Conservative, Federal votes split
TORONTO MAY 13th,
2014 - In
a random sampling of public opinion taken by the Forum Poll™ among 530 voters
in the new federal riding of Burlington North-Oakville, where there has been
controversy over MP Eve Adams' attempt to become the next Conservative nominee,
the Liberals (45%) and Conservatives (42%) are basically tied in their voting
preferences if the election were held today. In this situation, the NDP does not
compete (8%), nor do the Greens (3%) or any other party (2%). Of note, one
fifth of past Conservative voters will vote Liberal this time around (19%).
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Trudeau has highest favourables
Close to one half of voters
in the riding approve of Justin Trudeau (47%), but opinion is polarized, and
his net favourable (approve minus disapprove) is +8. Four-in-ten approve of the
Prime Minister (39%), but his net is a troubling -13. Tom Mulcair draws
approval from a similar proportion (37%), but his net is a positive +4.
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vLzw1oX9r6roml2FqusC6LWltfy3Bzb/Zw+UaNtuSckbz04PPFJTqNblTw2Fg7OD/H/ADNf/hfv/Utf+T//ANro/wCF+/8AUtf+T/8A9rrn/AHgKPUtVabXbeO9sk2RiO0ullBdyeWaFjtCqGPJHO0d6fc+BItP+HGpX13plz/aiFZ45CsgEMRl27MZ2khVZjnkBhnFPmq2vch0cEpcvL26vr8zqrH43fbLPUZ/+Ef2fYbYT7ftud+ZY48f6vj/AFmc89Md6pf8L9/6lr/yf/8Atdea6J/yB/EX/YOT/wBK7etb4d+GYPEOtvJqFrLd2FrsEsMW7LtI2xc7eQoyWJ7BDUqpNtJM0lhMNBSlKOi835eZ2n/C/f8AqWv/ACf/APtdH/C/f+pa/wDJ/wD+11z2oeG9Lls9QsNFs7JdVsXuZLtLyS4jkihWYCNkJIiwFYZLHpg1T0bw/Y3Oj3GmCLTLvxGZJJI0e5kkUwCHd8jwt5W/ION5x69qfPUvuR7DCWvyfi/v32Ot/wCF+/8AUtf+T/8A9rq7F8bvM0O61H/hH8fZ7mGDy/tv3vMWVs58vjHldO+fbnjvE3guDQvh1Z3R0+ddTS5Rbu5YPtIeMvgDO3ALKu4dWB57VzNr/wAiPqf/AGEbP/0Xc0OpUTs2OOFws480Y9bbvv6npX/C/f8AqWv/ACf/APtdH/C/f+pa/wDJ/wD+11xfg3TNL1mymsPJsp9dmnUWkd61wqNGEYtgxEAHIH3jipbnQ9P1XwtBceGotNL20MC6jLNcTRSxzPuzzKwh2krjjnNHPUte43hsKpcrh+f+Z1//AAv3/qWv/J//AO10f8L9/wCpa/8AJ/8A+11zkPghZvCNoLCGwutXuY7iaXzLmRmCpKIwIWjPlH1O4nO7ioviD4Ts/Dmk6M1jZTRO3mwXVxIsgE0iFQGw3ChsMQB1HrRzVEr3JVDBuSgo6u/V9PmdrL8bvL0O11H/AIR/P2i5mg8v7b93y1ibOfL5z5vTtj34pf8AC/f+pa/8n/8A7XXmt