Liberal minority seen
TORONTO JUNE 18th,
2014 – In
a random sampling of public opinion taken by the Forum Poll™ among 1683
Canadian voters, 4-in-10 will vote Liberal if a federal election were held
today (39%), compared to 3-in-10 who will vote Conservative (31%), and this
represents a very slight widening in the Liberal lead since we last polled (May
22, Liberal - 36%, Conservative - 30%). Just fewer than one fifth will vote NDP
(19%) and this represents a decline since last month (23%). Few will vote Green
(5%) or Bloc Quebecois (4%) or for other parties (1%).
The Liberal vote is especially characteristic of the
wealthiest (44%), in Atlantic Canada (52%) and Ontario (45%) but not in Alberta
(26%), but among the best educated (post grad, a proxy for income - 47%),
non-Christians (48%) and mothers with kids (44%).
The Conservative vote is common to the oldest (41%), males
(35%), mid income groups ($40K to $60K - 37%), in the prairies (40%), Alberta
(56%) and BC (37%), among college grads (35%), among Protestants (48%) and
Evangelical Christians (54%), but not among the non-religious (20%) or
non-Christians (23%), nor among mothers (24%).
The NDP vote is strongest among the less wealthy ($20K to
$40K - 25%), the wealthy ($80K to $100K - 28%), in Quebec (26%) and among the
non-religious (25%).
The Liberal vote is the "stickiest" in that more
Liberals from 2011 (83%) will vote Liberal again this time than will
Conservatives (74%) or, especially, New Democrats (59%). In fact, close to
3-in-10 past NDP voters will vote Liberal this time around (28%).
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1fUdPtVkdtOZEnmwPLEjLu8sHOSwUqTxgb1564t21zBeW6z2k0c8L/dkicMrc44I461zrRR+BPhzezy3BnlsrSa7ubmTrPNgu7n6tnjsMDtXEX/AIlttP8Ahx4Z0zwzr+lzWwkhs9TvxqywRxKIWdke4jVzCzsuAwAPOAQSCDuu1vx/QPP1/A9eoryKO+Fi+iab4g8UuujakLu+jlsdVml80qY1htY7zImlPzu/BDMQFA2jBk8Ptf67p/hKwm1vV4YbyK81a6Zrp1uJLbcFhjeQHco2yrypB+TIIPNH9f8AD/c/uD+v6/D7z1O5vLWz8r7XcwwedIIovNkC+Y56KuerHHQc1NXj6eJb2z8JaLdJqd46w6bqWrgyTszyRLlbZJGbl+JlxuySUBOSKsSSar4O/tA22ranquoab4Ve7u/tdxJOstwTiJxGTtXHlycKBkfeyeaP6/P/AC/Idnp/XVL9UesE4Uk9vQZqjo+s2Wu2BvNNaZohI8R863khdXU7WBSRVYYII5FcD4RvrGTxjJJo/iPUNY06x0YT31xNfPPBPPI/DpklQQIpMhMIpOAAQQOr8CQGLwRpsjxtHJdxm8lVhyHmYytn3y5p2/r5v/J2Jvf+vK/6o6GqGraDpGvwxw67pVjqUUbbkS8tkmVGxjIDA4NX6KQyOCCG1t47e1iSGGJQkccahVRQMAADgADtUlFFABVOw0jTdKNwdL0+1sjcymac28Cx+a56u20Dcx9TzVyigAooooAKKKKACiiigAooooAKKKKACiiigDMufDWhXurxareaLp1xqMJUx3ktojTJt5XDkbhjtzxWnRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGfrukR6/od1pc9xPbR3KbGlt9u9RnPG5WXtjkGrkEbQ28cckzzuihWlkChnIH3jtAGT14AHtUlFABRRRQAUUUUAFVLnSrO81GzvrmHzLixLm3YscRlhtLbc43YyMkZALAYyc2689+JHjzVPCN9bQaatigks5rlPtsbubyVHjVbWLa64kYOSPvHj7tHVIZ6FRXN+H/ABHd+JNYu5rCGFdAtgYEuWyXurgH59hBx5aYKk4O5s4wF56Sgm4UUUUDCq9/afb9PntftE9sZkKie2fZJGezKfUdeQR6gjirFFAHMv4KSTS9Rt5Nc1R7vU1WO61E+R57xgECMDyvLVcM33UB+YnOea6OGJIIEiiGEjUKo9ABgU+igAorM8Sahe6V4Y1G/wBKsX1C9trZ5ILVASZnA4XA5PPYcntXJ6f8TbKLwONfv72z1VBdG2eSx2WAjcDJV0u5l2MCCNpckjDAYPCvuOz0O/orgbj4w6DBbLcxWOqXVt9itr6WaCFGEMM7FFZgXDEhhghQTzwCM4tN8TtPVIkbR9W+3Sak2l/YAkJlW4EXmhSRJswVxzuwM84wcVZ/19356C6X/ra/5HaUV5hb/GfTmv7+7uFEWjQWFtNEHUJcfaJJ5IWidmcRjDR4ySFHJLY5rtfCnirT/GOhjVNJ3iHzXhZXZGKujYI3IzIw7gqxBB60lqrr+ugPR2ZN4g8S6T4W09L3Xrv7LbySiFX8t3y5BIGFBPRT+Vc5/wALi8Cf9B3/AMk5/wD4isT9oH/kQLL/ALCcf/oqWvnavZweApV6XPJu/wDXkZyk0z6k/wCFxeBP+g7/AOSc/wD8RR/wuLwJ/wBB3/yTn/8AiK8MvfCVlb39h4ft1vLjXryCGRZRKggV5MMI9hXOAp5fd1/hpi/Du9ks5L6HVtLl0+KJ5HvEeXYNjqjjBj3Ejep4XkHjPStfqGF6yf4f5C5pP+u57t/wuLwJ/wBB3/yTn/8AiKP+FxeBP+g7/wCSc/8A8RXges+AdT0DTbm91K4tkjhnMChBK/nNtVgQwTauQwI3lScHjiuXrSGW4aavGTf3f5Bzs+sT8S/CQ8P/ANtnVv8AiXfavsnnfZpf9bs37du3P3ec4x71R/4XL4C/6D3/AJJz/wDxFeISf8m//wDcz/8AtrXCV8pj6ssNiJUobLufZ5RkmHx2FVapKSd3tb/Jn1V/wuXwF/0Hv/JOf/4ij/hcvgL/AKD3/knP/wDEV8s20YmuoomyFdwpx7mu5Hg2zj8ReKtLhg+0waYyLHPPclJIlMyqWAVdrsQSMHA5zXJHFVpbJdfwO6tw/l9F2lKf3rul28z23/hcvgL/AKD3/knP/wDEUf8AC5fAX/Qe/wDJOf8A+IrwTxt4G/4Rm5vLjT7yK802G+ayyHJlhfbuCyfKoJK85XI4I4NchUvGVU7NL+vmXR4dy+tBThOVn5r/AORPqr/hcvgL/oPf+Sc//wARW9qHi/Q9LvpLO/vvKuI8b08l2xkAjkKR0Ir43r3nx/8A8jzqH/bP/wBFrXPicyrUqPPFK90uvZ+fkcmKyDC0a0IRlKzUnuujj5eZ6N/wn/hn/oJf+QJP/iaP+E/8M/8AQS/8gSf/ABNeR6NZx6jrdnZzlljnlVGKHBAJ7Zrej8LWb3UIEs5guL6GKJgwyYpFZs9PvAjHpkHiuWlmeNqxUoxjq7dd9PPzOOpleDpO0pS2v0/yO+/4T/wz/wBBL/yBJ/8AE0f8J/4Z/wCgl/5Ak/8Aia89tfD+n6i9rJam6hha/FnPHJIrsM8hlYKB0B4Iql4h0eDS47N4UuIJJw++2uWBkQK2A3Crw3bjsaUs0xkaftOWNvn5efmvP7mKOWYOU1Dmlf5efl5Hp/8Awn/hn/oJf+QJP/iasXvjHQtP8j7ZfeX9ohWeL9y53I3Q8Lx06HmvDq6Dxn10L/sDW/8A7NWuFzWvWUnJLS3f/M4c0wFLBwjKm27vr/wx6R/wsHwx/wBBP/yXl/8AiaP+Fg+GP+gn/wCS8v8A8TXisMTTTJEn3nYKM+pNdFfeHbaKK9jslnlexkWKW5NxFtL7gpzF99VyTg5PT8uyOMryV0l+P+Z4POz0j/hYPhj/AKCf/kvL/wDE0f8ACwfDH/QT/wDJeX/4mvN4/A+oy309rFPbSPbuIpGjErKrnopwh7DOeg7kHioB4O1T+zWvGVEVQWKEN90NtJ3BdnXtuzjnFV9axP8AKv6+Y+aR6f8A8LB8Mf8AQT/8l5f/AImj/hYPhj/oJ/8AkvL/APE15Rq3h260iF5ZpreZY5zbyeSWOxwM4OQOo54zWTWbx9ZOzS/r5g5NHt+p+PvDWjPbpqWpeS1zAtzEPIkbdG2cNwpx0PB5qj/wtbwZ/wBBn/yVm/8AiK8m+Jv/AB++Hv8AsBW383ria+7wmWUa9CFSTd2vL/I+exObV6NaVOKVl6/5n0f/AMLW8Gf9Bn/yVm/+Io/4Wt4M/wCgz/5Kzf8AxFeIeEtEtNam1D7d5hW0s2uEVLmO33MGUYMjgqo+Y8mtq88AwGXVINKe5lnhurWGzEjKFcTKSSTj5gMcMMAjmnPL8JCXLKUvw7pdvMIZljJw54xj179E338j1X/ha3gz/oM/+Ss3/wARR/wtbwZ/0Gf/ACVm/wDiK8WPge7+zm7TUtPfT0SRpL5Wk8uMowUqQU3E5ZcYU5zXOTRmGeSIsjlGK7kbcpweoPce9aQyvCz+GT/D/Iiea4un8UUvv/zPoz/ha3gz/oM/+Ss3/wARWk3jbw+umWmoNqGLW83+RJ5Mnz7G2txtyMH1r5er0eb/AJJl4S/7fP8A0dXHj8BSw1JTg3e9tfn5HZl+YVcVVcJpWtfT5eZ6p/wsHwx/0E//ACXl/wDiaP8AhYPhj/oJ/wDkvL/8TXiVdHZ6Hp4XSYdQa5NxqvKPC6hYQW2rkFSW5GTyOK8U9w9K/wCFg+GP+gn/AOS8v/xNH/CwfDH/AEE//JeX/wCJrz+28GwfabaO71JGM0dwSkaspQx7hnJUgjK89/TPWqtv4I1O6kAgkheJ1jaOdVkZXD529EyOhyWAA7mgD0r/AIWD4Y/6Cf8A5Ly//E0f8LB8Mf8AQT/8l5f/AImvJNQ0OfTLGC4u54A1xnZCrMX4YqSeMcEev071m0AfRGn6ha6rYR3lhL5tvLnY+0rnBIPBAPUGisT4ff8AIiaf/wBtP/RrUUAdJRUF5M1vaPKgBZcYz061gal4tj0i2S41B4oYnljhVvLZsu7BVHGepIFAHTUVif2zcf3IvyP+NH9s3H9yL8j/AI0AbdFYFx4ha0t5Li6a3hhiUvJJIdqoo6kknAFYy/EzSn0OPV0uVa0mnNtFttZjJJKGK7FixvLZB4C9ielAHcVieKNN1TWNNj03SrtbGG5kCXt0rlZkg/iEWARvb7u4kbQSRkgVWHikf2b9vlMdvbeX5rPcxtDsXGcsHwVwOuQMVmRfErT7jR49UtftFzaSSPEGt9NuZWDISGDIqFlwQRkgCh26jV90ZenfDO70v4hQapYrp8Gm210JYZkdvtK24tRCLPbsx5QYb/v9f4c816XXn8Pxd8Nz24nGs2MceyOQmdXi2rISEZg2CoJHU4AyM9Rnol1+R4RMhgaJl3hxypXGc5z0p6216E6X0N6iuFX4oaQ0V4/2pU+x+X5qyWkyOfMOIyikAyBiMKUBz2zSH4p6KLS1uGv4VW7uPs0SNBKJPMDhCrR43JhiASwABIz1FIZ3dFcldeOrSy12y0a5miS/vgxghETncACTkjheFbGSM4OM4rS/tm4/uRfkf8aANuisT+2bj+5F+R/xq1p+oS3dwySKgAXPyg+o96ALV9a/bbGW3FxPbGRcLNbtteM9mBIIyD2IIPQgjIrkZPhhp8i+cNY1ZNUN696+qq0PnvI0JhII8rywPLOAAgxgHrk12tVNU1Sy0bTZb/U7hbe2hGWdsn2AAHLMTgBRkkkAAk0nbqNX2Rx8Hwj0KDS5bBbzUjFLp9tpzM0se7y4JDIh+594knJ6Y6AVHr/w1kvdWsrvRdTmsmOunV7uYuvmRk25ixEDGynopw4I+9nPSt+bxxoEWmaXfC7mni1ZPMsUtrOaaWddu4sIkQvgDBJK8ZGcZpZPHHh+HXl0eW+dLsyiE5tpREspj8wRtLt8tX2DO0sD7VWt/wCu9/zJ0t/Xa35GBB8HfD1rbPHb3WpRyNDAiziZN6SRTNOsw+TG8yOxOQV7bQK7PTbOexslgutRudSkBJNxdLErtnsRGiLx/u1T0bxTpGv3l1a6ZcSPcWgRpY5beSE7Xztdd6jcp2nDLkH1rXo2Dd3PLf2gf+RAsv8AsJx/+ipa+dq+x/EFrZ3mnpHqNhaX8QlDCO7hEqg4PIB78kZ9zXO/2H4e/wChW0L/AMF8f+FethMfGhS5HG5Eo3dzwCHx3qEMthdfYrCTUbBI4odQkiYy7EOVUjdsPHy7tu7HenzeP9QfS7jTbaw0+zsZ4JITbwI+1d7h3cFnJ3Eqo5JAAwAK9zv7Hwtptm91deGNFEaYGI9KWRmJOAAqqWYknoATVAX3gT7PZzNoegoL2XyYEfSgsjOH2EFCu5cMQpyBgkZxWn9oUG/gDka/rseO6h8QtT1GDU0e0soZNTjSK4lhWRWKKFAXG8qfu9SCRubBAOK5SvqX+w/D3/QraF/4L4/8KP7D8Pf9CtoX/gvj/wAKuGZ0YaRgLkZ4dJ/yb/8A9zP/AO2tcJX1ydK0U+H/ALOdA0n7L9q3/ZvsaeVv2437cY3Y4z6VR/sHw5/0Kug/+C6P/CvmcdSeKryqp2ufXZVnlPAYZUJQbd2fK8UhhmSVcFkYMM+1dZP8Rb2W81G7i0nTLa41MAXckQmJkIdXBw0hA5XsB1Ptj3z+wfDn/Qq6D/4Lo/8ACsf7Z4FFzdQyeH9FiNrG8sjzaP5cZVCA5R2QK4UkA7ScZFcqwlSOil/XU76nEWFqtOdJv5/11R4h4j8cah4ltJLe5tbK1Se8N7P9lRgZpSu0MdzHGF4AGPU5PNc3X07pUXg/WYZJLDwxox8p/Lkjm0cQyRtgHDI6hhkEEZHIOavf2D4c/wChV0H/AMF0f+FJ4Kbd2x0uJcLSjy06TS9UfKle8+P/APkedQ/7Z/8Aota7L+wfDn/Qq6D/AOC6P/CtbVILF9SlafS7CeQ4zJNbqzNwOpNc+Iy2dal7NS6p/df/ADOXE8QUq1WM1B6Jr7+X/I8csLyTTtQgvIQrSQOHUOMgketaFr4mvbS1tYESF1tboXMZdTnIz8pwfu5Yn15616P9m03/AKAml/8AgItUtQ1Hw5pU1tFf6dpEUt3IIoI/sYLOxIXgAZxllBPQZGTzXHTyfEU7KFS39L/JHPPOMPP4qbf9f8FnDDxNcxzWzWttbW8dvcfaRDGHKvJ/ebcxJ9OtZEjmSRnbGWJJxXpR1rwyNaGlf2Zpv2ov5f8AyDj5e/bu2eZt2b9vOzO7HOK0/s2m/wDQE0v/AMBFqZZLXmlzVF/Vv8kOOc0IP3abPIK6Dxn10L/sDW//ALNXf/ZtN/6Aml/+Ai1b1CCxf7N52lWE2LdAvm26tsXnCj0A9K6MNlM6KknJannZlmEcZCMYxtY8RBKsCpwQcgjtW1N4oupobhTa2izXWz7ROqsHlKEEEjdtBJHOAM16T9l0z/oB6V/4CLR9l0z/AKAelf8AgItdccDUjtI8TkZ5pJ4lnuJb03lna3Md7MJ3hcOFVxkZUqwI4J71DJrbTWcEM1layNbLthmO8PGu7cBw2CASeoNd/qmq+HdIube3vNEtGmuQzRR22kPcMQpUMSI0bAG5eTgc1pfZdM/6Ael/+Ai01gqv839f19wOL6nmGo+IbvU4LiK4jhVbi6+1MUUgh9u3AyemKyq9k+y6Z/0A9K/8BFo+y6Z/0A9K/wDARal4Cbd3IHFs8j+Jv/H74e/7AVt/N64mvprU7HS52tTdaLplyVt0VDNaq+xecKueijsKo/2Vof8A0Lei/wDgCn+FfaYXNIUKEaTi3ZHhYjKZ1qsqiktTwbRtbk0ZrvZa291HdwG3liuN+0qSD1RlIOVHetUeP9XSZ5IktYy0tvIgVDiIQghEXJ+7g4Ock+teyf2Vof8A0Lei/wDgCn+FV7+Hw1plhNe32gaLFbwKXkc2CHA9gBkn0A5J4FXPNMPJ80qZMMpxEVyxqf09DyE+OLs27Wi6bp6ae6OsliqyCNy7hyxO/fnKr0YAYxiucmlM08kpVELsW2ou1Rk9AOw9q+hLW08O3tnDdW3h7RXhnjWSNv7PQblYZBwRnoal/srQ/wDoW9F/8AU/wqo5rRpv3YNCnlNeoveqJnznXo83/JMvCX/b5/6Or0X+ytD/AOhb0X/wBT/CtCa105dLso/7I04wr5nlwm2XZHludo7ZPJ9a5cdmEcVTUFG2t/zOvAZdPC1XOUr6W/I8RrXtPEdza29tGbe2mks932WeVWLw554wQDg8jcDg16b9l0z/AKAelf8AgItH2XTP+gHpX/gIteOeyea2/ii8t4YE8mCV4FlRZpAxYrJncDhsHlic4zSt4ouJbGOyu7O0ubaOKONY5A4+5nDZVgc/Me+Pau71a/8ADmhWJvNV03SLaEHALWYJY4JwFAJY4BOADwCe1XhbaWRkaHpX/gItAHk99qct/bWkEkcaJaRmOMID0LFuck+tU69k+y6Z/wBAPSv/AAEWj7Lpn/QD0r/wEWgCz8Pv+RE0/wD7af8Ao1qK2dLWJNNiWCCK3jGcRwoFVeT0AooANT/5Bsv4fzFeceN7DUNWstPsNNsZJ92oW88s/mIqQJHKjktlgxyAcBQffFelX7IllIZE8xRjK5xnkd652+1vRNLjjfU/s1mksgjja4u/LDueijOMn2o6ph0Z41rHgzxPdWE+m22jsywnVmjuPtMQWb7TuMe0b8jrg7gMH1HIfqXgHWv7SnW202T+xnuLaaaztDak3DC3dZHCTZjZhIVJ3jnqDkA17E+taLFqUenyC3S9lQvHbNd4kdR1YL1I4PNWvtFn/wA+P/kY0rafd+Adfv8AxOc0GzOieEbS1hgv5PslttSC6kia4OBwhZW8vd24O3pzivPbTwtrsmg6Wt7oeoRtpusXN3JbQX0UUs0c3m4Mckcwwy71yCy98Z7+v3Wp6XY2slzewxW9vEu6SWa52Ig9STwBVKTxZ4Xhsbe9mu9PjtbpttvO2oKI5j6K2cMfpTerv/W4bK39bW/UwfDVp4m0zQbQa1dRXrQ2p32qxF7lpOSF89pQrHGF5UZPJbvXN6XpPiWP4a6hoaaTcWF/eXkqCSSaAhIZ5mLSArIeVRjx1zjGeteqG5swCTZYA6kzGmw32n3ECTW9qksUihkdJyysDyCCOooerdwWlrHLDwZp6XELwzXEMMMVvGttGUEY8nOw/dznDEdcY7d6n0BprWzuNOTT5o7TS9lraSyv892qRrlsEKBz8uehwT0rTi8VeGZre7nhurCSGyOLqRL9Stuf9s5wvQ9cU4eJvDjWNverPZG1upBFbzi+GyZySAqtnDEkHgelGrv5/wBXFZI8wOheI9Va51nUtBuotZa/tbowvNbmLyIJMrbxMspJbDM25woLenFSahoOvnw0Ui0O5mub3xCNVe3jngBt4lmVgrFpACxVc/KSM8E969Sm1nRre+t7K4W3iu7kMYIHutsku0Zbap5bA646VZ+0Wf8Az4/+RjQtNV/W3+SG9d/63/zZ5ldeEtef4gaXr8U8EsEl8bi4SW2AltI/s7RrGWE2GAyQNo4Zi3I6+hVb+0Wf/Pj/AORjR9os/wDnx/8AIxo6WDrcqVoaN/x+P/1zP8xUX2iz/wCfH/yMauaZLA9ywhtvKbYed5bjIoA1KzvEJuB4dvhZWU19O8LRpbwMis5YY4Lsq8ZzyRwO54rRqO4uIbS2lubuaOCCFC8ksjBVRQMliTwAB3qZJOLTHFtNNHiv/CF+KD4d8NONF1SK+0vQ5tKMNrqiW0kNwRGY598c4DRZQgjJPA+Q1Yg8EeLYviRbavcWk1xLHfQySzfaYV02aNLUI0zRZMv2nfuUOE4BHavU7vxLoVhpcGpX2tadbWFzjyLqa7RIpcjI2uTg5AzwaeNf0dtYXSV1WxOpMnmLZC5TziuM7gmd2Mc5xWl3zX/ruTZctv67HKeC9C1Oy8Z6zqk2m3mm2F3bQxiLUrxbu4eZS25lk3yMIsEAKWHOSFXv3dVbfVNPvL66srS+tp7uzKi5gimVpINwyu9QcrkdM9atVPRD6sz9Z/480/66D+RrErf1N40tlM0XmrvHG4rzg1l/aLP/AJ8f/IxoAxNcEjaRMsVndXpbCtDZ3P2eYqSMlH3Jgjr95frXKSWes2nhOys4dCvbl/7SF0sKT25eCFbgSBZHeQB3K55BbJ+8x+8fQLvVNKsLSS6voora3iG6Saa52Ig9STwKpzeK/DFvZW15PdafFa3RxbzvfqEmPorE4b8KFvf0DoSxsXjVmRoywBKNjK+xwSPyNOq39os/+fH/AMjGj7RZ/wDPj/5GNAB/zBv+3j/2WqlafnW39m7vsvyedjZ5h6465qv9os/+fH/yMaAKlcPd6Nd6lrN/JNo+pw28lrcRTs9/HL9oJK+X9mDSHyvuluRGM7cg4GPQ/tFn/wA+P/kY1Tt9f0G7v7ixtHtZ7u2/19vFeBpIv95Ryv40uozmvCGl6laSalf6u92Zb2VPLS9MBmVEXaN/kKI8k54GeMZOeB01Jp2v6DrELy6Q1rfxxtsd7W8Eqq3oSucH2q59os/+fH/yMaoWxUq3qf8AyEpfw/kKPtFn/wA+P/kY1Yv5rZL2QSWvmMMZbzCM8DtSAzK57xf9vextItN0m61FheQTv9nkhXYscqOc+ZIvJAOMZ5HOK6z7RZ/8+P8A5GNU7/X9B0ryf7Ua1svPfZF9ovBH5jei7sZPsKOqA4qbQtQu/F8EltFqdnYC8S/uVuJLU27OIwMRhd0u8nGeVXhjzxntqT+39B/tb+y91r/aGzf9k+2Dzdvrs6498Vc+0Wf/AD4/+RjR0sv66foHW/8AX9alSrd//wAu3/Xuv9aPtFn/AM+P/kY1Yu5rZfI32u/MKlf3hGB6UAZlFW/tFn/z4/8AkY0faLP/AJ8f/IxoA4vxjp8195LWGl6nPqCQypa3tjfLbLbM2P8AWfvVLLlVJG1x8vQ9D0sCyLbxrO4eUIA7AY3HHJo1LxJ4d0YxDV5rKwMxIiF1eiLzCMZ27iM9R09avfaLP/ny/wDIxoWwMq0Vb+0Wf/Pj/wCRjR9os/8Anx/8jGgAv/8Al2/691/rVStO7mtl8jfa78wqV/eEYHpVf7RZ/wDPj/5GNAFSsLxPo+oavb24028toDbu0hiubUzJK20heBImCCcg5Izg44FdR9os/wDnx/8AIxqve6tpGm2b3eopDaW0eN8091sRcnAyx4HJApSSasxptPQyPDNpeWHhXTLTUin2qC1jjlEa7QCFAx95unTOecZ9q1KmttR0y8tY7m0gjnglUPHLFcFldT0II4IqX7RZ/wDPj/5GNXJtttkRSSSRUq3cf8g2z/4H/Oj7RZ/8+P8A5GNWJprYWVsWtdyndtXzD8vPPPepKMyirf2iz/58f/Ixo+0Wf/Pj/wCRjQBzHjJLy48J39ppunz39xdQvAscLxrtLKRuJkdRj6EnnpWrZzST2cUs1tLaSMuWgmKF0PoSjMv5E1cutS0uytnuLyGK3gjGXlluNiqPcngVL9os/wDny/8AIxoAq0Vb+0Wf/Pj/AORjR9os/wDnx/8AIxoA1dM/5BsX4/zNFPsGR7KMxp5anOFznHJ70UAM1P8A5Bsv4fzFeUfEvw/L4ltdG06OGV45L5hLJGhPkgwSqHJHQBivJ74r1q/8v7FJ527ZxnZ16isf/iX/APT1/wCO0mrjTseM+H7LxFe+JtF8Sa1pVzHfutzDJG0ZXykigCIGYj5d8nmMCeu8daz7K58VppOsX5fVrVbC0tdSEVyt5EgkjZmmgDXDsXGz5TghTwcDrXu3/Ev/AOnr/wAdqK5ttHvbWS2vIJbiCVSkkUqIyup6gg8EU23e6/r+txJJK3T+v00OA07VL6w+GCa5fafe6vf3TG+hswjzurSuWiUAAlVRSvQfKAcDNc3dW4g8B2nh6Gz1KaXVnmGpamNDusWyO/mTBI/L3jJbagwBxknivZkTTY0VEW4VVGAoCgAelO/4l/8A09f+O0O19NgV7anm978NrbU5Wvbe4t1+0MZHjvNPMizKShRJULKzbdrYDYILZ4wQd/w5cW8WlS6RHHNLHoqJZSTtENk7LGudgBJOM4I9cjmup/4l/wD09f8AjtH/ABL/APp6/wDHaOnKtg63PEpIbnWZbnXTpGpW8n26xY6YdMuIjFZW8vHVAskmW3lUzgAAZwadqVhInh0XR0W/ae68Sm+tlj0yZ5orb7QjOWCoTGDs3bTgnjjNe1/8S/8A6ev/AB2j/iX/APT1/wCO0LR3X9bf5L8e4PXf+t1+v5HlN9pPiCX4naNrTWMVzaS3pMUyyyhra3Fs6hXjMX7s5Z25blmCnHUel1b/AOJf/wBPX/jtH/Ev/wCnr/x2jpYN3cqUVb/4l/8A09f+O0f8S/8A6ev/AB2gCpWho3/H4/8A1zP8xUX/ABL/APp6/wDHauaZ9l+0t9n87dsOfMxjGR6UAalY/ixbZvCt/wDbbN7xBFlIY7RrljJ/AVjVWYkNg5A4xnjGa2KKmS5lYcXytM8EitNeg8PeDb+yt9fsZ9J0C4skW30lnlivtse1GjlhbCNtK+YABxjeB11JfDviKTxbYR6a+67bVo9Z1BZ9Imiit5ha7HUXhOyRC3yhEVmG484U17PRVt3d/wCt7/n+S+cpWVv62t+X5s8v+Gfh/wAQ6D4311desYl82wtDLfxXEkq3U++ZnZWaJASS7Ej+D5Rznj1Ciihu4+rZn6z/AMeaf9dB/I1iVv6n5P2ZftHmbd4x5eM5wfWsv/iX/wDT1/47SAwtfkSLR5XkN4oDLiSythcTRHcMOsZR8kH/AGWx1xxXDW8c9lam4vdK1G7gubS+t4Cti7TStJNuBkQL+7Mg5JIVeOQnAr1b/iX/APT1/wCO0f8AEv8A+nr/AMdpWvv/AFdWHcyNJt5rTRbK2um3zw28ccjDuwUAn86uVb/4l/8A09f+O0f8S/8A6ev/AB2qbu7kpWVg/wCYN/28f+y1UrT/AND/ALN/5b+V53tuzj+VV/8AiX/9PX/jtIZUrzjWrW81K61WLSIdVlY6dewmO5sRAlszFflgfYqybypOSZOgOR/F6l/xL/8Ap6/8do/4l/8A09f+O0hp2OQ8ITXssd6s0+oXNjG6LaS6lZC1mPyjcuwRx/KDjBKj+LqADXSVb/4l/wD09f8AjtH/ABL/APp6/wDHap6kpWRUq3qf/ISl/D+Qo/4l/wD09f8AjtWL/wCx/bZPO8/fxnZjHQUhmZXKeN7qEWqabJp95N/aUUlvNd22ny3H2eA43j92jEMw+6OmRk9Oe2/4l/8A09f+O0f8S/8A6ev/AB2gadjgZyZ/GWm/YY9UcQ3AkkguNPKW0amBh54m2DL4YLhnY8kbARlezq3/AMS//p6/8do/4l//AE9f+O0dBFSrd/8A8u3/AF7r/Wj/AIl//T1/47Vi7+x/uPN8/wD1K7duOnbPvQBmUVb/AOJf/wBPX/jtH/Ev/wCnr/x2gDiPGYaK4trzT7nVoNWht5ktFsdPNxHKX2HZKTGyqCyJyWTjPzDqOogMpt4zcBVlKDeF6Bsc4/Gr/wDxL/8Ap6/8do/4l/8A09f+O0LawMqUVb/4l/8A09f+O0f8S/8A6ev/AB2gAv8A/l2/691/rVStO7+x/uPN8/8A1K7duOnbPvVf/iX/APT1/wCO0AVK5bxtbzyf2PPHNqEEFteGSabTrYXEsf7p1VhGY3yNxA4UkZzx1Haf8S//AKev/HaP+Jf/ANPX/jtAGD4dkv5fDtlJq+/7Y0eZDIgRzzwWUcKxGCQOASRWnVv/AIl//T1/47R/xL/+nr/x2gCpVu4/5Btn/wAD/nR/xL/+nr/x2rE32P7Fbb/P2fNsxjPXnNAGZRVv/iX/APT1/wCO0f8AEv8A+nr/AMdoA4/x8kEng69SaxmvZmjdbZIbN7h1lKMAQEVivBI3cAZxnmt6yuUvLKK4iWVUkXIE0LxOPqjgMPoQK0v+Jf8A9PX/AI7R/wAS/wD6ev8Ax2gCpRVv/iX/APT1/wCO0f8AEv8A+nr/AMdoA1dM/wCQbF+P8zRT7Dy/sUfk7tnON/XqaKAGan/yDZfw/mK8t+I9y02m6foUVpNeyaxdrFJbQOivJAn7yUAuyryq7eSPvV6rf+X9ik87ds4zs69RWP8A8S//AKev/HaTV9x3seBweNNR0ixsdCm1mTQTptpfW83npC0nmQbDACWDLkoyjgkHJA5INdr8PNa17xBfapca7dyRfZTBGLAQoixs9vHI2Tt35DMcDPGTnPGO6l0nQZ9Yt9VlhumvbaJ4Ypd+NqOQWGM4Odo6jtV3/iX/APT1/wCO1Sfff/g7kta6bf8AA2PJdbuND1T4q29pY6hZaZqOnhzd30lwi3EjyRFI7eMMdzAbt5A+UYA6k1geGPD11qmoSW2jnSpLWytrFri50vU5fIvLmOYsztKiA+aUyT94jKZPTHvP/Ev/AOnr/wAdo/4l/wD09f8AjtKPutPsOXvJrucLoFk3g+4W31S/Zo9TlWK1hEk0w88tK7bQQQilNvTC/KenfF8fXeg3HjLRtLlurGz1WOeG8kv7u4WNrWBHztjLH78hG3avUct0Fenvb6RJPHNJDM8sWfLkZULJng4PbNS/8S//AKev/HaFo0+wPZrueIeHPsT+JLJ7iUQakv8Aah8QyrN5U0cW87DM6kFVHy7CTwACOBUWjXD6h8K203w/Auo2S6heHUI7GeHdHb+ZIyLtd1G18L9VzgHNe6f8S/8A6ev/AB2j/iX/APT1/wCO1LV48vl+tx3s7+dzkPh47SfDbw8XieI/2dANrkZICAA8E8HqO+Dzg8V0lW/+Jf8A9PX/AI7R/wAS/wD6ev8Ax2tJS5pNkxVkkVKKt/8AEv8A+nr/AMdo/wCJf/09f+O1IypWho3/AB+P/wBcz/MVF/xL/wDp6/8AHauaZ9l+0t9n87dsOfMxjGR6UAalYfjQ6cPBeqHWriO3shA3mPLOYUJ7KzZGQTgFTw2cEEHFblFTKPNFoqL5ZJnz7LLoFx8KvCOsnVvDF7e6TojwxaNq0CXf2uUrGTGiCQMJQUC8KxG/pXY3GjaNrnxU0qUaJYWEukWQ1bVbiOFElWaRdkMbyABvlAkbr/Cp7CvUaKuTu7+r/P8AXX5EJWVvl+X6afM8t+FV5oGq+KfEOr+GLnT7exu1ijg062nQzSLEWDXU0YO5WdnwC3zEAFuTXqVFFAdWZ+s/8eaf9dB/I1iVv6n5P2ZftHmbd4x5eM5wfWsv/iX/APT1/wCO0hnOeKvsP/COXK6rPZW9sxVWk1CMyW6ncMeYu5QVzgYLAetedJ/YX9kW8evfY30xLW+XTpCv+jyzedw1uvQEg/u1UkgcKW5J9o/4l/8A09f+O0f8S/8A6ev/AB2lYdzI0kXI0WyF/n7ULePz8n+PaN365q5Vv/iX/wDT1/47R/xL/wDp6/8AHapu7uSlZWD/AJg3/bx/7LVStP8A0P8As3/lv5Xne27OP5VX/wCJf/09f+O0hlSvL7uLTpvEWsLpGp6THNPY3a3M1sDA9oQyEm8fczNyCAx2FRuwDnj1v/iX/wDT1/47R/xL/wDp6/8AHaXW4zgPh2VddWlsrTT7TTGuEFtHpc5ltSwQB2iby0BBOAdoxuDc5zXaVb/4l/8A09f+O0f8S/8A6ev/AB2qZK0KlW9T/wCQlL+H8hR/xL/+nr/x2rF/9j+2yed5+/jOzGOgpDMyuI+I83hw2ttY67NYw392skdlNeyqi2ucbpwWIAZeCCPmJ4HU16F/xL/+nr/x2j/iX/8AT1/47QM8sB06XxYrRyQS+Ijq8bRScGdrLyxkgjnySm7kfJu/2jXpFW/+Jf8A9PX/AI7R/wAS/wD6ev8Ax2jpb+ui/Qm2typVu/8A+Xb/AK91/rR/xL/+nr/x2rF39j/ceb5/+pXbtx07Z96BmZRVv/iX/wDT1/47R/xL/wDp6/8AHaAPOfieb+XRZYV0u7u9Ojtnmkkt5YgBKCNgcO6kqvLfKDyF9Oe4idpIUd42iZlBMbkbkPocEjI9iRV7/iX/APT1/wCO0f8AEv8A+nr/AMdo6WDrcqUVb/4l/wD09f8AjtH/ABL/APp6/wDHaAC//wCXb/r3X+tVK07v7H+483z/APUrt246ds+9V/8AiX/9PX/jtAFSuO+IZVrPS4ru7sLTT5Lz/S5NTgMtrgRuVEq70BBcLjLY3bevArvP+Jf/ANPX/jtH/Ev/AOnr/wAdpPUZzvhSc3PhTTpTawWoMICxW0flxbRwCi/wqQAQD0BArXq3/wAS/wD6ev8Ax2j/AIl//T1/47VN3dyVoipVu4/5Btn/AMD/AJ0f8S//AKev/HasTfY/sVtv8/Z82zGM9ec0hmZRVv8A4l//AE9f+O0f8S//AKev/HaAOK+JEmmx+BdQbVrqO3Xyn8nzbjylkl2NtXGQHPUhTnkA4yBXR2V3bX1lFc2NxFc28q7o5YXDo49QRwa0v+Jf/wBPX/jtH/Ev/wCnr/x2gCpRVv8A4l//AE9f+O0f8S//AKev/HaANXTP+QbF+P8AM0U+w8v7FH5O7Zzjf16migBmp/8AINl/D+Yrx74taU2t2Og6dE/ly