No change in party standings; slim
Liberal majority seen if election held today
In a
random sampling of public opinion taken by the Forum Poll™ among 1572 Canadian
voters, 4-in-10 would vote Liberal if the election were held today (39%), while
3-in-10 would vote Conservative (30%), and these findings have not changed
since last month (March 29 - Liberals 39%, Conservatives - 29%). The NDP will
take one fifth of the vote (20%), down very slightly from last month (22%). Few
would vote Green (4%) or Bloc Quebecois (6%) or for any other party (1%). The
Liberal vote is common to the wealthiest ($80K to $100K - 46%, $100K to $250K -
43%), Atlantic Canada (59%), and BC (45%). The Conservative vote is common to
the oldest (34%), in the prairies (49%) and, especially, in Alberta (56%). The
NDP vote is characteristic of the youngest (32%), mid income groups ($40K to
$60K - 26%) and in Quebec (24%). Of note, one fifth of past Conservative
voters will vote Liberal this time (19%), as will one third of past New
Democrat voters (32%). In contrast, few past Liberal voters will vote for
either of the other parties (will vote Conservative - 6%, will vote NDP - 7%).
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)
Bare majority for Liberals
If
these results are projected up to seats in a 308 seat House of Commons, the
Liberals would capture a 3 seat majority of 158. The Conservatives will be in
line for 100 seats, while the NDP would take 39, the Bloc 10 and the Green
Party would retain the leader's seat.
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3zXxp/wsLxp/wBDfr3/AIM5v/iqP+FheNP+hv17/wAGc3/xVH+rtW1udfd/Xdh7ZXufaUnhPSkvbXUbSxj/ALQ0+xaysmlkcxxxkfdK5wQcAE4zjvXmHgb4Kaho/jiy13XLHwzp0WnvJPFDof2mQzyuu0bzOTtVeoC4Ge1cZqfizxFH8H/At7Hr+qLdXX9ofaJxeSB5ttwAu5s5bA4Gegrl/wDhN/Ff/Qz6z/4MJf8A4qvksVXWFxM6T1cW1/X5n1OByCpjcLGtGaSl09NP0+4+xqK+Of8AhN/FZ6eJtZ/8D5f/AIqtO21T4hXesPpUer68l/GjSPbzX8sTqqruJIdhj5ea5/rqf2WdcuGKkVeVWKPrOivkfVNe8daLNBFqfiDWYHngS4jH9pO26NxlW4c4z6dao/8ACb+K/wDoZ9Z/8GEv/wAVQ8bFOziEeF6slzRqpo+xqK+Of+E38V/9DPrP/gwl/wDiq9E+HPiTXL7wb4tmvdZ1C4lt/sfkyTXTu0e6Rw20k8ZAGcdaTx0Um7bJv7lcxxHDlWhT9o6ieqXXq0v1PoKivBP+Ei1v/oMX/wD4FP8A41Lb6z4iu51htdS1OeVvuxxzyMx79Aa81Z7TbsoMweR1EruaPdqK8MTVPE0mfLvtWfEgiO2aU4c9F69fbrTru/8AFNgEN9d6xbBzhTNJKm76Z61X9txtf2bsT/Ysr29ornuNFeH3V94rsYxJfXWs2yMcBppJUBPpk1U/4SLW/wDoMX//AIFP/jSlnkIuzpsccjnJXVRHvdFeKaDr2rzeI9Nim1W+kje7iVka4chgXGQRnkVHr+v6xD4k1OKHVr6ONLuVVRblwFAc4AGeBXVRzSFWDmovex5mOwcsFJRk73Pb6K8Ft9a8R3k6w2mpapPK3SOKeRmP4A0tzrPiSymMN5qOq28oGSks8isPwJrX+0I2vys8/nPeaK8A/wCEj1z/AKDOof8AgU/+NH/CR65/0GdQ/wDAp/8AGl/aEP5Q5z3+ivAP+Ej1z/oM6h/4FP8A40f8JHrn/QZ1D/wKf/Gj+0Ifyhznv9FeD/EPxDrVleaELLV7+3Eui28sgiuXTe5L5Y4PJOOtch/wl3iT/oYdV/8AA2T/AOKr6rD5XOvSjVUkrnkVs2hRqOm4vQ+p6K+ZrHU/HWpwNNpt74hu4lbaz28s8ig4zgkHrzTW1rxiujjVG1rVRZmc24l+3v8A6zbu243Z6d8YrT+yJXt7REf2xG1/Zs+m6K+WP+Eu8Sf9DDqv/gbJ/wDFUf8ACXeJP+hh1X/wNk/+Kq/7Fqfzon+3Kf8AIz6nor5Y/wCEu8Sf9DDqv/gbJ/8AFV2ng7xBrN14M8Uz3OrX00sH2TypJLl2aPdIwO0k8ZHXFc+IyydCk6jknY3w2awxFVUlFq57nRXgH/CR65/0GdQ/8Cn/AMatw3/iy5tWube61mWBc7pUklZRjryOOK8k9g90orwVda8Rtb+eup6oYd/l+Z9ok27uu3OcZ9qffar4k029ktL3VdQjniIDp9sY44z1DY70Ae70V4B/wkeuf9BnUP8AwKf/ABo/4SPXP+gzqH/gU/8AjQB7/RXkHgbWtVu/GdjBd6neTxN5m6OW4ZlOI2PIJ9a9foAKKKKACiiigAooooAKKKKACiiigAooooA8Q8SeG7jw74jt9P0XWjJcbr7UYFS2Ik0uCc/6RcySbz5mBvWNdqks3JO011fwv8S281tZ+HINCGkQjSYdTsdt15/nW8jEbpDtXEpb5mHzZLE5rs7bw/pdpqOoX8VoputS2i7lkZpDIFGAvzE4UDPyjA5PHJqn4d8GaD4UeV9Csmt2ljSIs9xJMVjXJVF3s21BuOFXA56UR0Vn/W//AAPx8rEtXdf1/Wv4ed92iiigAooooAKKKKACiiigAooooAK+EfiF/wAlO8Uf9hi7/wDRz193V8I/EL/kp3ij/sMXf/o56+m4d/iz9DGrshvgS40+0+IGh3GteWLCO+iacyY2hdw5bPYdT7V6Pp3hXVZfjDqU/jC1kOn3d5PNaresBb6lcbZDbKoJCyjngDI5CnG7B8Yor6evh3UbcZWumv8AgrUwTt+H4f8ADnvOg+H9Pu/EHgqPxToNhb61dWmonUdPayS33xqreS8kCqoRvvYOATtB7cZenQ6Ze/8ACB65e+GINQnvbTUBdWmmWMKmcxOyxutv8qSOuc7ccgdDivGqKw+ou9+fv+PP5/3l/wCAr5VzaW/rp/kdT8R9G/sHx1e2H2i0uCixlntLYW67iikgxKSI2znKjgHoB0HLUUV3U4uEFFu7RLd3c9b1b/kiPw8/7iX/AKUiuSrrdW/5Ij8PP+4l/wClIrkq/G84/wCRhW/xM/XuHv8AkWUvn/6Uxyf6xfqK9s1Hw7Nc/Hy/udW0d5dMnify5bm1LQyMLXIwWG0kFT+XtXiNFcEaiUbW/qx34nCyrSvGVvdktu9td1tY9v8AENpHd6PO+q6datpcHhWFo75oU8xLsKpjQS/eBOR8meQenOT4hRRSq1PaS5rf1dv9QweFeFg481/w6erCvTvhf/yI3jT/ALcf/Rj15jXp3wv/AORG8af9uP8A6MespfBP/DL8mZ5n/u3/AG9D/wBLiWK3/BLFPFduyHDLHMQfQ+U1YFFfNUajpVFNdDy6tP2lOUO6sel2zw3tjZatb7V+3apatMg/gmUkP+fB/Gsm6hm0+x8Sf2nG8MN1dD7Kky4Mj+ZncgPovUiuKorvlj1LXl1166apJ6W+a7fI4oYHlfxaadOzuup23jHU7a0vdbsIvOkuL2WEyb1CpEEAPy8ksT9BXE0UVxV6zrT5mdWHoqhTUFr/AMMl+ho+Hf8AkaNK/wCvyH/0MVH4j/5GrVf+v2b/ANDNSeHf+Ro0r/r8h/8AQxUfiP8A5GrVf+v2b/0M16eB/gP1/Q+Y4g/iQ9DT0BTceGtUtLIM99I8RMMbYkmhGdyr3PqRz9DWwmkW2mNcFreSQx6KbpINQAlNu+/OMFRjB7Y7n1rgqK9FVkltrb9Gv1v6+p80nb+vO53VvbWH/CN2ty2ny3kc8EzXTWmno+yXJxmQEGLbwcAYxS6hZadbaKgi0+a4tntImiuYbFSiy5GWafOTzkFSMDiuEoqvbr+X+tf8wvp/Xkdz4jtbQW/iGKKytYVsZ7cwNFCqMu/7wyBkg56Hp2rhqKKxnLndwbuWPib/AMfvh7/sBW383ria7b4m/wDH74e/7AVt/N64mv1zLf8Ac6fofF4//eZ+p6d4EiMngm1kXTbzUGh8QxyBLRtpTEa/M3yn5R36fUVq2VlYXdvNDez219GfEdy8RKgRXEvkEouM4ILY4zg9Oc145RRUwbnKUlK1/wCu5pTxqhGMXG9vx38vM9Ps9JsZ77w0NfsLW11eWO5MlmbdYBMVz5G+IBQMtkDgbsY5rgtcW9TUANUsYrG68sb4o4FhPsWjXAU47YHGDjnJzaK3p0XCV73/AOHb0+/8EYVK6nHltb9dFv8Ad+IV3fgf/kRPF/8A25f+jWrhK7vwP/yIni//ALcv/RrVz5n/ALpP5fmjoyv/AHyHz/JlKu8NvdXHiDw9qGmK/wDZsFvDunQ4jhC/60MeinrnPWuDor429j7W1ztpLoXXhTUhpkUckC6uXwturFIWDEMeMj03dR0zVvxMlvez+IBdQwJ9kubXZOsQDqG4bLAZYY7GvPqKX9fl/kN6/wBep6NeWGnR6xbW39lSNAb6AW04sESAxnGVMgJ80MOckZzmuK16QPrl0iRQwxwyvEiQxhAFViB06n3OTWdRS/r8gOk+H3/I96f/ANtP/RTV7bXiXw+/5HvT/wDtp/6KavbaYFe/leGykkjO1hjBx7isObWbi3gkmmuAkcal3YqMAAZJ6Vs6n/yDZfw/mK888eWWrar4SuNL0KINPfsltLIzACGFziRzkjOFzwDnnik720GrX1Lnhn4lWvijQLjV7eaaxtrZys4v40iaIBQ25uSApVgQc9DWjD40sblbtrfXbCVbEZuik8bC3HPL4+70PXHQ15brmga/oVv4tmufslzpWoaA/mTWcP2dIp4kKKPLaR2OU7g44HAqCy8Na1rWiz3dvpH2GNvCI0u2j8+P/S5GG4MApwFHYvtPzdBzTeza7f5/qvxBLZPr/wAD/P8AA9Z/4S8S6fNd6bdDVBE/lFLDZKxk4GzjgHkZ3EAdSQOaw4fixDcWpMVtqDX/APaDab/ZvlQ+eZ1G5hnf5eAvzbt+Md88UzZrGg/Di2g0PSlutWtrGKGKzEiIokChTkkhcA5Jweccda5u18MSxeG7UyaP4iTV7e/N695DLYrcS3DqQ8uGlaPYQdu05wMAA4zTdlJrov8ANfpf8PMlO8U+r/y/zt+JuXPxntE03z7WC/ln+zzTGBrUjy2icI8bsoYKwJ9x05+Zc9Zpfij+2bEXen3LtFvaMiS3MTqykhlZHUMpBHQgVw3hj4d2sGgRr4kSS4vpJbmaXbcsuBO+4o3l7VfoueMbhlccVtG+i0fxRY6FpmnGRdR+0Xt1MJj/AKPyDvKkHO52wORjtR2T3/X/AIYO7Wxb1f4htomp2ttfW1+tvdXSWi3wgj8lZnGVU5Icjp8wUrk4zkHEFv8AFCC61iOyjS8FvNdyWMOoGOP7PLOgJZAd2/swyVCkg4JrB1u31rVfHdr9v0G9uNB0uRJrUW0tti4uP+esm+VWCpnhQCScnsBWTpvhDXI59J0e5sWW10rXZdT/ALSM0ZSeMl2RQu7fvJkwcqANp5PFKPS/9bf8F/d5jlpe39aP/gI7rw58R7fxVf6lbaVJckaeY9800ARJQ6llZM8kYHUgZ6jI5pPDHxJh8WX2pW2mfaV/s51VpJokVJg2SrpgklSBkEgcEVx9rouv6l4g8Yl9OvdDi1+GGO3vpGt5TBsi2NlUmJyc8Y+uRVzwR4Y1vQfGGvz6j9k+wXEVrHbPbwGMSeXFtG1TK5QKBghs5PIIHFC8+34g/L+v6/Q9G/tO8/57f+Oj/Cj+07z/AJ7f+Oj/AAqpRQBb/tO8/wCe3/jo/wAKP7TvP+e3/jo/wqpRQBb/ALTvP+e3/jo/wo/tO8/57f8Ajo/wqpRQBb/tO8/57f8Ajo/wo/tO8/57f+Oj/CqlFAFv+07z/nt/46P8KP7TvP8Ant/46P8ACqlFAFv+07z/AJ7f+Oj/AAo/tO8/57f+Oj/CqlFAF+31G6e5iRpcqzgEbR0z9KLjUbpLmVFlwquQBtHTP0qraf8AH5D/ANdF/nRd/wDH5N/10b+dAE39p3n/AD2/8dH+FZWp+MpNL1CytJku5GvJliWSOAeXGWzjcxwOx4GT3xjmrVcx4uOpST6WmnaJeagtvex3UkkEsCqFXcCv7yRTu59Me9LqvVB0foaV78Q/sOozQPDeSW1tNHBdX6RxeTbyPt2q2WDn76ZKqQNwyRg4IfiH52qR23k3iW01y9pDqDRxeRLMucoPm39VYZKhSV4JyM8zqGj6xOur6NFpTta6xex3Ivmli8uCMiPzFdd2/eNjY2gg5X5hyQtno2rk6fok2mtHaafqj3p1FpYzHLGHeRAqht4cl1ByoAw3J4Ba6fj+F/u1t38wfX+u9vv/AAPRf7TvP+e3/jo/wo/tO8/57f8Ajo/wqpRQBpzX9yllbSLJhn3bjtHODxVf+07z/nt/46P8KLj/AJBtn/wP+dVKAJLvXbqztXndppQg+5DB5jsc4ACgZ/w6nArFb4hyHQNO1SCzvrg6jMIIbREhEu/5uDucIPuH+Kr95PJbWkk0FpNeSKMiCAoHf2BdlX8yK43S7K4/4Qe10/XvBc2oeRMQ9nO1pLnJZhIoaQocZxyQeTgGlqM6e78dX1otnGdJ1KW/ukkkFhGLbzY0QgMzEyCPGWXoxPzDjrjS0vxLJq+k2uo2U7G3uolljLRgHBGRkY615o/hTUF0vTbfUNGubzT4zduthp9zFFPZGV8xRiQunyLGXQhHxyBhlAx2/hqC/tfDGnwauI1vIoFSVYwu1SBwPlAXgYHAAz04quj/AK7/ANdRdTf/ALTvP+e3/jo/wqxDf3L2VzI0mWTbtO0cZPNZlW7f/kG3n/AP50gD+07z/nt/46P8KP7TvP8Ant/46P8ACqlFAFfWvFl/pEKvFp9/qRKs7LZxxfIqgZJLso78AEk84HBrMuPibHEiy2kN9fwLaR3txNbQx4toXBKu4ZlY5AY7UDNgdOma/i63mvbVLT+xtR1K3kV939nagtuytjADhpEDoQTwSw45U1z+seGb++0O3sZNJupdan02O0uNTtL/AOyWinBB8xI5FZwuWIXyyDnAwCcJX/r5j0/r5Hpi6tdOgZZ8qwyCFHI/Knf2nef89v8Ax0f4Vn28ItrWKBCSsSBAT1IAxUtU7X0JV7al+31G6e5iRpcqzgEbR0z9KLjUbpLmVFlwquQBtHTP0qraf8fkP/XRf50Xf/H5N/10b+dIZN/ad5/z2/8AHR/hR/ad5/z2/wDHR/hVSigCrL4ykh8R2+jsl35twrlZ/IAiBVQxG44LHB/hBA6Eg1q/2nef89v/AB0f4VxmstqbeM9ImttCvrm1s/NElzHLbhP3igAgNKG47/L9M11FCAt/2nef89v/AB0f4Uf2nef89v8Ax0f4VUooA07u/uYvI2SY3QqzfKOSar/2nef89v8Ax0f4UX//AC7f9e6/1qpQBb/tO8/57f8Ajo/wrJg8aPPr1xpW26ie3h84zTQKkbqG2nbn5jg98YPYmrdcjcRaleeN7hn0O+jsZtPax+2GS3KAlid+3zd+3H+znPapbd9PP8tPxHpb7