1/yI+mf9hG8/wDRdtW/pnhe1uvAsF1bxWc+p3gupB9qkmUxxwqM+Xs+TdznMhA5AwaPaTb0ZTwuFhG8o9Wt35+Z1f8Awv3/AKlr/wAn/wD7XR/wv3/qWv8Ayf8A/tdc7feG9E1a+0+fRJNPtdDuL1LT7SjXXntJtQtGwcMMncSpA2+pFcl4i0y30fxBeWNpdpdRQTOisobK4Yja25VywxzgY9DSdSouo4YXCzdlD8/8z6BXx9ut7aX+zf8AX20M+PP+75kavj7vbdjPtR/wn3/UN/8AI/8A9jXHR/8AIO03/sHWn/pPHXXnQdOaa3mEW2CJQLhC7fOzKuzvxkt+laqU3szjlRw8EuaO/wDXcd/wn3/UN/8AI/8A9jR/wn3/AFDf/I//ANjWc3h5HluJUdo0jlcrEwGGRZNpAO7d+O38aXVPD8Fv9pnW5jt0DSGGFmHzBTjGS2cnnoD9eaOaYezwrdrfma0Hjfzobl/7P2+RGJMed9751XH3f9rP4VD/AMJ9/wBQ3/yP/wDY1zVj/wAeeo/9ew/9Gx1PoFrBeakY7pFeMRO+GJAyBkZxzS55PqU8PRim3Hb1N7/hPv8AqG/+R/8A7Gj/AIT7/qG/+R//ALGsg6NDNaNefbLaBX3+UiEhG2gcZdg3J9j+HFWP+EWi8/yRfvv84Q/6gY3FN4/i6Y/WnzTJ9nhVuvzL/wDwn3/UN/8AI/8A9jR/wn3/AFDf/I//ANjVHTfDscj2k1yzMjugkhcBThlJBBVie3cCqV/oqWdgLg3cfmMqyCAkAlW9OckjjPA+vFHNO1xqlhnLlS/M7TQNf/tz7R/o3keTt/5abs5z7D0rYrjvAP8AzEP+2f8A7NXY1rBtxuzzsRCMKrjHYKKKKswCiiigAooooAiNwisQRJwccRMf6UfaU/uy/wDfpv8ACpa4rQfiLHqzau93ZpbJptw8D2ltJLd364lKBpLWOLcgYAMCpcYPXg0Adh9pT+7L/wB+m/wqtqMNpqum3FhepcNb3MZilVBLGSpGCNy4I49CKwJvij4Qt4IZptUkWOaIzBvsU58uMSGJmkwn7sCRSpL4weuMipJPiT4Xitkme9ugXkliEP8AZ1z5weIK0imLy94KqwY5X7vPQE0AP1HwZ4X1U6f9s0pyunQi3t44vOiQRBkYRMqEB0BjQ7GBX5eldD9pT+7L/wB+m/wrkIPifoj6lqEM7MLa3a3FpNbJJcveia38/ckUaFsBMk4zwMnFdbY31tqWn299YTJPa3Maywyocq6MMgj6g0AO+0p/dl/79N/hR9pT+7L/AN+m/wAKlooA8e+LHg/XvEniq1vNF02S5t1sliZ9yphhJISMMQehH51xkfw58dRW0tvFpdykExUyxLcIFkK/d3Ddg4ycZ6Zr6UrB8beJv+EP8JXOt/Z4rjyJIY9k1x5CfvJkj3M+1toG/JODwKxlRi3c9CnmFWnBQSVl/Xc8Uk8IfEuWS3kli1N3tTmBmvgTDxj5Tv8Al49KU+EviaYPJKap5Xmeb5f28bd+/fuxv67vmz689a9N1b4jS6XpWi3iWmk6g2pyrGsdjrIlM2ZljP2X92DcFQ25hhAo7mp9J8fyan4ri05tKWLT7u5vLS0vRc7pHltTh98WwbFOH2kMx+UZAzwexXdlf2jU/lX3f8E8v8P/AA+8YQeMtM1DUdKm2x38U880kyMcCQMzH5snuazYPhv44tbhJ7bSbiGaNgySRzorKR0IIbINfS1FL2MQ/tKre9l+P+Z89jwz8UhcGcNrHnFQhk/tH5ioJIGd/TJPHvVSz8CfELT7p7nT7K+tbiQFXlgu1R2BOSCQ+TyAfwr6G1Ga7gsXfTbRbu54EcUk3lKSTjLPg4UdSQCcdATxXnlh8XjqL6Ag0/TLA6xDNLv1HV/Ij/dzrDtibyj5xbduX7uQKfsY92H9o1P5V93/AATzlfh/4+Sa4mTTrxZblWWdxdIGlDcsGO75ge+etXPD/wAOfFlnqUslzo8iI1ldxAmVDlnt5EUfe7swH419DUUvYxB5lVaasvx/zPm6y+H/AI+0y48/TdPvLSbaV8yC6WNsemQ2cVY/4Q/4l+TcxeVqfl3RLXCfbhiYkYJYb/myBg5r6JrmfG3jBfB9pYSGG1Zr66+zrLfXn2S2hPlu+ZJtrbc7MDjkkUexj3B5lVerivu/4J4hbfDnxzZ3KXFnpVzbzxnKSxXCKyn1BDZFKnw78dpBPCmmXSxXBBmjFwgWXByNw3c4PPNemWPxdGpixu7PRSdMlNhHdTyXW2WCS7OECxhCHVcruO5fvcA4r0ij2Ee4/wC063Zfj/mfPOlfDnxZb6brcc2jyK9zZLFEPNT5mFxC+Pvf3UY/hWdD8NfG1vMk0GjzxSxsHR0nQMrA5BBDcGvpeij2EQWZVlfRa+v+Z86S+C/iRNYvZTW+oyWsjF3ge9BjZi24krvwTu5+vNMt/A3xEtLGWytbS/gtJs+bbx3irG+Rg5UPg5AA5r2QeMpx4k1/SZdKEP8AZFjHeRzS3aKJ1cyD5uMRr+7JyWPByQDxXMXnxjmtPCyawdEtWja6u4Bcf2k32KXyFzmK4EJ3mQgqg2DcysM5Ayexj3F/aVX+Vfd/wTzz/hXXjr7H9k/su5+zeZ5vk/aE2b8Y3bd2M44zV6D4c+LE8J39o2jyCeW+tpUTzU5VUnDH73Yuv519A2szXFnDNJC8DyRq7RP95CRnafcdKlo9jEbzKq1svx/zPnK08EfEXT7aS3sLXULWCXPmRQ3ior8Y5AfB44pLjwN8RLuxisru0v57WHHlQS3iskeBgbVL4GBxxX0dXn9/8T5tP0TxBfXGixW8mjapBp5jub8IjCXysSPIEYRgCYEgbgNp5NHsY9xf2lVvflX3f8E8wXwJ8Qk01tOSyvlsXO5rUXaiJjkHJTfjqAfwqKT4deOpbeG3l0u5eGDd5UbXCFY9xydo3YGTycV69qvjy90vRNJ1VNL0/ULS9uILeWWw1XzVLTTCNRbny/35HLEER9gC3O3tqPYR7j/tKr/Kv6+Z88z/AA58WP4TsLRdHkM8V9cyunmpwrJAFP3u5RvyqtB4F+IVrYy2VtZX0NrNnzYI7tVjkyMHcofB4Hevo+uf1LxPNp/jjRtAOml4dUjmYXpnACNGm4qEwSeOpJXGRjPOD2MRf2lVtay/r5niN/4G+Imq+X/alpf3vlZ8v7ReLJszjONznHQflVP/AIVf4y/6Acv/AH9j/wDiq9T1n4p3mhT61BqGg28UmnLZSKz6n+7CXMxiUTuIyIXUDcQN4xnDEDJ7jQ9ROraLbXxeyfz13brC6+0wHkj5Jdq7h77RR7CPcazOqlZJfj/mcAvhvV0s7GNrGTdFZW0TgEHDLCisOvYgipf7I8Q8/ubr5tufn67fu9+3b0r0muZ8c+KrzwfoEmr2+lJqFvbgNcb7sQkAsqhUG1i7ksMLwD/ezgGvZIx+u1LWsjn/AOzfEnlmPZebGJJXzTgknJOM+tIdM8SGORCl4UkJLr5pw2eueeasS/FWwi1XX4SlittoUUzTxyagFvZWjiEjeXbbeUGdu4sOQeMCtvwp4ou9dutRsdV0yPTr6w8lnjguvtEbxyxh0Icohz94EbeMcE5o9mu4fXJ9kc9aaBqiW18r2UgMkAVRxyfMQ4/IGoItB1uFi0NpPGxBBKNg4PUda9Moo9kg+u1OyPNo9H8QQwvDDDdRxPneivhWyMHIzzTv7L8R79/l3m7dvz5hzuxjPXrjjNd9qM13BYu+m2i3dzwI4pJvKUknGWfBwo6kgE46AniuCPxM1efwRp3iTT/DllNFezC1S2l1VkkkmacxKIsQMJFbAYMSvy5OOKPZoPrs+yAab4lVERVvAseNiiU4XHTHPFNbSfEL2/kPFdtD/wA8zJlfyzitTRvH8mreKINPbSlhsL2a9gsrwXO55HtXCPvi2DYCdxUhmPy8gZrtKPZoPrk+yOY8G6bd6f8AbftsDQ+Zs27u+N2f5109FFaRVlY5qlR1JOTCiiimZhRRRQAUUUUAVn1G1R2RpcMpwRtPX8q4bVPh/oGtyXUmra5qt3LPFHBE83lP9nhSYTCMAxYkUsqg+cJCQOvJJ3Lv/j8m/wCujfzryBfGOrWWvXuvul6NJ1FbyGxNzIrWpeGPMJRQ+5d/kzE5Vc7hgnigDu4fhh4Tg0WTTE1DUBBJYyWJK+WpEb3JuCQFjCg72IGBgLxjvUes+Aba88T21/peu3VhDLe3l5fSIVMwae3jh2xBomXbiMZ3cjJIOcY4mH4qalJp63ButFMEtxYxnUBG/wBntvtCOXR/3nLxFVz8y8HkLVqy+IniK8gknjsrGVbbRptRZI4ZC12UmljTy/n+VXCK4JDHBwM5BAB1118KvBdzEqLPcxiNoDEGiinWMQ2/kKNk0TqwKcncGO4Agg12+mSadpOk2un20o8q1hWJMQrHkKMZ2oqqPoqgegA4rxc/E7UrGyuNSuZNL1XSbKeOO4vtOhdUbzICwRcuw3LJsVuTxIvCnNWrDx54jbxtZaDqllp8EmIFuozIkbuXg3vJFvm3sFc7dojfIVvmB4AB7R/adn/z2/8AHT/hR/adn/z2/wDHT/hXP0UAdEdRtVCky8MMj5TyM49PaqepXEV9YvBbatc6dIxBFxaxozrg9hIjrz05U1nTf6q3/wCuZ/8AQmqKgDLn8C6HceHE0GTXNU/stpTNd22IsXrtN5rNIxi3KS3/ADzKAdsVd0zwtoWl+JDq8Oo3soWa5nt7OUqYLaW4YNK6YQNljnhmIG5sAZriILy9ufE2rJ4mt9W06yeyMzt9uWKKCONzgoYZty5AyW4JJIOFwK6HwdaTW3huKS5e7L3TvcrHd3Ekzwo5ykZaRmbKptB5+9u9aAO/TUbV3VFlyzHAG09fypv9p2f/AD2/8dP+FYlp/wAfkP8A10X+dRUAW/E1pYeJ/Dl3o0+qXthDdrskmsW2S7c8qGKkAEcHjoSKxr3wnY6loMGiX/ifVpdLjVUktFgtYknjVgVjPl26lVAUL8hXj86h8QzajDosv9j201xdOQgEBjDxqThnXzGVSQMkAnGcV54dXmhsdBu76eZfLWWMaZc69JBd3LeeoRkWJn+0NgFdrNyT70Ae7/2nZ/8APb/x0/4U5dRtXOFlycE/dPQDPpXO1Lbf60/9c3/9BNAG3/adn/z2/wDHT/hWdrYi1ew+y2+u32lbid8tike9lIIK5kjcAc5yADwOaoVzvjWfU4tCZNKtLycSbvtEllLHHJFGFJOC7pjJAXKncASRzg0AX4vAXha1v7WWxu7y1srcWm7TYyDBM1tnyXfchfcvGcOA21dwPOez/tOz/wCe3/jp/wAK8Rt/EF2fE+krqYkzJb2Qt7JtWeGcmTIeXyI8rcAHlizkKqHgHOfTqAOiGo2rBiJeFGT8p4GcenvTf7Ts/wDnt/46f8KxIf8AVXH/AFzH/oS1FQBD/wAI/ap4p1HX4PE+rQXd/brbMiR25SJFLFNoaAnKl2IyTnPOayJ/hv4enjkc65qq3s8lzJc3oWEyXH2hESUMphMYBWNR8qKRg88nOX8QL3V7awj/ALNs9Qe2jHmzT2M8UbBgwCoS0itt5JO3OcAHgsDm6dq5m+KBha+n8x55I2svtrNJGohBAktgxRIwRkTDlmZRjB3MAet6fLpumaZa2FpIy29rCkMQYMxCqAoyTyeB1q0NRtShfzflBAJ2nqfw9q52pV/485P+uifyagDb/tOz/wCe3/jp/wAK5Sw8NQaZc6vcWXi/Wo59WnFxPJ5VqSrgKuVBt8D5VVcEHgZ681brhvEd8LD4gWMkl7HOskdvFHpsWsywXCsZmDSi2T5Zlwyk7uAsbelAHQx+ANGtpdKksPEms2raX5rQ7RBIrSyuzSTMskLDzGLEZUDAJAABOe4/tOz/AOe3/jp/wrzbw3q1lceKdfsINcXUZo5lfymulkaIYAZQi8KqnC4AHPXLEk9TQB0R1G1CB/N+UkgHaeo/D3rndX0ax1fxTpeutr2o2sul7vIt4Ei8o7uH3bomY7lwp+YYA4wealb/AI84/wDro/8AJaw/Esuox6UqaTZ3V1JNKscv2R41kji5LMvmOgzgbQc5BYNg4xQBY0jwpBokd+un+MtdV76YzzSyRWjyGQkEtua2JJwNoDZAXgAYGNvw5Z6R4Y0OLS7C5mkjjd5GlnyzyO7l3dsADJZieABzwBXjNn4ivifC51TzjGdKsZIoJtYktri5meRlkdVj3C5O1Y22OwwG+YAscetUAdE2o2qHDS4OAfunoRn0rm/E+hWHie+0y6k13UbBtMlM8CWqxNG0mMB2SWJ1Zl52nHyk5HPNT3P+tH/XNP8A0EVn6rPd22lXE2m2pu7tUJhgDKN7dvvMo9+SPrQBWu/APhrUL26l1DUdQuba6aaV7JyoiE00HkSSjbGHDFC3G7aCxIUcY2PDek6Z4b+1yLql5qN1eGPzrq9CmRljQIi/IiqAAPTJJJJOa8gudRvIdBR9Uu7i2+yX1yrQarr5sZrzCjhHt2csQx+4MLyAOMV6vbyedbRSBJI96Btkgwy5HQj1oA6YajasGIl4UZPyngZx6e9N/tOz/wCe3/jp/wAKxIf9Vcf9cx/6EtRUAW/E1pYeJ/Dl3o0+qXthDdrskmsW2S7c8qGKkAEcHjoSKoweHtKU6H9s1a9vV0OVpbSOWKKOPcUMaZSKJF+RSwXAGNx68YfXmd1qOuSahra6kbrRd9pFL5l9qEUNrCgnI2h45GMe9AV8wDdkk8YUUAei6T4W0LR/EA1SDUL2URvcyW1pKVMNq9w4eVkwgYliP4mbGTjGa6f+07P/AJ7f+On/AArznwFc3V14ceS5bfF9qlFs/wBrkug0QbgiaQBpFznDEcjGMjBrpqAOmguobnd5L7tvXgipaydD/wCW/wDwH+ta1ABRRRQAUUUUAFFFFAHPXLQfa5t0chO9skSAd/8Adqrd29jfWU9pdW8rwTxtFInnY3KwwRkDI4NS3f8Ax+Tf9dG/nXimn6PcROp0rQru21uPVdQmvbttPeJZbRjNhGkZdswYmLagLdAeMUAetS6Hos1lp9pJYymDTZI5bVPtB/dtGMIc4ycD1znvWjut/wDnlL/39H/xNeSWWseK7Gxhi+y6q6xaDC4tbHTxbi3nECZXD2xUtuJwEY7cFfK+WqcnizxdDb6fbX91qttNcy36o0OmebcSrGkbQnYbdSRuYqT5S8E5wRkAHs+63/55S/8Af0f/ABNG63/55S/9/R/8TXkdj4n8YXXio2DyXf2q2uLJLmyisVa3jjktEefdNsO0q5JUbwSTjDDAA2qeOYPDGmS3d3rK3d1pk1wzW+kxySC8AQR27oIjsQ/MSWAOSfnUYAAPXN1v/wA8pf8Av6P/AImjdb/88pf+/o/+Jry+/wBV+IUWoX9naWsjvb28t/FL9mUxSZgUJahsYZlmLng5IRck5rofAV5rl7pV0/iCV5WWfEBmt5IpAmxcht8EIb5s4KpjBxkkGgDtJWg8uDMcn3Dj94P7x/2ai3W//PKX/v6P/iaJv9Vb/wDXM/8AoTVFQBLut/8AnlL/AN/R/wDE0brf/nlL/wB/R/8AE15Zqek+IhqmqXGo6VBPFdRQm7ktLiWdprdblS8Kp5S5/chx5YJzk9S5rrPBtrHa6beCzs3sdPkvZHsrZ4Gg8qIhc4iYAoC4dsED72e9AHWWzQfa4dscgO9cEyA9/wDdqLdb/wDPKX/v6P8A4mi0/wCPyH/rov8AOoqAJd1v/wA8pf8Av6P/AImjdb/88pf+/o/+JrE8Tx28vhy6jvLeO5iYKDHLpz3yE7hgmBPmcA4PHTGeMVxqeF7PWPC2j6ZfeHYpJJbmSL7TcWIBt7VZWclQ67oA6gKkf3k8wDnYTQB6but/+eUv/f0f/E1LbtB5hxHIPkfrIP7p/wBmqtS23+tP/XN//QTQAbrf/nlL/wB/R/8AE0brf/nlL/39H/xNRVzvjWx1TUtCa10u3trmJ9xuoJ7hovNQKSEBWN85bGVIAYZB4JoA6fdb/wDPKX/v6P8A4mjdb/8APKX/AL+j/wCJrziGKB9e8OLqGi3NtqltBC0t/HYzzBfkZBAkwjwgy2XztABxySSvoVAFqJoPLnxHJ9wZ/eD+8P8AZqLdb/8APKX/AL+j/wCJoh/1Vx/1zH/oS1FQBLut/wDnlL/39H/xNG63/wCeUv8A39H/AMTXD/Ea0hvNPgT7ALu8USG3xpMtzIDgfLHOgItnJC4kbIGM4O2rMXh6xn+IK6pHolvaSWMJke8W1VHuJ5QVP7wDLBEDZ7EyDutAHX7rf/nlL/39H/xNSq0H2ST93JjeuR5g9G/2aq1Kv/HnJ/10T+TUAG63/wCeUv8A39H/AMTRut/+eUv/AH9H/wATUVcV4stYp/FekzW+ni