3GpFYn/ALkn2eUo34MAa9kv1R7KQSP5anGWxnHI7Vj/AGez/wCf7/yCaTVxp2PENC1W58QeONA8WXltJHJNFdW0MO3LBYYBvwPUytKPoq1VtPiLr13YXostZSQt/Z0kUpeG4e38+fY8b7YY1DbSMrglT/F6e8/Z7P8A5/v/ACCaPs9n/wA/3/kE1XVP+v6ZNtGjyz4oyaOmiWOh6rd2suq3ymK1vdTljjW2AxvuSflRWA6bQCScDjNVSdO0z4kQXmlT6J4jvNSul8yKOBHv7RBbY8xZg5AU7AeVUHzOvNeu/Z7P/n+/8gmj7PZ/8/3/AJBNJaajep5P8StT0rUNCtNO1i0h0zVtSLR2n9r3EKixUEb7gsrsikD7uDuJOB3rmrwQ3/xYCR3FrcJNqEcKOJv+Jkc2eN6FR/x6kNuJBHOSDXvv2ez/AOf7/wAgmj7PZ/8AP9/5BNKy6/1/X9dB3fQ8z0rw3eeElt9Z1O+Ftbafaol6sd7cTo0UcLhjtI+Y7ijDjIAIBwMG98RdX0O18IJJq8Ftd/bCI7K3vWEcUkrKdpffhVC/eJb7uOOcV3M+n6bdQtDdXEc0TY3JJbllODkcH3qX7PZ/8/3/AJBNOXv3v/XcUfdtb+ux8/3sFrDD9jl1CHU9SgsNLi0C7SUOZnWUiVrdgc53DDY7AZ4rooNRhs/iP4yi8LzW15q8unwi3tzdqzyXCmXcMu3JTIypI2gAcDFevfZ7P/n+/wDIJo+z2f8Az/f+QTTbvv5/iJaL7vwPM/hRC9oniS0ezurcxar8xuWjLs5hi3btjMNxI3E9Pm6nnHoNW/s9n/z/AH/kE0fZ7P8A5/v/ACCaG72+QFStDRv+Px/+uZ/mKi+z2f8Az/f+QTVzTIoEuWMNz5rbD8vlleMikM1Kw/Gh04eC9UOtXEdvZCBvMeWcwoT2VmyMgnAKnhs4IIOK3KKmUeaLRUXyyTPCxb6F4o+CXgzSYLXS9S1bUooNKhuDHFNLZDYGuCpIJRkjVj2IJWpIp5tE+LF4sWn6XqOoJqMNlp+nXFrm8hsha/LJbymTEcQO4N8mMlstk8e4UVo3eTl3/wCB/wAH72QlaKj5f1+n3Hkvwrj1O3+IviZdd026ttSubGyuL6SZoSDMWmJx5cjfLztX0WPnHGfWqKKTdx9W+5n6z/x5p/10H8jWJW/qaRvbKJpfKXePm2lucGsv7PZ/8/3/AJBNIDm/Fd3otl4buZ/E3ltpqFfNSX7sh3DapHQgtgYPHrxmvN9Th0yPwrYvBdaBqcLw3a2untqA/czPIHVbTy0ffJHu2AKARxgjOK9s+z2f/P8Af+QTR9ns/wDn+/8AIJpWHcy9PE66ZareHNwIUEpPd9oz+tWat/Z7P/n+/wDIJo+z2f8Az/f+QTVN3dyUrKwf8wb/ALeP/ZaqVp+Tbf2bt+1fJ52d/lnrjpiq/wBns/8An+/8gmkMqV5fdxadN4i1hdI1PSY5p7G7W5mtgYHtCGQk3j7mZuQQGOwqN2Ac8et/Z7P/AJ/v/IJo+z2f/P8Af+QTS63GcB8Oyrrq0tlaafaaY1wgto9LnMtqWCAO0TeWgIJwDtGNwbnOa7Srf2ez/wCf7/yCaPs9n/z/AH/kE1TJWhUq3qf/ACEpfw/kKPs9n/z/AH/kE1Yv4bZ72QyXXlscZXyyccDvSGZlcR8R5vDhtbax12axhv7tZI7Ka9lVFtc43TgsQAy8EEfMTwOpr0L7PZ/8/wB/5BNH2ez/AOf7/wAgmgZ5u934Xu/iRZJZX2nx6tbMJLi5adBPc7odqQLk7mUhg5C/KNo7njvat/Z7P/n+/wDIJo+z2f8Az/f+QTR0EVKt3/8Ay7f9e6/1o+z2f/P9/wCQTVi7htm8jfdbMQqF/dk5HrQBmUVb+z2f/P8Af+QTR9ns/wDn+/8AIJoA88+JY0t9OjXUbrS4blYZXt47+EtJKQBxbtuASXOAGCuwyMKe/aQMXt43ZGRmQEq3VTjoav8A2ez/AOf7/wAgmj7PZ/8AP9/5BNC0VgepUoq39ns/+f7/AMgmj7PZ/wDP9/5BNABf/wDLt/17r/Wqlad3DbN5G+62YhUL+7JyPWq/2ez/AOf7/wAgmgCpXJ+P7TS7vTbAaxqmjafHDd+cg1mJZYJiI3XaUZ0z9/PXggV2/wBns/8An+/8gmj7PZ/8/wB/5BNJ6jTsYPhu4e68M6dPJZpYs9uh+zRqVWMY4CggED0GOBWnVv7PZ/8AP9/5BNH2ez/5/v8AyCapu7uStEVKt3H/ACDbP/gf86Ps9n/z/f8AkE1YmhtjZWwa62qN21vLPzc88dqQzMoq39ns/wDn+/8AIJo+z2f/AD/f+QTQBxXxIk02PwLqDatdR26+U/k+bceUskuxtq4yA56kKc8gHGQK6Oyu7a+sormxuIrm3lXdHLC4dHHqCODWl9ns/wDn+/8AIJo+z2f/AD/f+QTQBUoq39ns/wDn+/8AIJo+z2f/AD/f+QTQBq6Z/wAg2L8f5min2CollGI38xRnDYxnk9qKAGan/wAg2X8P5ivLPiJPcRnw9DbjUJFuNUEcsGnXZt5Z18qQ7Q4dO4B5YdK9XvIWuLR4kIDNjGenWsabw39peF7iO1laB/MiaRdxjbBG5cjg4JGR6mjt8h9zze88TeIoPEsWheHNFadLO1tZbhLuVXlKSMQQ0rTggqqn5gJdzdcdTkeFPGWpWOoxQ6xf21xpt5qupQmSd2821ELM4ZpGfbsCjG3aMDac9q9VvvBFhqd3Ddalpum3lxb48ma4gWR4+c/KSuRzzxUY8A6Us00o0jShJPG8Uri2XMiMSWVjt5BJJIPUmjXf1F/wPy/pnK/EmaYfDfVL7TdRuLVobYzxy2cuwvxx845xyD8pGcYyQSDx/jTWNVg8URNa3d99itLawe6uILtol08vMfnaLcBceYBtKkHH44r2C+8GWep2MdnqVhp95axkFILiESIhAwCFK4GAcVWHw70YS2sg0TRxJZgC2f7ImYAGLDYdvy4JJ47nNNWUr+YPWNv66f5HHePdVa8+HOt3ek3eqafLYxs28QS2jMwHGGdFYrnByh5xjJGQcTxpceItNu11OD+0pYStgmnvbXipEsrSgSpLFvBkLggD5X69sE16vqXhC21m2Fvq9nYX8CsHEV1EJVDdM4ZSM8nn3qtB8P8ASbW6t7m10fSYZ7VdkEsdqitCvPCkLlR8x4HqfWktHfzQPVW9f0OE0/TfGFrfW8st9qLRwTuJluZrdknja5BzxzgREkH5WBGOmFrptZ1PSpPC02oz6oU0zYHa6sp8GRc42o6c5Y8DaQ2TgHNdNLoM00LxSOm11KttdlOD6Ecj6iqUngixm0eLSbiwsJ9PiVUS1mjEkYC/d+VgRxS+zYOtzxySXXYtLisdd1LU7AxaJf6nCv2yRJkYSjylkkBy7IjDKsSMnkHFdBZahqUfjnRZ7y9v51uvD0l1PZg/IJF8rhY1AG7JbrlstjOMAd5/wrnRPskVr/YejfZ4ZDLHD9kTYjnqwXbgHgc+1Sy+A9Mm1YapNpWlyagrBhdvbKZgQMA79ucgAY5prT+vX/Nfcvkv6/L/AC/E85+HWt6jqXjDXE1aXURNLa21ybS5gnjjtWZpMoqyKAuBsGRjdtJGea9Iq0nhvy7uW6jjtVuJlVZJlXDuFztBOMkDJx6ZNTf2Ncf34vzP+FNj6tmfWho3/H4//XM/zFH9jXH9+L8z/hVrT9PltLhnkZCCuPlJ9R7UgNGsvxLDJP4Z1BIbu4s3EDt5tswVxgZIDYOM4xkYYZyCDgjUqtqGnWWrWMllqlnb3tpLjzILmJZI3wcjKsCDyAfwqZJuLSKi7STPCdf13xDN8P8Awi2n3ep310/hua9vFg1N7SSMBIx9saXeplKEn92Sd2fxrsTqE99420S48P6pqupG0tPtusssj+R5DW58qLyAdgldiHAxvA5JxiuwfwL4Sks4rR/C2itbQuzxQnT4ikbNjcVXbgE7RkjrgelTnwj4bbWBqzeH9LOpBxIL02UfnBh0bfjdn3zWjd233/4P9fhtZKLaJf10/r8d9XwXwu1/VNV8ceIU1qbVBPNZ2l0bO7t7iKOzZml3RosqgLgbFyMbypYZwceqVCllaxXk13FbQpczqqSzrGA8irnaGbqQMnGemTU1JsfVsz9Z/wCPNP8AroP5GsSuh1C1e7t1SMqCGz830NZ39jXH9+L8z/hSA5/XPsv9jTnUbyayt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Liberal minority seen
If these results are projected up to seats in a 308 seat
House of Commons, the Liberals would increase their seat count from 110 last
month to a minority of 142 this month. The Conservatives would take 109 seats,
stable from 111 last month, while the NDP's haul would decline from 75 seats to
53. The Bloc would take 3 seats (well down from 11 last month) and Elizabeth
May would keep her seat for the Green Party.
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)
Trudeau, Harper favourables steady;
Mulcair's slip
Justin Trudeau has the approval of more than 4-in-10
Canadians (43%), stable since last month (43%) and his net favourable score
(approve minus disapprove) is a positive +5. Stephen Harper has the approval of
a third (34%), steady from last month (33%), but his net is a very negative
-27. Tom Mulcair has seen his approval drop from more than 4-in-10 last month
(43%) to more than a third now (38%), and his net is +4, well down from +14
last month.
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Trudeau and Harper continue to be tied
as best PM
Justin Trudeau and Stephen Harper are each thought to make
the best Prime Minister by just more than a quarter (27% and 28%, respectively),
and this is essentially the same as last month (Trudeau - 28%, Harper - 26%).
Tom Mulcair is seen to fit this role by about one eighth (16%), also similar to
last month (17%). few choose Elizabeth May (8%), and one fifth don't have an
opinion (21%).
