h4u8XappbMNR0i7juIdvcc7h9cCvbobG0t5N9vawxP03JGFP6U9LaCN3eOGNWk++yoAW+vrQ6DlrJ/1YKecQoJRowaSVtXf7XM76LfY8E8QvdeNfDmreL9RRobe2jWCyhzwGz8zV7foH/It6Z/16Rf+gCrX2O2+z+R9ni8n/nnsG38ulSqoVQqgBQMAAdKunS5JOTe5y47MViqUaUY8qi3ZdlZK34Xv5njV7Bfz/FHWxpWh2esSDG+O7faEGByKn8NRTQfEq9XVdMg0i7/s8lLW1bdGeOpNetrBCkzSpEiyN95woBP1NBt4TN5phjMmMb9o3Y9M1ueQeC+HNStrW0uUlvdFgb7Q5231oZX6+oHSul8Vtpl/4C0q4+2W8aR3P+vtbYiDf3yuOlennS9PJybG2J/64r/hUn2O1+z+R9mh8nOfL8sbfyoA8L1DVIRJaEXWi6qwnXFvZ2Zhcn1zitbxpdR2/wAT7SaeSztgdOGTfRGSNc9iPWvWk0ywjYMllbqw5BESgj9KfNY2lw++4tYZWxjc8YY/rQBwXg7XNNW6vJXvdGlaG3MpNjamJlQdckjpXD3Ek/i261XV7vRdQvPtY2WEtuvywhTwf8a9zTTrKPd5dnbpuG1tsSjI9DxU8cUcMYjhRY0XoqjAH4UAeO3/AIibW/g1NBet/p9hNHDcI33jg8Ej36fhVPVbLXF8FSyXHg7Sre1+zgm9jlBkVePmx617SbG0O/NrCfMOX/dj5vr61I0UbxeU8atGRgoVBGPpQB494jNnDongu6vBJNpEWPOZhkDjnIqxq2vfDi+FrFp+nteXBnTZHZRGNwc9cnHFerta27wiF4ImiHRCgKj8KjTTrKJw8dnbow5DLEoI/SgDzGSDWLn4yawnh68t7O5FlGXe4QsCmRxj1zTtOg1a3+Nmnp4gvILu6NjKVeBCoC46Yr1EQQrM0yxIJWGGcKNxHpmgwQmcTmJDKBgSbRuA9M0AMvv+Qfcf9cm/lXhsYR/g1pqvgo2qkEevNe8kAjBGQag+xWohEX2aHywdwTyxgH1xQB5JqsV18O7e7gXfP4f1W3YJ/wBO8pWs27EaeAfClzeIz6bDcMbnAyAM969wlghnj8ueJJE/uuoI/I002lsYPINvF5P/ADz2Db+VAHlWr+IPhtewwxWVibucyrsjs4jG+fqcV6FN4i07TtQ03S7hnjub1QIIypPboTWgmm2MbhksrdWByCIlBH6VK8EMkqyPEjSJ91ioJX6GgCSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z)
“From a tight race last week, the campaign has opened up a
little, and the Liberals may be excused from breathing a little more easily.
Andrea Horwath's NDP continue to bleed support to the Liberal Party, despite
her best efforts to the contrary, and this change in party loyalties is
starting to erode her potential as best Premier," 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.