4voZoD5iaVKZdnm8gXoBSJQCzMh5YZXjfmgDut1v8A88pf+/o/+Jo3W/8Azyl/7+j/AOJrzvwZo89j4xvZ7dc2X2eRJ7htJkspLmZpQymRpGzOwG/94FA+fvnjv6ALTNB9kj/dyY3tgeYPRf8AZqLdb/8APKX/AL+j/wCJob/jzj/66P8AyWsPxLa6ne6UttpMVtKZJVFxHcXDQB4eSyh1R8ZICn5fulsEHBoA3N1v/wA8pf8Av6P/AImjdb/88pf+/o/+JrymHTphpHg1LrRkTVrS2swVj0uZ5URHXC/bNgWDAUl42HILLkbgx9RoAtXDQeYMxyH5E6SD+6P9mot1v/zyl/7+j/4mi5/1o/65p/6CKz9VF+2lXC6P5IvihEJnYqgb1JCt0+h+lAGhut/+eUv/AH9H/wATRut/+eUv/f0f/E15Z/Z8+m+ETb6ro1xHJBraTW0ViLm93BZkdpG2xAtwGO5gcnn7xr0uOQSxJIoYK6hgGUqcH1B5B9jQBdiaDy58RyfcGf3g/vD/AGai3W//ADyl/wC/o/8AiaIf9Vcf9cx/6EtRUAS7rf8A55S/9/R/8TRut/8AnlL/AN/R/wDE1FXmF9YKbzxC2m6M5guYCk5tNHlswT56/fV1P2s7WkYlByqsuP3goA9U3W//ADyl/wC/o/8AiaN1v/zyl/7+j/4muU8BW/2Xw68SWbWkQupTEv2VrVXUtnckDANEuSQFPPGcnOT01AGxo5jPneWrL93O5s+vsK06ydD/AOW//Af61rUAFFFFABRRRQAUUUUAc9ctB9rm3RyE72yRIB3/AN2ot1v/AM8pf+/o/wDiaLv/AI/Jv+ujfzrxfSdKvra7hk0HQbm38Qw6vfz3N1LZPbxzWxaYqjzMoWVWYxYUE4xnjGaAPaN1v/zyl/7+j/4mopLbTpbqG5lst88AYRSsVLRhsbtp25GcDOOuK8rtNX8bXNpClvPrDpPJp8c1zdaSsM1vJI5W5CIYgCiLtbcVYA/xEZqbUdK8QX/w/wBV1hp9TXxLBa3NlbPDGIpmiS4YgqqqDukVI8lcZ2rtxk5APTYrbToLieeGy8ua4YNNIhUNKQAoLHbkkAAc9hU263/55S/9/R/8TXmXjtNfaHwvf+F4bzULy2NxJ589rtkUNauN7psUK/PCsqgthSBmli1Lxl/bQntn1Gey/tJLeK2urBI1e3az3+Y5EaspEoAJyACSpHYAHpm63/55S/8Af0f/ABNG63/55S/9/R/8TXlOna340+y/bH/ta6jt4LO4vYbnSxE/mmUi4ghURguoQ5BG7lVw5yRW74LvvFN5qMkPiVZ41s7UCVnt1jjuJZHLjadoz5aAKccZbnkcAHfStB5cGY5PuHH7wf3j/s1Fut/+eUv/AH9H/wATRN/qrf8A65n/ANCaoqAJd1v/AM8pf+/o/wDiaN1v/wA8pf8Av6P/AImuAf8As8av4pgbTrt4rmGNna70a6uoZpFZg3G396AWTCq33QNuFXjX8DW7WvhlYfszW8YuJjEpt2twVLk5WFgGiXJICHJAA5PUgHW2zQfa4dscgO9cEyA9/wDdqLdb/wDPKX/v6P8A4mi0/wCPyH/rov8AOoqAJd1v/wA8pf8Av6P/AImjdb/88pf+/o/+JrK10WzaHdC+inmtymHjt45JHcZ6bYwWYHuADkZzxmuMfQrDxJ4Q8NWN5oAmuHhhtp7i904rJaRRqDKMyKGTcV2Aju+4ZAzQB6Rut/8AnlL/AN/R/wDE1LbtB5hxHIPkfrIP7p/2aq1Lbf60/wDXN/8A0E0AG63/AOeUv/f0f/E0brf/AJ5S/wDf0f8AxNRVzXj+KKfwXfRS211dO0bCGK1glmLSbTtysYOQDz8wwCAeoFAHVbrf/nlL/wB/R/8AE0brf/nlL/39H/xNcJqEumah430i4TSr+O5UJMNTfSrjcFIdVgD7P3Qy2X3bQAcHJJK9tQBaiaDy58RyfcGf3g/vD/ZqLdb/APPKX/v6P/iaIf8AVXH/AFzH/oS1FQBLut/+eUv/AH9H/wATRut/+eUv/f0f/E1yPjc28cOlzS2t9cyw38EsYtbWe4CKsqF2KxqQCFBwSM8sB1IrP