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c8WSXGq6lc29xcqLbT9LMUqQom0SbpGx5ZndcPsLbkTAwCWz6PVWsSncKKKKQwqG8s7bULOW0v7aG6tpl2ywzxh0dfQqeCKmooAitraCytYrazhjt7eFAkUUSBURQMBQBwAB2FS0UUAFFebeLtQ1HRPiFZatdzXF1oLS21jssNSaJ7Cd3PzS2/3Z1k3xjnJUZIHQnI1H4uaxZ3GsPbW9rcWUen6hdafNJa+UGa1kCEHFwzOudwJKREkZAweFdWu/P8ADX8h2d7en4nsFFeVL8QfFNvrUkN4ujyWsGoadbuIreVXkS8C4AJkIVo8n5sEP6JXP+J/ij4jk8Lan89lBHcnV7GFrASR3Fs9qrMkpfecZUAYABBIIPO0OXupvtf8Lf5oUbSt5/8AB/yZ7rRXmvh/xn4q1fxULDT9HS40iwnitL64kKB1Bt1kMu8zBs5dfk8kgjJ354HpVU1YSdzx/W/j1/Y+v6hpn/CN+d9iupLfzPt23fsYrnHlnGcZxmqP/DRf/Urf+VD/AO1V5b41/wCR/wDEH/YTuf8A0a1X/BNnp95a+Ijqq/uodLaRZVgWV4j5iDcisV55I6jqa+k+pYaNLncend/5mXM72PQ/+Gi/+pW/8qH/ANqo/wCGi/8AqVv/ACof/aqwNQ8KaPe3mlukZj02HQbeeadSLV3d5SiuwSOYliSBgA+7ccq3w50O01G2srubUJZLrXX0xHilRAkY2kMQUOWw2McDPPGMHL2OC/k/F9PmHNK1/wCtrm9/w0X/ANSt/wCVD/7VR/w0X/1K3/lQ/wDtVc+vw70E6W+rS3d5bWlulws0NxLhy0Uyxb9yRMVU7skbGwRjPcYmueHvDmn+FX1bS7q9vxPqEtraSlhGmxVVgzKU3E/MR/Dnrx0NRoYKT0g/x/zH7x3f/DRf/Urf+VD/AO1Vtav8a/7L8J6Drf8AYHm/2x9o/c/bdvk+U4T73lndnOegx7188V2fi3/kk3gL/uI/+j1rgzjD08NhvaUlZ3X9anq5LRp4rHQpVleLv+TfQ7f/AIaQ/wCpV/8AKj/9qo/4aQ/6lX/yo/8A2qvK/BU3l+MtMhaC2niurqKCWO5to5lZGdQRh1IB9xg+9dXqOh6TqMniHUtSieH7DrA022g09IbWNUZ3ALAR84x16nGCe4+VjWryimpfgvL/ADR9rWyvLKNTklS00+1Lq7d/1Op/4aQ/6lX/AMqP/wBqo/4aQ/6lX/yo/wD2qudHwz0pP7Xmmm1DydNv7yIIHQNPFDD5gAOzG8nvgjHar+reDfCrWVjq+pSy6Tpws7KIonyyKZEdjI5SF974AHKoGP8AEOBT9piLX5u3brsc7wuTcyUaTd+zl925p/8ADSH/AFKv/lR/+1Uf8NIf9Sr/AOVH/wC1VyVr8PtLm8NyXcl3Ktylul2jCY4lgafywxj8rCZAJH71jxyo6DO8WeDbPQNKv7q3e6LW+uS6fH5xGGiVNwbhRls9+ntUyrYiKu3+Xe35m8Mvyec/Zqnre28v8z1rwZ8bP+Eu8XWWh/2B9j+1eZ+++2+Zt2xs/wB3yxnO3HXvV/8A4Wz/ANQX/wAm/wD7CvG/g1/yVzRv+2//AKIkrerzsbj8TShBwla7fRdLeXmc9fKcFDEunGGnLF7vduXn5I9G/wCFs/8AUF/8m/8A7Cj/AIWz/wBQX/yb/wDsKy9F0q31XweLNbeH7fczS+RMUG/cgQ7d3XBBapdT0nTb02cVrGsUcdpdFXhVVaYw5Cs3HOdufXms3iMwUOb2nRPZdfl0uvvPO+rYBT5XT6vq+nXfrZ/cX/8AhbP/AFBf/Jv/AOwo/wCFs/8AUF/8m/8A7Cqdt4Xs5NIt7blJLqW1ZpnUF03oxZVOBgcdKztH8O6fqswcpdW1tNMsEJlmG7ed3TEZ3/dzzsA5GT1odfMlJR59X5Lf7vNDWHy6zfJt5v8Az9fuN3/hbP8A1Bf/ACb/APsKP+Fs/wDUF/8AJv8A+wrLn0W2fSIbjUZrqZbTTvMVI2RP+WxXaDtPHOecn+VcaevHSuatmGOpNXqb67L07eRvRwGBq3tDbzf+Z6tf/ET7Foemaj/Ze/7f5v7v7Rjy9jBeu3nOfQVm/wDC3P8AqCf+Tf8A9hXN67/yI3hj/t7/APRgrmq9X65X5Yvm3Sey6pHx+KSp4icI7Jv8z0n/AIW5/wBQT/yb/wDsKP8Ahbn/AFBP/Jv/AOwqvcaTp01rY3gtoI10yCOa7VUA85WiDLn1JcFfxqvN4bstR8U3qzRi2tzcRQReQ/lhXZM4CCNs9Cf4R711SniVLlUtb9l/W+hz3drmh/wtz/qCf+Tf/wBhR/wtz/qCf+Tf/wBhXOXPhuzg8PvqqzTNGkXlkbl/4+BJtI6fdx82OvvXM1zyxWIjvL8gbktz0fXvi9/YngdPEX9iefu1EWP2f7XtxmMvv3bD6Yxj8a43/hp3/qUf/Kl/9qrI8ef8kPh/7GJf/SZq5HwrItj8Pdd1KCwsbq9ivrOKJruyiucK3mblAdTjOB05r2KEnOkpS/rWxaeh6L/w07/1KP8A5Uv/ALVR/wANO/8AUo/+VL/7VXO634E8PReINSuZbe8EH26ysxp+nSqhtpZ4975LK/yqcgLjqcZGKL/4Y6DpPnQtPf3V1b6fdX5kE0axP9nnKFNuwn5lHXPyn+90G22/9aX/AC1K32/rW35nRf8ADTv/AFKP/lS/+1Uf8NO/9Sj/AOVL/wC1V57ra6Hqfw9l8Rx6L9i1K61mSBPs0wSGJAiuFEYTG0A44wc5OcfLXQLo2mQ/CO11ey06zutaXSpC8MkCkrE1w6vc4wfMdBtXn7oO7PFJ6Jt+X4q4btLv/nY6L/hp3/qUf/Kl/wDaqP8Ahp3/AKlH/wAqX/2qsC0+E+ialcCytby/guEi06eWaWRHRluQNyqgQEEHoSx64x3NSz+G+h65pEVzpTanZXN15ot7a8lSQ/uZ40kYkRrkbJMgYGCp5NVbW3r+G4r3V/T8Tqv+Gnf+pR/8qX/2quv+G3xi/wCFheJLjSv7C/s/ybRrnzftnm5w6LtxsX+/nOe1eFeN/B+k+GtNjutPuri4W+uybBpHXDWvkxvuYBR826QDjj5TxXT/ALN3/JR7/wD7BMn/AKOhqU7lNWPpuiiimIKKK565uZ1u5gs0gAdgAHPHNAHQ0V5lpXxEtb22ke+uJbKZDeN5W95MxW0hR5MhfocdeeM4qaD4jaJc3kdtDq8xeSRYgximCB2jEiqzldqkqQQCRnkDkEUBsej0VwekeMrHXbiSHTNQnkkjjWXDxyxb42JCyJvA3ocHDLke9VJvGl3beNl0K4tpordrKS7W8e5+8EKg4QZ4+fqSDkHjGCTYD0esrXfD9r4iitYNSkma0guFnktVK+XcleVWQEElQ2GwCMkDORxXD+DPHsnjG3lubee0SHAeOKDU/PuEUk486MKBESBnG5u47VPJ4w1BPHCeHvscqrLZyXMV1JdYEhQqMbQDhfnAySDkH5cYJdmn/XTUOj/rc3l8AaYvi46+Lq93fazfCy3p5AuDD5Jl+7vzs4xu298V1FeRN8RdfttZutPvNEEr2strDI9hqZlAedsKv7yOMZC/NjP8S9M5G14b8Yy+IftCGG8sprc5KyyhlkQs6q6lSeCY24IBHp3pLby/r/gfIHvrueh0V5x4k8X6n4ens3No09jPcw20kxvCsgaVwo2RhTvxnJyV9s84ztP+JF9fapBEmmztaX32pbCWK8Blna3bDBkYKqbsEqd5HAzjNC1DY9Yoryi3+JNxJ4JOtzWsiXbXUtpDYrdlvNlR2XAfaOMIWJ28AE84rodA1+41zw5p2q5lg+3W0dx5Xmltm9Q2M8ZxnrgUf194bf12O2ormftdx/z3l/77NdDbEtaQliSSikk9+KAKtxoWkXerQardaXZTajbrthvJLdGmiHPCuRkDk9D3NVf+EO8Mm7uro+HdJ+0XiutzN9hi3zh/vh225YHvnrWzXMXHjCS18fr4dutMaG2awlvVv3nX5hGUDYjAPy/P1JByrfLjBK029f8ANj1/L/gGy2h6S7s76XZMzPHIzG3QktH/AKtjx1X+E9u1Y2j/AA78M6NHehdLtryW+kna4nvLeOSSRZnLvEW2jMeT90549a5yz+L8N94PvPEVva6ZLBE0Xl28OriSaJJJNge6VYyLdQMMeXwM+lLdfFmW28IRa1/ZNizvcTQpCdWAW88t9g+yN5e64LcFQFUH16ZfX+uouh2zeGdCbVotVbRdOOowgLFeG0TzowBgAPjIwOOD0rTpsb+ZGr7WXcAdrDBHsadQI+V/F/hDxLc+N9cntvD2qzQy6jcPHJHZSMrqZGIIIXBBHesyHwp4ytklS30HXYlmTy5RHZzKJFzna2ByMgcH0r6aubmdbuYLNIAHYABzxzUX2u4/57y/99mvYjmk1FR5URyHzrb6T8QrSeOe10/xNBLFCIEkjhuFZIgchAQOFz26VYsbP4g2er2uoyaNr15Ja3Iu0S7tbiRGl4yxHqcDJ68V9BG7uQCRPKfYOea5K48d6vYQ6gNU09LW4tI4JlH9os0ISV2QGWTYPL27SWwGAHIJpPNH1gg9ndHlM9p8SJ9V/tE2PiZLoAqkiQ3AaNCc7FPUL7VTu/D/AI6v0KX2keIrlTIZSs1tO4LkYLcjqQBz14r3zw/4gvNa0dL2Q+UWZlBgujNFIAcB0kwu5SOQcCtP7Xcf895f++zQszcdoIOW+tz5l/4QrxV/0LOsf+AEv/xNdb4n8LeILj4Y+CrWDQtSluLb7f58KWcheLdMCu5QMrkcjPWvbftdx/z3l/77NWp7iYWFqwlkDNvyQxyea5MdipYyj7KStrc7sBiHgsRGvFXav+KsfLEPg7xhbzpNb+HdciljYOkiWMysrDkEELwamk8NeOZYZ4pdF8QvHcS+dMjWk5WWTn52GOW5PJ55r6X+13H/AD3l/wC+zR9ruP8AnvL/AN9mvE+pR/mPpHxRVbu6SPnR7H4lySwyva+K2kgOYXMdyTGcEfKe3BI47E0sdl8TIrqS5itvFiXEihXlWO5DsASQCepGST+Jr3HxL4j1fRNPkvbO0+2wW8Tz3LSXpiKoozhAFbcxGcA4HHUVDceJNft9esbQ2Vu9neylI5V1GTzlQIWLtEYsADGPv9SPWn9Tu/iZD4jdv4MTw86T8RTpracdP8UGxbO618m48o5O45TGOTz9abf6J8QdUhSLU9M8TXkcZBRLi3uJAuBgYBBx1P519I/a7j/nvL/32aPtdx/z3l/77NL6kv5mNcSzTuqMTxH4TeFvEGm/FDSbrUdC1O0to/O3zT2ciIuYXAyxGByQPxrZ/wCEd1v/AKA9/wD+Ar/4V6/p1xM9/GryyMpzkFiR0NVftdx/z3l/77Nc+IyuFeMYuTVr/jb/ACOapn1WpWdVwWqS+5t/qeYxaX4ltxGILHVohExaPZDINhIwSMDgkUR6X4mhaForHVkMGfKKwyDy89dvHGfavTvtdx/z3l/77NH2u4/57y/99mub+xIL/l4yP7bm/wDl2jzWSx8VynMtrrDncH+aOU/MOh+oyeaelv4vjmkmji1tZZceY6rMGfHTJ74rfm8fz2eh6pqGpQvYNY3a2qxXF6qgs4jKF3GVQZkGSCwABPPStjQtdudX0eK9N1ayeYWw2n3xuYTgkfLJtXPTnjg8U1kq3VRkvOXs6aOCbTfE7RGNrLVjGU2FTFLgrnOMY6Z5x61X/wCEd1v/AKA9/wD+Ar/4V6r9ruP+e8v/AH2aPtdx/wA95f8Avs1DyKm95spZ5NbQRw+s6Lqkvg3w7DFpt48sP2nzI1gYsmZARkY4yK57/hHNc/6A2of+Ar/4V7HPcTCwtWEsgZt+SGOTzVX7Xcf895f++zXf/Z8bJc2yS+5WPBrP2tSVR9Xc8tbSvE7o6tYasyuio4MMuGVfug8cgdh2qaK08XQTSSwW+txyS48x0SYF8dMkdcV6Z9ruP+e8v/fZrmtI8bXuq+JLnTNkapC0qt5d+ZJ4tjbQZoto8sPyV+Y5FUsCr6SZlyaXOYex8SSaONNbRr7yftBuGb7LJudyMcn6fzql/wAI5rn/AEBtQ/8AAV/8K9Z+13H/AD3l/wC+zR9ruP8AnvL/AN9mk8vi95ByHknjXw3rl18HYrK10bUJroa8spgjtXaQJ9nYbtoGcZ4z0zXm+maF8SNEEg0bS/FOniXHmC0t7iLfjpnaBnGTX1b9om/snf5sm7z8btxzjb0qr9ruP+e8v/fZrvpw9nBRRSWh8uWOhfEjS7ie40zS/FNnNcHM0lvb3MbS85+YgAnknrTV8PfERYljXR/E4jWFrdVFrcYETHLR4x90nkjoa+pftdx/z3l/77NH2u4/57y/99mrGfK0Xhbx9Dps2nw6F4kjsp2DS2yWc4jkI6FlxgkYHX0p8Xhz4hweT5GjeJo/IjaKLZa3A8tGzuVcDgHJyBwcmvovWvEur6RdQMtmZ9PaWGGW4N4VkDSSBBsjCndgkE5ZeDxmptP8R315r2oadNBPai0SN0ke4DGVXLjOFztH7vI5zgjIB4o3QbHzj/YXxHO7OleKfmWNW/0e45EfMYPHRf4fTtUkuk/E2fUU1Caw8WSXqRmJLl4bkyKhzlQ2Mgcnj3NfT/2u4/57y/8AfZo+13H/AD3l/wC+zQB8qXPhLx3eRQRXmgeIriO2Ty4Elsp2ESf3VBHA9hXpXwA8M67o3j69uNY0TUbCBtMkRZbq0eJS3mxHaCwAzgE49jXsP2u4/wCe8v8A32avaTPLJdsJJXcbCcMxPcUAbFFFFABXLaiJWkuhbOkcxZxG8iF1VucEqCCRntkfUV1NYN3qdzBNPiX5I2bACjoKT21GtzzRvhrcrp8EdvriR3flXsNzO1luWRbp977E3jYQRwSW9waSP4WotmbaTVi6Nf2t42LfGRDCsRT738W3Oe2ehrXtfjHYXngu58SRLfC3t5RC1sYY/PLNtK4XdjkMD16Zrdg8d2Mv9npLq9rbXOowpNbWlxLGkzq4yuEzk+nGeQadv0/zX+Yn5+f+TMDwX4LTwhbmBP7LkCxLEs9rpgt7iQL3lkDnzD05wvPNO1Hwtf6h40h1o6naraxWr2ZtDZMXaKQqX/eeaPmyvB24APQ9a6eDxVDdGAW2q2sxuQ5g8uRG80IcNtx97B646Vl/8LCdNefSp7TUYZjBJcW7vboRdKhCtsAJbOWHDKueo45oer18/wDg/qGyMDRvh4tiyDUtVuLpLayjsLX7I0tm6QoxYb3jk3M3QEgqOPu1en8M6jJ46s9ei1S2S3tLZrVbV7N3do2Klsy+b97K8HbxnkHrVmD4p2ZjuP7RN5ps9rcG2mt57YSPGwRXyfJ3rt2sDuzgDOcYrR0jxzHrt9d22nTTv9lVGaWS2MaOGLAFCwG4ZQ/MPlPYmnre/wDWv/D/AIi01/r+tjM0nwpa2Wn30GqCDVJNQvXvLlpoBsdi2UGwluFCqBz/AA5qzcaVPHf2L6MbawgWXN75cK7powGKxj5em985yCOcdTU2t+O5NBubdLy3vXt5po4XvI4o/KhaRtqBskMck/whsd8VStfihBdal9lWK/WN/tH2e6+zK8dyYDiVY1QlyQc8FRnBxmkvL+rDf5/qVNa8Manqfiuy1eHVbNYLFP8AR7K6sHmWOQ53SgrKmXwcAkHaM45JqrpfgW40rUIZodVjkgsPtTabC9qSYXnbcTI3mfvAuSAAE4PXPNbEPxNhm8ISeIWW6igSV4BbyRx+c8iuU2ABipJYcfN+VbGkeJpda0Wy1S1eRILyBJ41kRQwVlBAOMjPPrQl/XqD3/rocTp3w4WPQTp2tagLxo5557W4s1ms3heYsXzsmO4fMRjjjg5zXSeG9FXw74Z0/SEne4FlbpD5rk5cgcnBJwPQZwBwOBW//ad5/wA9v/HR/hR/ad5/z2/8dH+FH9fcH9feVK6a0/484f8Armv8qxP7TvP+e3/jo/wrct2L20TscsyAk++KAJK5HVPB+pal4+g186tZpZxWclibI2Dl2ikKl/3omA3ZXg7MAHoetddWC3i+xTxoPDT294lybV7r7RJDsgKoVDAMSCxG9eQCvUZyCAtL/f8Alr+A9bf13/zOPPwfmk0tLW51+Oc2trbWNmHsMxfZ4ZhKI54/M/fbsBWwUGB0q2nwyv4fBV54attdtIbPUXuDeRLpQEMaStnbbRiQeTtHAyXGecVpx/Eayl0Aa0NH1UWNxLHDp8hSLOotI+1PKXzNwB65kCDBBqPUfiloml+EX167tr4CO5ltZLBUjNwksRbzFxv2naFJJDEY6E5Ap73T/q/9K/rruLqrf1/S29PI6+0tks7OG2iLFIY1jUsckgDAyfXipaRW3oGHQjNLTbbd2JWtoczd/wDH5N/10b+dRVfuNRukuZUWXCq5AG0dM/So/wC07z/nt/46P8KQym2Sp2kBscEjODXHR+DtYk0q5tdR1yyu5Z50uWm/s11851YHEqmYh0wAuxdgAArvDql2ASZenog/wrnk+Ir7LsXdnqFnPbpFIltPDF5k4lYrHsCsRlmUrhipB+8BS6h0HeHdGbQ9La2eaKV3mkmbyIPJiUu2SEjy21fbJ5JOea1adYa7qN5ZrNcW89hIxOYLgRF157mNmXnrwas/2nef89v/AB0f4UwKlW7j/kG2f/A/50f2nef89v8Ax0f4VYmv7lLK2kWTDPu3HaOcHigDMoq3/ad5/wA9v/HR/hR/ad5/z2/8dH+FAHL+ItG1TV5rM6fqdrawW7+ZLb3Nm06TuCChO2VDhSM4yQTjPQVbi0uT+3f7Tu7hZnW1W3ijWLaIyW3SMOSfmITjtsHWpte8ZXWgW32iW0vbuFI3lnktooysEa43MxZl9ei5Y4OBxUQ8eSNrYsEt7x4vPFub1Ui8kSmPzAmN2/7pHO3HPWheX9dP+B+APzNGirf9p3n/AD2/8dH+FH9p3n/Pb/x0f4UAGmf8hKL8f5Gqladhf3M17HHJJuU5yNo9DVf+07z/AJ7f+Oj/AAoAqUVb/tO8/wCe3/jo/wAKT+1Lz/nt/wCOj/CgDiE8Kaw8eofa9asnlubyK+heHTmQRTR7MZBmbchEYBHynk8jjG1oelSaVaTLc3CXNzczvcTyxxeUhdv7qZO0YAHUnuSSafb+OLq+sbu407T9RuXtbgQNb+TFDKx2q24CVlwMODhiD7Va0TxXda3p5ulhuLPbNJCYrlYiwZGKtyjMpGQRwe1C20/rb/gA99f63/4JNRVv+07z/nt/46P8KP7TvP8Ant/46P8ACgAuP+QbZ/8AA/51UrTmv7lLK2kWTDPu3HaOcHiq/wDad5/z2/8AHR/hQBUrltI8Hy6Z4gGoSXtvMkZnKFLPZcSea24iabefMAwMAKvRfSu0/tO8/wCe3/jo/wAKxNP8dTahqxsktryJGaZYbqRIvKmMTbXC4YuMH+8q5xxR1B7GhRVv+07z/nt/46P8KP7TvP8Ant/46P8ACgA/5g3/AG8f+y1UrT+33P8AZvm+Z8/nbc7R0xmq/wDad5/z2/8AHR/hQBUoq3/ad5/z2/8AHR/hR/ad5/z2/wDHR/hQByuqaLq974itb+11W0jtbVRstLixaXD8hpAyyp8204GQQOcdafZaRqtv4qvNUuNSs5ba5jWIW8dkyOqoXKfvDKQT85ydvPGAKv6r41uNIvYYri1vXt5HjR7yOKPyYWkfYgYlgxyxH3Q2MjOKmsfF0moatfafELmOSyCF3mtwiuGLDK55Iyjc4weCCQc0LbQGT0Vb/tO8/wCe3/jo/wAKP7TvP+e3/jo/woAqVoaN/wAfj/8AXM/zFRf2nef89v8Ax0f4Vc0y8nuLlkmfcoQnGAOcigDUooooAK5fUFLzXKDqzOBn6muorDuL3Zcyr9mt2w5GTHyeaTV1YFoeN2fwp1O3jto3vbTyU0kxTQKzbXvRE8KS/d+6EkIz1yo4q3q/gTxLetpkEF7bNa2sNgpVr6eJYXgfMhESLtl3YXBfBGOlehad4x0rVtUv9O082k13pzBbqMQMPLJzjk8HoRxnkYrT+3/9Otr/AN+6q+t/R/nb8weuny/L/I808H+GrnT/AIieILmSOVdMtXKaaJIiozOVln2kjlQ4ABHHUdqs2+jeLIvEOrazNb6PPfTwvBp8z30uy2iHKJ5fk92wXbdk9sAAV2mq+J7PRbX7RqEEQQnAWG0eZzxk4RAWOACSQOByazW+I/h1ZbWMT2r/AGuOKWN47WR0VZTiMu4G2PceBvIzUrZJdFb+vPcHu2+upheHPBpj0aW18T2NtLcyPJJNcw30krXMkq7ZXb93HtyMAAZwAMYxWhDoZ0LUrb/hG7NUiupv9PkuJ5JBHCodgsYZ/lO5+ABtAJ46Vo2fxC8N6hdQW1pf6VJNcM6wpwDIyNtZVyeSD26456c1p32u2+m2jXN3bwLGuBhLdpGYnoFVcsxPYAEmnfqK3Q4/xHo2var4p06eO30+60ewKzpbTXskDPcA8SPiJwwUcquRzye2KGjeDdZ0rUrJnexmtdHN69iRO4e4adiVWQeXiMKCQSN5PBx2rpZfib4bh02C/eWAwTiRl2WMruqxnEjOgUsgU8EsAB3q9D410e511dHtpLKa+aEziOOEsNnHO4fKDhlOM5wwOMEUJdPUb119DhdN8AarL4aWw1e7SxuLW7ubu1k064Equ0xfhxLBgbRIQCATyTxXWeE9JuNB8IaXpV7OLieztY4ZJBjaSoxgcDgdBkZwBnmtGw8X6Zqmq3+m2AtZrrTyouUFuwCFs4+YjDcqw4JwQQa0vt//AE62v/fujZadbfgD318/xKlFW/t//Tra/wDfuj7f/wBOtr/37oAqV01p/wAecP8A1zX+VYn2/wD6dbX/AL91uW7b7aJsBcoDgDgcUASVxGs+Gte1L4k2+rRwacNKj06bT3Zr2QTlZShZwnklcrtIC7ueuR0rt6yP+Eq0U+JX0Bb5W1NIGneBEZtqLjOWA2hhuU7Sd2GBxgik0nv5/lr+A9baf1rp+J5zofwku9JsJIp9L0SXyrK3tI4bS9lsxdyRS7xdySxxBo5RgY2hjnd8+DSXfwUup/Bl5BBrU8Gs3SXZZPPEttuuHVmVnljeUjCIpcEM23JxnFd3ZeO9F1LSm1KwXVp7RQjLImi3h8wN0KDysuPdQQO+KgPxK8LLpB1Nr25W0SWSKRjp1yGiKHDl18vciqTgswCg8ZzVa38/89/6/QWx0trC9vZwwyzPO8caq0rgBnIGMnaAMn2AHtUtIrB1DKQykZBB4IpaHuJJJWRzN3/x+Tf9dG/nUVX7i92XMq/ZrdsORkx8nmo/t/8A062v/fukMptnadoBbHAJwM1wsnhnXtX0q8j8QWGiz3c88NwxN08sM4jcMICjQjZHgEfx8sSQcmvRTqAAJNragDqTH/8AXrCT4h6G9nc3Sqvl2xi3g6dOHYSNtjKIV3OGbgFQQaXUfSxB4V0aTQ9He2khtbXzJ5JltLMkwWwY/cTIXjv0HJPAFbVPstbjv7NLmCyRI5M4E9o8LjnHKOAw/EVY+3/9Otr/AN+6pkoqVbuP+QbZ/wDA/wCdH2//AKdbX/v3Via