vz/AMja0n4gtq17bwC3vbRbyJprKa5ijCXca4yybWLDhlOHCnB6cHG//ad5/wA9v/HR/hXAaFpusTXugJqeltYR6FavE8zyxuLmQoIwY9rEhcBid4U8qMdcdpVuy2JV+pb/ALTvP+e3/jo/wqxDf3L2VzI0mWTbtO0cZPNZlW7f/kG3n/AP50hh/ad5/wA9v/HR/hR/ad5/z2/8dH+FVKKAH3/iKTTNOuL69ufLt7aNpZG2A4UDJ4AyfpWfpHjW41S8lsp7W8028jiWf7PeJFueNiQHBRmGMgggkEdxyKr+J9Mm1jwvqNhalRPPAyxbzhd/UAn0yBWfpEGo6h4ok1vUtLk0tEsVtI4J5I3kdi+92zGzLt4UDJyeeB3Fv/Xn+oPb+vI7D+07z/nt/wCOj/Cj+07z/nt/46P8KqUUAadhf3M17HHJJuU5yNo9DWxXP6Z/yEovx/ka6CgCvf8Al/YpPO3bOM7OvUVj/wDEv/6ev/Ha1dT/AOQbL+H8xXlPxgUP8K9VVhkFoAQe/wC/joGtWd5cW+kXdtJb3UM08EqlJIpFRldT1BB4I9qdFFpcEKQwRzxxRqFREVQqgcAADoK+c/Ec8934Q1DwVc+Yy+Fobq4mZgfnjXC2oz/uy5x/0zFdde+NL+11bTItJvbx4ItRstNuYzBbrajzEXchLHzmkwc7lwvAGOCSR1enW1vnp+ZL0/H8P+Aew/8AEv8A+nr/AMdo/wCJf/09f+O1wXgTUNV1qTWrvVdTkmittTubKC2WKNEREfhiQu4tg4znGB0zzXNQ6Faa3q/ibUPDKw6dpD6RNpRupG2RX9ySd0zNyXCk7TIcliWwTg0tbX8r/hf/ACKsr2fe342/r0PYv+Jf/wBPX/jtH/Ev/wCnr/x2vMPCFyvhu5vvD8PhC2TVLC0tnnfRXiP2sEFQzNIIsMCCcMSeSRmmeIrG18Q+NdEt9JsXg1u2uYdR1C8YhpLCAA/uGcEgF+QI1O0/M3Tk1ZXSWxPRtnqX/Ev/AOnr/wAdqJLjSJLiSBJpmmiAMkYZCyA9MjtnBx9K8Ds7U3HjW11CXadP1DW721g1NE2X0shRkEMhDZ8kfMARzhB8q12XhnwHrGiXen3Ul2sL2y28MyRalcSpLHGkqvkMAGyWQqCPlwQCABlR1jd+X4/5Dlo7ev8AXzPT/wDiX/8AT1/47R/xL/8Ap6/8drm9V1LQbnwrcajqF3b3GjKheWVJd8UiqeVypw4JG0rzu+7g5xXmNpo0tpD4fs9UszZ6JrviKa6/smZQI4YjGWhhdOgyw3bOgPGMihau39au39egPRX9fwV/69T3L/iX/wDT1/47R/xL/wDp6/8AHa8A1nT/ALT8G9Ykea4S00vWZorG3ilKwmP7UgXIH3gvzBR0GenAxo/Gi6ku7Se1urW+Sy06GCeCVbSVoprh5VBJkVSo2R7hyRkyYGSKFrbz/wAk/wBR21t6/nY9u/4l/wD09f8AjtH/ABL/APp6/wDHaz7eVZ7WKVA4WRAwDoUYAjupAIPsRmpaCU7q5b/4l/8A09f+O0f8S/8A6ev/AB2qlFAy3/xL/wDp6/8AHaP+Jf8A9PX/AI7VSigC3/xL/wDp6/8AHaP+Jf8A9PX/AI7VSigC3/xL/wDp6/8AHaP+Jf8A9PX/AI7VSigC/b/YftMWz7Ru3jbnbjOaLj7D9pl3/aN287sbcZzVW0/4/If+ui/zou/+Pyb/AK6N/OgCb/iX/wDT1/47R/xL/wDp6/8AHaqVna/Y3Op+Hr+xsLo2lzcQPHFOCRsYjAPHI/Dmk9hrc3P+Jf8A9PX/AI7R/wAS/wD6ev8Ax2vIbfQLy61HWdD03TdH0uOKCzkuLCyuna2mYSMzRyYiXYXjGGwrErtzkcV0XgAPFJr1ulnZWNrb34jittPnMsETCJPMVCUTHzdQFADFu+apaknef8S//p6/8do/4l//AE9f+O1UopDNOb7H9itt/n7Pm2Yxnrzmq/8AxL/+nr/x2i4/5Btn/wAD/nVSgC3/AMS//p6/8do/4l//AE9f+O1m3dpFfWr21xvMUgwwSRkJGemVIOPX1HFcJp/hyHX/AIb6DYLJYQiC