0uyFt8S7y5tLGO4+2O8k91LossEtsvloABdP8sikqBsUZ+YnopoA77db/8APKX/AL+j/wCJqVWg+ySfu5Mb1yPMHo3+zVWpV/485P8Aron8moAN1v8A88pf+/o/+Jo3W/8Azyl/7+j/AOJqKuW8Qvbw+MvD87Wt/NNHM4aWG0nmjijaKReSqlFy7LnocAE8AYAOu3W//PKX/v6P/iaN1v8A88pf+/o/+JrkfDb20finX4ba0v4hNMspluLSdFlYAKxEki4bngYJ+UDb8oGOpoAtM0H2SP8AdyY3tgeYPRf9mot1v/zyl/7+j/4mhv8Ajzj/AOuj/wAlrnfGkUE/g7UormC5uVkgZVhtopJWdiMKNsYJIzjIIxjrxQB0W63/AOeUv/f0f/E0brf/AJ5S/wDf0f8AxNcJfXVrJqnhK9Wy1RpY5jub+zroiGMwTRncuzCEuyZyAcYJ+UZHbUAWrhoPMGY5D8idJB/dH+zUW63/AOeUv/f0f/E0XP8ArR/1zT/0EVTvfL+wXHn+d5XlNv8AI3+ZjHO3Z82702856c0AXN1v/wA8pf8Av6P/AImjdb/88pf+/o/+Jrye+sdU1P4Zy2GiaUxtLeK9Etndxz2crNlmh8uNoT5gAbcFG3LBBkYIr0+Eytbxm4RI5ioMiRuXVWxyAxAyM98DPoKAL0TQeXPiOT7gz+8H94f7NRbrf/nlL/39H/xNEP8Aqrj/AK5j/wBCWoqAJd1v/wA8pf8Av6P/AImjdb/88pf+/o/+JqKuFH9njUfFdu2nXbx3Cq7teaNdXUUzglWOCv74AlcKrfdA24VeADv91v8A88pf+/o/+Jo3W/8Azyl/7+j/AOJrl/A1u1r4ZWH7M1vGLiYxKbdrcFS5OVhYBolySAhyQAOT1PR0AbGjmM+d5asv3c7mz6+wrTrJ0P8A5b/8B/rWtQAUUUUAFFFFABRRRQBRk0mCSVnZ5MsSTgj/AApv9jW/9+X8x/hWhRQBn/2Nb/35fzH+FH9jW/8Afl/Mf4VoUUAZ/wDY1v8A35fzH+FH9jW/9+X8x/hWhRQBn/2Nb/35fzH+FH9jW/8Afl/Mf4VoUUAUW0mBlQF5PkGByPUn096b/Y1v/fl/Mf4VoUUAZ/8AY1v/AH5fzH+FH9jW/wDfl/Mf4VxfxI1W9svEWg2ttfaha29z5omGnn962AMYHQn/AOvVD+1LzTPDet6lZap4gmnt7UKi6sihFLOo3LgfeAz+dYOslJq2x69PK51KUKikve2372/M9Fj0mCOVXV5MqQRkj/Cm/wBjW/8Afl/Mf4V5zdWWp23guTW08c3z3Edp9oEJmXazbc7cdfaqfiHxTqLHwxJc6tf2MN5pyy3LWCFnZ/XaPWk66S1RrDJ5VJWpzT1a2e6V9ranqX9jW/8Afl/Mf4Uf2Nb/AN+X8x/hXmHhzxFey+Jrm1sdc1O9sxps0rf2lGY3DgHBQH045+tdN4P8QPdfDY3d/qQe8WKUmSSUbwQDjrzTjWjIyxGVVaCu3fbo+t/8jqf7Gt/78v5j/CnJpMEbEh5OhHJHcY9PevJ59b8RX/hLwnHY6vcRXuo3csLTeYcvycZ9RVq98daxr+h2mk6Q8lprEMbvqcq8GARZB/76Iz+NT9Yj2Nv7ErXVpLdp+Vm1d+Wj/pnpn9jW/wDfl/Mf4Uf2Nb/35fzH+FZfw+vrnUvAOlXl9M89xLES8jnLMdxHJrgtZ8QXCeN9Xtb7XtZsreGQCFLCMyAfUdq6IvmSZ49ek6NWVJ7xbX3HqP8AY1v/AH5fzH+FH9jW/wDfl/Mf4V5hZ+JNWbwJ4juItWupha3AS1nm+WdV9x2rR0D+0rq909ri/wDFAWQoztLLH5J4zz32mmZHoC6TAquA8nzjB5HqD6e1N/sa3/vy/mP8K83vrvxFP4k1RZLnWZYY5tsI0m4jVEX0IYdajuvE2pD4WXFzb6tdveQXywtK/wAsqAt90kdfrQB6Z/Y1v/fl/Mf4Uf2Nb/35fzH+FcZ4fjv31+28+98T7FbcVvJIjE3HRsc1keMvGN1deJbu10fXF0yLS4SRlyBdTZBKcdeOPrn1oA9K/sa3/vy/mP8ACnDSYBEyb5MMQTyO2fb3rgPEvjGfUPhzpmr6bdzWck1ykVwYCdyHB3L7+uKxrbxHcpr2kx6T4i1q6aa6WOWPUoTHGVPuetAHq39jW/8Afl/Mf4Uf2Nb/AN+X8x/hXD+bqXiPxprlrJ4kuNJg0+REhigcJkEck569P1qpq2oalo/gzxCtv4r/ALSntZoRHLG/7233HkMff29DQB6H/Y1v/fl/Mf4Uf2Nb/wB+X8x/hXn3i7xpri+E8w6PqelPuj/012AHUccc816iOgoAonSYDEqb5MKSRyO+Pb2pv9jW/wDfl/Mf4V5neeIdY/4RfXZE1K4SaLX2topA5zHHkjaPb2qS98W6xovhnU9E1u5ki1aKFZbK9Vv+PhCw6H1AzQB6R/Y1v/fl/Mf4Uf2Nb/35fzH+FcFPqGqax4n07SDrs+lwf2alw0sTBWkcrk5Jrb8OR3OneKJ7KbxYNWjaDf8AZpm3Sp/tZHGKAOkfSYJGBLydAOCOwx6e1N/sa3/vy/mP8KuQzxXCF4JUlUHBKNkZ9KkoAz/7Gt/78v5j/Cj+xrf+/L+Y/wAK0KKAKK6TAquA8nzjB5HqD6e1N/sa3/vy/mP8K0KKAM/+xrf+/L+Y/wAKP7Gt/wC/L+Y/wrQooAz/AOxrf+/L+Y/wo/sa3/vy/mP8K0KKAK9rZR2e/wAssd2M7j6VYoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCjd6Np99qdnqF1biS6sixt5CxHl7hg8A4PHrVm6tYL21ktruJZYZVKujDIYGpaKVkX7Sbtrtt5ddDkh8LvBgcMNChznOfNk/+KrcPh/S/7QtL0WaC4sovJt3UkeWn90AHGK0aKlQgtkbTxeJqfHUk/VvruUJtE0641iPVJrZXvYojCkpJ4Q9VxnHc9qw5fhj4OnmeWXQ4S7ncxEjjn6Bq6uihwi90FPFYil/DqNdNG1oZTeGNGZdOH2CMDTH32gUkCJvXg8/jmnR+HNIiur+5jsY1m1Fdt04JzIMY9ePwxWnRT5Y9iPb1v5n9773/AD19Srpum2mj6bDYabCILWAbY4wSdoznqee9MtNHsLHULq+tbcR3N2QZ5AxO8j2Jx+VXaKpaaIzlJyblJ3bMeXwpok8d+ktgrLqL77ob2/et69ePwxVO3+H/AIYtLiKe30wJJEwZG8+Q4I6fxV0lFBJz174D8NahfS3l3paNPMcyOsjpuPrhSBU3/CG6B/Yh0j+zYxYlxIYQ7csOck5z+tbdFAHPWXgTw3p97Fd2em+VPC25HE8h2nGO7VcsfC+iadE8dppluFeQyMXXzCWPU5bJrVooAw18GeH1haFdOVYmuBclBI4USDowGeOvbir2paNYav5H9o24n+zyCWLLEbWHfg1eooAwNW8D+G9cvmvNU0qK4uGADSFmUnHHYili8E+HYNHn0qLS40srhg0sQZvnI6ZOc8fWt6igCjqei6frGm/YNSthPa5U+WWI6dOQc1eoooAxm8I6E9rcWzaephubn7XKu9vml67uv6dKk1jwzo+vwQxavYx3KQf6vcSCvGOoINatFAGHqfgzw/rMdumpaZHOtsmyLLMCq+mQefxp+j+ENB0B5X0jTY7ZpV2uwZmJHpyTitmigClpekWOi2rW2l24t4WkaRlBJyx6nk1doooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==)
“As it turns out, Eve Adams may be in over her head in Burlington North-Oakville, which may actually be a harder riding to win than her previous, now dismembered riding of Mississauga-Brampton South. It appears the siren call of Justin Trudeau is even heard in the 905 bedroom communities the Conservative used to consider their own," 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.