722Vs/wBngO7d8pTgYPakMzKKt/b/APp1tf8Av3R9v/6dbX/v3QByniiz1vUBbW2lQWFxYsSb2K6ungaUDG1AVjf5TzuGORx0JrJXwnqTeOE1yWGxWXzlY3yXMnnLB5eDbCLYFZd2fmLd84yBXX6t4t0/Q1RtRgjRXBbMVlJKEUdWbYDsUZ5ZsAetMPjPShrQ0rbB9qLiPi0kMYcrvCGXGwPt527s4xxzQt/6/r+vNg9v6/r+vQtUVb+3/wDTra/9+6Pt/wD062v/AH7oANM/5CUX4/yNVK07C7829jT7PAmc/MiYI4NV/t//AE62v/fugCpRVv7f/wBOtr/37pPt/wD062v/AH7oA43TrLxNBHrzyW+l21xfOZ7R47ySZUk8pUAcGJeBszkZ64x3re0ywi0vSraxgyY7eJYwSck4HU+5602PxvpNxp899Zxx3tvBL5LtZ2Ms5LYB+UIpLDDA7lBHPWrOleJrTWrM3Wn20ZiEjRnzrOSFgynDAq4DDB46UdPu/wCAD3H0Vb+3/wDTra/9+6Pt/wD062v/AH7oALj/AJBtn/wP+dVK05rvbZWz/Z4Du3fKU4GD2qv9v/6dbX/v3QBUrjNA8JX+meLptVnjs42mMxubyG4kaW+DNmMPEUCJtGMEFumBjJrtr7XbbTbOS7v47OCCPG53TA5OAPckkAAckkAVm3fjvRrKxtLucRGG8h8+ExWUsjGLAJkZVUlVAYZZgAMjOKOtw6WL9FWU1FZEV0trRlYZDCPII9etO+3/APTra/8AfugA/wCYN/28f+y1UrT+1/8AEt8z7PB/rtu3Z8vTrj1qv9v/AOnW1/790AVKKt/b/wDp1tf+/dH2/wD6dbX/AL90AcjrVnr13r9m1tbadc6TblZTFNePC7TAn5iBE4YKMFRkfNyegp9jaa1H4xv766tbBLC4hjhR47x3lAjZypKGIDnfyN3GOprdn8UafbatbaXMLMXtyCYoBESxADHJx90YVsE4ztOOlQWnjLTL7VH0+2ijM6FwC1lIkblDhwkjAI5B4IUnFCBlqirf2/8A6dbX/v3R9v8A+nW1/wC/dAFStDRv+Px/+uZ/mKi+3/8ATra/9+6uaZc+dcsvkwx4QnMaYPUUAalFFFABXKao8sRvJLeIzSqXKRAgb25wMngZPrXV1hXV+Ip5t1tbkIzZYx5PB60nsNbngeu+FfE2g+DrjUb1rW5E+i3kWpLBEI3haTM2XYyMJcSFlyoH3jx6WrDwLqWo61p93JoK22iyXltNNZSyxMrbbaRZJmUMQwdmQHPzNjLCvTYPiV4buPDE3iGG4tW0uB/Lkn+ySAq2QANhG4k7h25zW5a6xDe2cN1bW9q8M8ayRt5RG5WGQcHnoapaP7vzb/El6/j+iOX8aNra+H/sfhmwlnmuWEEksDRBrWIj5nVZHQM2OAM9Tk9MHj9T8DT3draafoGnazpENxDZw3RlntDAscEmQZAGeQyADjyyASVyetes3GrxWltJcXMFpHFGpZ2MfQVhf8LJ0A2onCZzdGz8ldLuDMJtm/YYtm8HbzyvSktH9zG9v69f0/AoHwdY2qtcNc303kyGdE+Q7cTifYAqZI3j3ODjPSpb7VPEDeCRf6boedamhUpYNOh8lm/vMxQHaDkjjJGPeuj/ALftxpv2+S3ght/L8wma2aNlXGeVbDA+xGayB8R9AazNwApxc/ZDB/Zs/n+bt3bPJ2+Znbz93pzS6cv9f0w63PPV8Kazp9lG+m6HfXDTaTeWEy3U1ss3nzOHM7FZSuxmLZCksMDg1rro2t2fjLRfs+m3LW1hozaa2oq0BQSN5eJAhkDlRtORjPoD1rqE+J/hR4RL/aelInlxSEyKU2rJ9wtnG0eucY4zjIroF1SN4RMkNm0TLvDhAVK4znOelPb+vX/Ni/r8v8ked+B/COseGPE2pG9ntrixeytoYriKAxtO6mQsxBlchsuSxP3i2RjBz3lZa/Ebw+0V4+6FPsfl+asljKjnzDiMopUGQMRhSgOe2aQ/Ejw4LS1uGntVW7uPs0SNayCTzA4Qq0eNyYYgEsAASM9RT1bDzNWioLrxfpllrtlo1yLVL++DGCEW7HcACTkgYXhWxkjODjOK0vt//Tra/wDfukMqV01p/wAecP8A1zX+VYn2/wD6dbX/AL91uW7b7aJsBcoDgDgcUASVwmrWmsP8XrDVIvD19c6ZbabNZSXUc1uFZpGjYEK0ofA2kHgHPQEc13dZB8VaL/wkj6At6JNTjga4e3jjdyqLjOSARu+ZTtzuwynGCKXX7/y1/AfT+u5xOiaR4j0CPXZvDejapY6emmJDpejalqcdw32oF/nQmaRY48FBjeM4Py9KZrnhfWdP8C6L4L0rSbzUNLki261d2Utus0gzudFEsicysW3Nk4BPBJ46hfiN4aH237RdXdmbC3W5uFvdNubZljZtqkCSNSxZuABkk8AGrWoeNdD0jw3/AG9qtxcWNhv2brmxnjkzk/8ALJkEnYn7vQE9Oae/9ev6v9Bdf67L9PzbNm1x9jhxA1uPLXELYzHx907SRx04JHvUtIpDKCOhGRS03uJWtoczd/8AH5N/10b+dRVfuL3Zcyr9mt2w5GTHyeaj+3/9Otr/AN+6QymxIUkAsQOAO9cNHb3uq22o3PiPwlqv2q5MI8m3u7dCqRvujWORLgHKtlyxKkk8dAK9EOoAAk2tqAOpMf8A9esSHx/pFzbzzW9u8ot9hdI9KuGkKvna6oE3MhwcMoK8Hml1GQeGLa+tdFEepmcOZZGijuZvOliiLEojvk7mC4BOW/3j1rYpmleJrTWrM3Wn20ZiEjRnzrOSFgynDAq4DDB46Ve+3/8ATra/9+6oRUq3cf8AINs/+B/zo+3/APTra/8AfurE13tsrZ/s8B3bvlKcDB7UgMyirf2//p1tf+/dH2//AKdbX/v3QBxvjWzu9Q08Wtppd9evJHII5LW9WFIpMYXzkZ1Eic5IIccHKnPNJNJ1f+0lsJrFmgOqJqLaikqCPaqqSmzO/cWXbjbt2nOc8V1mseMNN0IIdTiijDqzZjs5Jdirjc7bAdijIyzYAz1pP+Ey0v8AtkaXtgN0W2DFq/l79u7Z5mNm/bzt3bsc4ojo7r+tb/5BLVWZZoq39v8A+nW1/wC/dH2//p1tf+/dABpn/ISi/H+RqpWnYXfm3safZ4Ezn5kTBHBqv9v/AOnW1/790AVKKt/b/wDp1tf+/dJ9v/6dbX/v3QBxOlT61CPEVwvh67gnnlNzZpczW+Jm8lECEpK207k78YPXPFb2jacNK0e2st5keNP3kh6yOeXc+5Yk/jTo/G+k3Gnz31nHHe28Evku1nYyzktgH5QiksMMDuUEc9as6V4mtNaszdafbRmISNGfOs5IWDKcMCrgMMHjpR0t6A9x9FW/t/8A062v/fuj7f8A9Otr/wB+6AC4/wCQbZ/8D/nVStOa722Vs/2eA7t3ylOBg9qr/b/+nW1/790AZWpTSwabNJb2c17KFwsEDIHfPHBdlX35I6VxVpZa7aaPpzL4euJJ10g6ZLbNcQKY5AF2uSJCDGcHJBLDj5Tnj0r7f/062v8A37rKtPGWmX2qPp9tFGZ0LgFrKRI3KHDhJGARyDwQpOKVlt/XVfqO9v6/rsGl2h0/SLOzZ/MNvAkRc/xbVAz+lWqt/b/+nW1/790fb/8Ap1tf+/dU227slJJWQf8AMG/7eP8A2Wqlaf2v/iW+Z9ng/wBdt27Pl6dcetV/t/8A062v/fukMqUVb+3/APTra/8Afuj7f/062v8A37oA5HxC2oHX9Fay0W8vYLW4M008MkCqoaOSPGHkViQWBOBjHqeKyPDmiavZ+L5Lu6tbyKN2uDOZbiN7T5nyhtowxdCerZC5y2cnGO3n8UafbatbaXMLMXtyCYoBESxADHJx90YVsE4ztOOlQ2fjLS9Q1OTT7VYHuEDkZtHVJNhCvscgK+0kA7ScHrQt/vBlmirf2/8A6dbX/v3R9v8A+nW1/wC/dAFStDRv+Px/+uZ/mKi+3/8ATra/9+6uaZc+dcsvkwx4QnMaYPUUAalFFFABXLaipeW6VeSWcD9a6msK5uLRLiXzLTJVzuYykZ560mrqzGtGeF6f8OvEdvp8Ng1qqWMmli4uYPOTJv0heFE4bBBDI2emYxzVvWvCfiW4vtDa30ne9hbaesVzB9kDQtG+ZxJI/wC94AGBEcHJznJr1bTPE3hzWjKNGnsdQMOPMFpfCXZnOM7ScZwfyqy+qaVHeR2jxRLcyqzxwm5w7quMkL1IGRk+4qrtO/o/uv8A5/ckJ6/l+X+X4s4bwpod74Y8Pa1djRkl1ie8upo41kjD3CmVmiUyZwFwc4J4yeM5rKsdBuX0GWXXPDGuXWsT3pvZpba9t7Z1nMZQGNkuQQir8gBOcc4OTXqv2iz/AOfH/wAjGqB8SeHhbXdwZrMQWTmO6l+2jbAw6q5zhSM9Dip6fL8h9b+f5nMaPB4u0jwvbtqE1vq15b2ABtAmJppwOAbhpAuM8ElPfJ78dc+FNd1DQ4DdaTq8WoT6ob7U7m1uLWK63GJlX7M3nMqouET5iGK/U16/Y6vo+p2aXempBeW0mdk1vdeYjYODhhweQRUB8SeHhbXdwZrMQWTmO6l+2jbAw6q5zhSM9DinLVtv+tbiW1l/WljjfDHgl4dC0xtZeW2vIreBZrW3MflhomYoSQv3sOQ2DtJyR61uaA01rZ3GnJp80dppey1tJZX+e7VI1y2CFA5+XPQ4J6VrxeIvD89slxDLZyQSRmVJUvQVZAQpYHOCMkDPqavfaLP/AJ8f/Ixptu78xK2h5AdC8R6q1zrOpaDdRay1/a3Rhea3MXkQSZW3iZZSS2GZtzhQW9OKk1DQdfPhopFodzNc3viEaq9vHPADbxLMrBWLSAFiq5+UkZ4J716bH4i8PzX1zZQy2cl1aruuIFvQXhHqy5yo571FH4s8LzaVJqcN3p8mnxNtku11BTEh44L5wDyO/cUlpqv62/yQ3q9f63/zZwt14S15/iBpevxTwSwSXxuLhJbYCW0j+ztGsZYTYYDJA2jhmLcjr6FS3Wt6LZfZ/tv2e3+0yCKDzbvZ5rnoq5+8T2Aq19os/wDnx/8AIxp9LB1uVK6a0/484f8Armv8qxPtFn/z4/8AkY1uW5Btoiq7VKDAznAxSAkrh9QtdYf4y6ZqkOg3kumW2ny2cl6s1uE3SPGwYKZQ+0bSD8uc9ARzXcVWOp2I1QaYb23F+0XnC0Mq+aY8437M5254zjGaFpJP+tg6Nf1ueZ6t4H1vWvD+uajd2b/2tqGtQXYs0uFjkNpbSqI4VlVwFYorODuGGfqDzWXr3w68Y654MvW+1s0yrerYaRqbG7mjjlYBQbgz4EgRSMsZAA5Ga9Sg8WeHbqC9mttf0uaKwGbySO8jZbYc/wCsIPydD1x0NTP4i0SPRV1iTWLBNLfG2+a6QQNk4GJM7evHXrRHRaf1ol+g763/AK/rUt2iTR2UCXTo86xqJGjQqrNjkgEnAz2yfqamoByMjkUU3qyYpJWRzN3/AMfk3/XRv51FV+4ntRcyhrPcwc5PmkZOaj+0Wf8Az4/+RjSGU2JCkgFiBwB3rkdJm1x11bVbzw3c2+sSwYgimntzGQm7y4VZJGPViSzBfvH0AruvtFn/AM+P/kY1n23ibw5eW9zcWk9jPDZ5+0yRXwZYMDJ3kHC4APWkMraNpw0rR7ay3mR40/eSHrI55dz7liT+NXqdYazo2qWa3emLBeWzkhZre68xGwcHDDI61Z+0Wf8Az4/+RjVPclFSrdx/yDbP/gf86PtFn/z4/wDkY1YmmthZWxa13Kd21fMPy88896QzMoq39os/+fH/AMjGj7RZ/wDPj/5GNAHIeL21Oe3i06y0a61Cyuwy30ltJCrLHxmMCSRPvgkbgeBnuRjMl0C+uPFlu1pDqdlpy3aX1wk8lqbYusYGIwu6XfnaCMqvDHnjPbX+v6DpXk/2o1rZee+yL7ReCPzG9F3YyfYUf2/oP9rf2Xutf7Q2b/sn2webt9dnXHvihaO/9dweqsLRVv7RZ/8APj/5GNH2iz/58f8AyMaADTP+QlF+P8jVStOwmtnvYxHa+WxzhvMJxwe1V/tFn/z4/wDkY0AVKKt/aLP/AJ8f/Ixo+0Wf/Pj/AORjQBxGlT61CPEVwvh67gnnlNzZpczW+Jm8lECEpK207k78YPXPFb2jacNK0e2st5keNP3kh6yOeXc+5Yk/jWh/bOjeRczYt/KtCy3D/avlhKjLBz/DgcnPSiw1nRtUs1u9MWC8tnJCzW915iNg4OGGR1o6fcDG0Vb+0Wf/AD4/+RjR9os/+fH/AMjGgAuP+QbZ/wDA/wCdVK05prYWVsWtdyndtXzD8vPPPeq/2iz/AOfH/wAjGgCpXC+HNE1ez8XyXd1a3kUbtcGcy3Eb2nzPlDbRhi6E9WyFzls5OMei/aLP/nx/8jGqNv4i8P3epTafayWc97bjM1tHehpI+3zKDkdR1oW4PYfRVv7RZ/8APj/5GNH2iz/58f8AyMaAD/mDf9vH/stVK0/Otv7N3fZfk87GzzD1x1zVf7RZ/wDPj/5GNAFSirf2iz/58f8AyMaPtFn/AM+P/kY0Acj4hbUDr+itZaLeXsFrcGaaeGSBVUNHJHjDyKxILAnAxj1PFZ2kaBfReMI5wupW+l2JuGiivZLZkLyt/wAsfLBfZ94/vGBGVAHXHcy6npcNxDBNDFHNOSIY3ucNIQMnaOpwOeKhg17QrrUJ7G1a1mvLbHn28d4Gki/3lHI/GhAxaKt/aLP/AJ8f/Ixo+0Wf/Pj/AORjQBUrQ0b/AI/H/wCuZ/mKi+0Wf/Pj/wCRjVzTJYHuWENt5TbDzvLcZFAGpRRRQAVy2pAmS7AGSS+APxrqaoyaTBJKzs8mWJJwR/hSaurDTs7niFpZ+LdP+DNhBE7xzqtspgt7GVLm3g3jzQwEm922/wBzY2M4wcEZOpaVqSXGl3Mlz4i1KOGx1AJd2tleW80TuyeVGQxM2N3QsxyBzlQa+g/7Gt/78v5j/Cj+xrf+/L+Y/wAKb1bf9bW/4bzF/X43OH8LahfXmkx2ut2d1Df2kEKXUs8QWOeRowzGMjhgCSD75Feby2ssuieKbTTNI1O0WbWba4s3XSbhBBEvkqJkj2DfsKk+WOSB0xX0B/Y1v/fl/Mf4Uf2Nb/35fzH+FNu8ub+t0/0BaRt/Xb9Tyr4fxa7baN5V1p8ckM19cyXN7dmS1nuNzk+cLYxnbu/ull9cc1z1lp8Fxb+IoktNS0uKPWYNQsCdBuXjKRiIKBEEUsuVI2gggc8AZr3b+xrf+/L+Y/wo/sa3/vy/mP8ACl1v/XR/oHT+vP8AzPEtA+Ht1q2nzX+tG2hmvZbz5JtOw4hmlDrhWfMecMShLHEhBwc12Xh37NpVxP4atI5GFipn81IlSGNZZHZIQATgqvbGMYPfFd3/AGNb/wB+X8x/hR/Y1v8A35fzH+FPoktkHVvueDeI7W68T3evmz0m/tHttPnsNOtDp08QuQXDyyGTYEAfbhF3ZOSepxR4gsW1Hw74zv4tEv2GoiGLTYm0yXzjKsGxnEezcgwSu8gA8jOMZ95/sa3/AL8v5j/Cj+xrf+/L+Y/wqbaW/ruO/vXPEPFWma/q11o+rWGnrd2cU9iltDKZ4ZoCsytKzxGEkAlVBYkbVXODmvVK2/7Gt/78v5j/AAo/sa3/AL8v5j/Cqvpbzb+8lK33WMSumtP+POH/AK5r/Kqn9jW/9+X8x/hV6NBHEqLnCgAZpDHV5prCxwfGu2uLTRL6RG0q4guJ4dNmEUs8hi2BpgmzlUxvJwu3BIxivS6KVtfv/FWHfT+ujueBeCDrPhayvNSv9A1bXHtdHtYrKCTRp4HspBKxW0UFSZlQtuMwUkBepyBT9e8Ia9d/CsQ6PA2qQwW95PdW80F1ZzSX0zbi8Vu8O51UO4UfLndnORXvVFVf+v6/4fZvXUS0d/6/r8NWtiGzMxsYPtUaRzeWvmIjllVscgEgEjPfA+gqaiih6sUVZWOZu/8Aj8m/66N/Ooq3ZNJgklZ2eTLEk4I/wpv9jW/9+X8x/hSGYTkCNiwyMcgDOfw715ndf8T3T769tbDV9NcyWcf2ZNKljeG0hm3ZCyRFJH+Zm2KH4AAB7+0/2Nb/AN+X8x/hR/Y1v/fl/Mf4Udbh0scV4Vmv59Hd9Skupv38gt5ry3EE8kWflZ4wq7T1/hHABIBNbVbf9jW/9+X8x/hR/Y1v/fl/Mf4UAYlW7j/kG2f/AAP+daH9jW/9+X8x/hUj6ZC8McRaTbHnGCM8n6UAYFFbf9jW/wDfl/Mf4Uf2Nb/35fzH+FAHnHjweZprW8a6n509vKiLZWH2hLjIA8mVgjFFY453R8Z+YY4gn86bxjpoih1Ayw3Aee2ex22kWYGVpknCDc3IXBdupG0Yyvp39jW/9+X8x/hR/Y1v/fl/Mf4ULT+v6/rzB6r+v6/rtoYlFbf9jW/9+X8x/hR/Y1v/AH5fzH+FAGfpn/ISi/H+RqpW/BpkNvMsqNIWXOMkY6fSo/7Gt/78v5j/AAoAxKStz+xrf+/L+Y/wo/sa3/vy/mP8KAPGJI0utG1qz0mw1SwthqttcqsOkSREW6+QGMaSRbWIKMdgUk4+6cjPZeFZr+fR3fUpLqb9/ILea8txBPJFn5WeMKu09f4RwASATXa/2Nb/AN+X8x/hR/Y1v/fl/Mf4ULRW/rp/l+fyHq7/ANf1r+RiUVt/2Nb/AN+X8x/hR/Y1v/fl/Mf4UAZ9x/yDbP8A4H/Oqlb76ZC8McRaTbHnGCM8n6VH/Y1v/fl/Mf4UAYlefeGItRXxkftEV55Cvdt9lmsXjjsN0mcpcEATb+pALYzxtAIPrn9jW/8Afl/Mf4Uf2Nb/AN+X8x/hR1uHSxiUVt/2Nb/35fzH+FH9jW/9+X8x/hQBn/8AMG/7eP8A2Wqlb/8AZkP2byN0m3fvzkZzjHpUf9jW/wDfl/Mf4UAYlFbf9jW/9+X8x/hR/Y1v/fl/Mf4UAeceI5rS28XaFP8A2fdyXCTEzXNtps022IxSqoaREIA3v0J43Zxjms7Q9OvU8aW8Vu7y6bppu28yXS5bVlMr58vzXbE2Tk7kTHyAk5Iz6x/Y1v8A35fzH+FH9jW/9+X8x/hQD1MSitv+xrf+/L+Y/wAKP7Gt/wC/L+Y/woAxK0NG/wCPx/8Armf5irf9jW/9+X8x/hU1rp8VpKXjZySMfMR/hQBaooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzDWfGOtR+OdT0qHXNO0m1tVRo2vId2/PUA0++8Ya5pfhM3cWq6drFzdXi29vPbxbUiyOcjua6eHwTYL4r1HW7srdtfIqeRLECse3uDT/ABD4L07XdD/s1B9gVZBLHJbqBscd8Vy8lWzd+59EsXgOanBw0XLd2XbXpzb766nK69qXxA8M6HLrN7f6bc29vtaSJINpIJA6/jR4k8Z6zD4j0+x0/UbDS4LqyS4aW8UFVJGcZq3dfDG+1G2+yar4y1W8tGI3wSBdrgdq1r74faXqXiG11G/xcQW1sLdbOWMMhA6HPrU8tV7XW3U1jicvi06nLJrm+GNlsraNau9zn9B8Ya5J4rOl3epadq8DWjzefYqNsRA4zXReA9evvEHhM3+osjT+Y65RcDA6cUkHw/0ux8TRatpYWwjWBoZLWCMKkgPUk+tZMPwwurETRaP4u1TT7SRy4t4gu1c/zqoqrF66/MyrVMvrxai1Bvl15e17rTvptoZNx4/15PAd7qkckP2uLVBaxnyxjYT0x61oW/xJmg8F3kupxquu2kv2U26j78p+6QPT1q+3wys/+EOXQY9QnUG5W6kuSoLO4OenQVdu/h/pl542t/EcjMJYVG6DaNkjj7rn3FJRrLqaSxGVyTTj1bVlZ6WsvSWvoUvhv4j1rX01aPxAY/tFlcLEBGgXblckcdaPiB4l1TQ73SrfS7u2tBdsyyTXKgquMcn0ra8O+F4/D19q1zHdPOdTuftDKygeWcYwPWo/Eng+08Tahp9xfSHyrJixgKBllB7Gt6akopS3PGx1SjUxEp0VaLttp0V/xOSsvF+vQeJ9LspdY0rWobyUpIliBujHqcVBc+N9abxHqln/AG7YabDazbIxcWpcuPqK6q4+HujjVtOv9Kij0uSyl8wi2iA832NU5Ph5cJrF9f6f4iurM3snmPGkCMB+JrU4ilqXinXdN8Cx6lb3trqc01yE+1QW5CRp67e9Ztj451d9Wsol8Q6bfRyyhZIjatB8v+83eutn8G3V14e/s668QXjzLN5qXaoqsvttHBFZ83w4nvp7Y6v4ju72GCUSCFoUUEj3FIDM1/xlq9t44vtKh1iy0y1t4kdHuLcybieo45rpPCmsXNxpV7farrVnqEERyJbeExCMAfNnPWqupeAZbvxLdazY67cWE1zGsbpHCrDC/WpJfBV9c+HbzSrvxJdTLdOpMphQMqjqox60Ac3p3xD1ptWttR1GONfD19dNbwkKNyc4Uk9cGtLxl4p1bTvFlnpmm6jZWEE9v5jT3agoDk96nufhJ4cl09reEXEMm3CyiUnafXB4q1J8PrS91HTrrWLo6j9itvs5jmhXbLjox96YGR4f8W61J4yg0q81LTtYt5oGkaWxAxFj1Io0vWfGnimS+udHurCztYLloUjli3Mcd81vQ+A9MsfE1tq+lKtgIY2je2gjASXPc1mn4b3FteXMmi+KdS0uC4lMpt4Au0MfrQBV1jxJ4s0HwPdXmqx28V/DdpFHIgDLLGTycdqZ4m+KdhD4dd/D14H1HK7Q8Bx156jFaB+Gdu3hW50eTVbqR7q5W5mupAGZmHt0FbPiXwrb+JPDz6U0v2UMVPmxxgsMGkBs20jS2kMj/edFY/UiuDufGOqxXfjGNXj26Qqm1+QcZAzn16130MfkwRxA5CKFz64FctN4Ehmn8QyG/lH9uKocbB+5wAOPXp3oAxvCfjvUZpjp/ihY4rq5hM9lOqhUlXGcemaqL4+1xvBtlcxCB9Rvr5rZHZMKgB64rp9T8B2OqeFbTSJp5FlslAgvEUB0I7//AFqpD4Z2v/CJw6MdRuPMgnM8V2EAdG+nSgCNh8RLG4t5ZJ9O1CHzAJYo0EZ29zk13QyRzxXCH4b3d1cQHV/FuqahBDIJPIkwAxHuK6ZtGmPiWLVBqVwsMcJjNkAPLY/3j70AatFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==)
“Justin Trudeau suffered a rare slip in his appeal last month
when he made some controversial comments about candidates and their beliefs
around abortion rights. It appears his public has forgiven him this
controversy, and he has regained most of the ground he and his party might have
briefly lost," 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.