4MsUN5aC4hl2mQbDFuXIwc8HjFK4Hpv/ABL/APp6/wDHaP8AiX/9PX/jteTLph1fQ7S+k0jQJtM0oXltNYXJNrZBklx9qjASQDhG6jjecN1z2XgqS5m8DaNJe7jM9nGWLsWJG3gknknGOTz6090HU6f/AIl//T1/47ViH7H9iudnn7Pl35xnrxisyrdv/wAg28/4B/OgA/4l/wD09f8AjtH/ABL/APp6/wDHaqUUAW/+Jf8A9PX/AI7R/wAS/wD6ev8Ax2vPfiRe7tMbS7i3vjZTW0s9zLb2U0ytsHyRExowUFsEkkDapH8VYXl6VrOmajc6zGCLDw9by2LXURR7X5JN0sYcAo29B8wwflXnpU30b7f8H/IdtUu//A/zPX/+Jf8A9PX/AI7R/wAS/wD6ev8Ax2sfR3uH0Owe+z9pa2jM2Rg79o3cfXNXatqzsTF3SZft/sP2mLZ9o3bxtztxnNFx9h+0y7/tG7ed2NuM5qraf8fkP/XRf50Xf/H5N/10b+dIZN/xL/8Ap6/8do/4l/8A09f+O1UooAt/8S//AKev/HaP+Jf/ANPX/jtcXqljbx/ETQbxUJuJUuVZ2cthRGvCgnCjvgYyeTzXU0AW/wDiX/8AT1/47R/xL/8Ap6/8dqpRQBp3f2P9x5vn/wCpXbtx07Z96r/8S/8A6ev/AB2i/wD+Xb/r3X+tVKALf/Ev/wCnr/x2j/iX/wDT1/47VSuR8aaG9/dW+o3FppWpadZ283n2erTmKFCdp87PluNyqrDkcBjgjnKbsNK53P8AxL/+nr/x2j/iX/8AT1/47XMeCpLmbwNo0l7uMz2cZYuxYkbeCSeScY5PPrW5VNWdiU7q5b/4l/8A09f+O1Yh+x/YrnZ5+z5d+cZ68YrMq3b/APINvP8AgH86Qw/4l/8A09f+O0f8S/8A6ev/AB2qlFAFv/iX/wDT1/47R/xL/wDp6/8AHa5jxrPPbeCNXmtZHikS1c+ZGSGQY5YEdCBk57Vl6Hp+naR48nsvD0MFrYtpUc08FsgWPzDIQjkDjcyhuepCjrihb2/rq/0B6K/9dF+p3f8AxL/+nr/x2j/iX/8AT1/47VSigDTsPsf22PyfP38434x0NbFc/pn/ACEovx/ka6CgCvfx+bZSJvVM4+ZzgDkVgXmh2uoWr21+bC6t3xuinIdGwcjIIwcEA/hW5qf/ACDZfw/mK81+JWsX2gfD7UdS0m4NtdwmIJKsauV3SopwrAg8E9jQNK7sdRL4X0u4a6aeDSpWvEEdyXRSZ1HRXyPmA9DUMng3Q5b9b6Wx0V7tdoW4aFDINpBX5tueCox6YHpXCXfj+Hw7FZ2n22fULq8Msqy+IiulLGiKuRkwJnJIC/Ickt83FZS+PNSuvFkms6HayXunt4aW/NjcXphSPEjbiAFYF+NvTB9RR1/rs3+jFuv67pfqj1u30GztI5Y7T+z4EmdpJVjwokdvvMQByT3J61QsvAnhzTZzPp2laDaSlShkgt40YqeoyF6H0pdK1KHWNHs9StN3kXkCTx7hghWUEZ9+a5Oz1jxCnxYvdI1G7tWsDpTXdtbRR4VP3xRS7kbixUc4wBnABxkj0dn5/ggWq5l/VztdN8MaZo0DQ6PDpdhE7b2jtUWJWbGMkKBzxVW58C+HbzUDf3el6FPeMwY3EtvG0hYdDuK5yMD8q8y8EePNTv8AxAq69qwitlsJri9+2fZ47dXEu1TbSJjzIwAwLFmA4yc1ueKvE2qJf+Gr3w3q1hJol9qkFpK9uFma43Fw438qqgKBx82c8jHL1uvP/OwdH5f5XO3i8IaNBqzapDZ6PHqDklrtIkErZGDl9uefrV6XTTLC8YvoIyylQ6SDK5HUZBGa8h8R+O9S0rxFqWdYjtJbHUrW2t9GkSIfbLeTbulyw8wn5zypAGzkHmrFlqnjddWFzN5lyLd5Yp4H0qaNJE+1Iq7fnClvLJYSAMNuRgkMalJSSXR/5X/UG+Vv+utj0K08D6NaeGbfQGi0+502BAogutsqvg53MCME55zjrRH4F8Ow6fNYRaXoSWc7BpbdbeMRyMOhZduCR71YnWV7eRbaRYpipCO6bwp7EjIz9MivLbrxbr+nya/aWmqnUbdNRs9NsdSnhi3RTSkCZfkRUcpnPI4Jwc9Ke7t3/wAw2Vz0y68E6Be2lta3unaJcW9qpW3hlgjdIQcZCArhRwOnpVg+GNMOlDTDBpZ09QALQovlAA5A2YxwRnp1rzW88QeJ7fSfGVhYanHNdaC3mJqF5Ahk8lrcyYCIqozhhgEgDByQcYM3iDxbq8Xw90w6VdiPW7vSjqEtz5St5UcUIeR9pG35mKoOMfOcdKV7K/o/v1Gk20vX8D1D7B/09Wv/AH8pfsH/AE9Wv/fysDwzeT6h4T0m8vH8y4uLOKWV8AbmZAScDgcntWpVSXK2mTF3SaLf2D/p6tf+/lH2D/p6tf8Av5VSikMt/YP+nq1/7+UfYP8Ap6tf+/lVKKALf2D/AKerX/v5R9g/6erX/v5VSigC39g/6erX/v5R9g/6erX/AL+VUooAv29lsuYm+027YcHAk5PNFxZb7mVvtNuuXJwZORzVW0/4/If+ui/zou/+Pyb/AK6N/OgCb7B/09Wv/fyorjSIbu2kt7qWynglUpJFIwZXU9QQRgj2qGue8SXOpWeo6PJaXwhtZr6KCWBYVJkDbs5Y5wOBwADnv2pdUu+n3hsm+xtL4O0RNJbSksdGXTmbc1mIUEJOc5KbcZyAelXLTRbawtI7WxawtreIbY4YSERB6AAYFcBqms6yi6zrNrqDx2+k3yWyacIozHOg8veXYqX3He2NrADC8HnJa6zrJ/s7W31B5ba/1VrNtO8qMRxRb3jVlYLvLjYrEliOW4HGGtbedvxtb8wdlfyv/wAE9F+wf9PVr/38o+wf9PVr/wB/KqUUAac1pusrZPtEA27vmL8HJ7VX+wf9PVr/AN/KLj/kG2f/AAP+dVKAJLzQ7XUbSS11A2F1byDDwzkOjjrypGDWcvgLw2unvYrpOgizeQStbi2j8tnAwGK7cE471NdpcS2rpZzpbzMMLK8fmBeeflyMnHTnr69K5ax1C/vPh9Y3t3q1/DMWPn3VlYLcTyAMyjbGsbAHO3JCEYB6dQtBnU3Hg3RLuO0S6sdGnSyAFqskKMIAMYCAr8vQdMdBWl9g/wCnq1/7+V5sfEurzeAbYWt6j6zPDPKbpUQmGKIndI6gFBJgKpXoHY8YUiuy0ieS60SxuJ23Sy28bu2MZJUEninvfy/X/hie39bf8Oa/2D/p6tf+/lWIbTbZXKfaIDu2/MH4GD3rMq3b/wDINvP+AfzoGH2D/p6tf+/lH2D/AKerX/v5VSigCxJpiTRPHLPaPG6lWRnyGB6gjHIqlc+E9IvZbWS8tdIuHs8fZmljRjBjGNhI+XoOnoK57xa2vLcWDaL/AGn9kAlN3/ZgtDNnC7P+PjjH3unNV7rV7ua08NajpOrNJp97PBGwe3TzLhXByXOML0HCqpBzzjihb/NL79gei+TO5+wf9PVr/wB/KPsH/T1a/wDfyqlFAF+3stlzE32m3bDg4EnJ5ouLLfcyt9pt1y5ODJyOaq2n/H5D/wBdF/nRd/8AH5N/10b+dAE32D/p6tf+/lH2D/p6tf8Av5VSigCtdeCtBvtRGoXun6Jc3oKkXM0EbyAr0O4rnjHFan2D/p6tf+/lcnfXOpW3jfSoRfD7BdrMDarCo+6gILMcknOem0Y6g9a6GgC39g/6erX/AL+UfYP+nq1/7+VUooA07u08zyP9IgXbCq/M+M+49qr/AGD/AKerX/v5Rf8A/Lt/17r/AFqpQBb+wf8AT1a/9/Ko6h4V0rVpYJNUt9JvZLc5he5RZDEeOVLA46Dp6U+uYml1Oz8aWFvHq8l4l2ZXnsWhjWO3gCna6kLvzu2L8zEMWbAGMA6h0Oy+wf8AT1a/9/KPsH/T1a/9/K47S5dTt/GMunzavJqsAs/OuhJDEgtZSw2KmxQcMu87WLEBRzzz01HS4dbFv7B/09Wv/fyrENptsrlPtEB3bfmD8DB71mVbt/8AkG3n/AP50AH2D/p6tf8Av5R9g/6erX/v5VSigC02nBlKtc2pUjBBk6/pVPTfDGmaNA0Ojw6XYRO29o7VFiVmxjJCgc8VmeJtTl0bwvqGoWyq08EDNEHGV3dBn2yRWfpM2p6f4qk0bUNSm1SKSxW6SeeOJHjcPsZf3aqNpyCMjPDcnsLe39dwe1/67HYfYP8Ap6tf+/lH2D/p6tf+/lVKKANOwtPKvY3+0QPjPyo+SeDWxXP6Z/yEovx/ka6CgCpqf/INl/D+Yri/EegWvifQLjSL+SaO3uChZoGAcbXDDBII6qO1dvfyvDZSSRnawxg49xXNax4nl0XRbzU7p5Hgs4HnkWNFLFVGSBnAzx60m7asau3oY2seGINW1Ky1GK9u9O1CyV44rq0Me4o4+ZCJEZSDgHpkEcGs/U/ANrqt7Jez6xqsd3PYDT55oniUzQ5YsCPL2gsW5IAxgbdvOegHjuyS106a81e1sTqUayW0V3LHHJIGAIABPJ+YDjPJqWfxpY2t8tnc67YQ3TyiFYJJ41dnIBCBTzuwy8deR607a2EnpdFCz0GHT9ShubS7vEggsls4rDzs26KpyH24zvxxuJ6VnP4Kil8Vya9PrOpSTSQG1aAiARGAsW8riINjJ67t3+1XYHVLsAky9PRB/hXO23xIM2uzaTPaalaXSWhvYVmtkJuIQ23ciqWYHOPlYK3PSjd/f/wf1DZaeX/A/Qz9F8B2Oi39hdC/v73+zLd7ewiumj2WqNjIXYiluABlixxU/iXwknia4spJ9Y1GzWxmS5hitRBtEq52ud8bEn5sYzj2rQ0Px7JreqahpjW95p9/p3lme2u0i3BXGVYGNmUg89+Kj1f4htomp2ttfW1+tvdXSWi3wgj8lZnGVU5Icjp8wUrk4zkHD1bX9f1r+IbX/r+tPwILzwwupX0Eup6rf3dtBLHMli/krCZExtY7Iw5+YbsFsZ7YwK3Kw7/4oW2n+Lk8OyfbJbpoXlaWGBWjQqhkKHndv24OAD95fWodF+K9vrWqRWiC7thcxQyWr3Fm6+YZFdtrHZtQ4Q4y3zdVyOqWq0/r+rfgD03HaVoWoxaHqdrqmrXRudQuJ5RLBMWNojk7UiZxxtXGOMA54qhb/Dmxg8MHw/JqmoT6eir9nRlt0a2dW3LIjRxKS+7nLbsnOc5Ndle69eWVo84We5ZcBYYIlZ3JOABnAHPckAdSQOa5qL4sW81kXSC/+3DUDpo00xReeZwMlR82zAX5t2/bjvnihdl5f5L8xvzIX8DW76NqVj/a+pCXVnLX96PJM1wCmzYcx7FXbgDaoIx165ST4e6Hd+G00fVohqghtjawXl5bwNcQR7cAIwjABHY4znk5p1/8Y9N03w9Fqtyb7MkzwG0S2Vpo3Rwjh8HaoVmXJLY5GCcitDxd8SYPBllb3Gpm5n+0PtWK1iRnA4BcgkAKCygnPVh60WuvXT/INb/18yzo2kWmg6LaaXpybLa1iEaDABOO5wAMk8k45JNXqtDVLsgHzv8Ax0f4Uv8Aad5/z2/8dH+FNtt3ZKsloVKKt/2nef8APb/x0f4Uf2nef89v/HR/hSGVKKt/2nef89v/AB0f4Uf2nef89v8Ax0f4UAVKKt/2nef89v8Ax0f4Uf2nef8APb/x0f4UAVKKt/2nef8APb/x0f4Uf2nef89v/HR/hQBDaf8AH5D/ANdF/nRd/wDH5N/10b+dWrfUbp7mJGlyrOARtHTP0ouNRukuZUWXCq5AG0dM/SgChWJr3hx9dmtZP7Z1CwW1kWWOO1WAr5i5wx8yJjnnpnHtXTf2nef89v8Ax0f4Vlan4yk0vULK0mS7ka8mWJZI4B5cZbONzHA7HgZPfGOaOqDozHufBtrdahJPLfX32e4ljnubENH5NxKgUK7fJuH3EyFYKdoyDzl1v4PtLfVEuvtl5LbQ3L3cFhIyeRDM+cuuFDnlmIBYgFiQBgYt3vxD+w6jNA8N5JbW00cF1fpHF5NvI+3arZYOfvpkqpA3DJGDixL44EfiqHQA0z3UsRkMiRoY48DO1j13EDOADxjOMjIu6/r+tLfKwMu0Vb/tO8/57f8Ajo/wo/tO8/57f+Oj/CgAuP8AkG2f/A/51UrTmv7lLK2kWTDPu3HaOcHiq/8Aad5/z2/8dH+FAGbeQSXVpJDBdzWcjDAngCF09wHVl/MGsKy8Iyado8On2niPWIxBKZIpgbfeoIOUx5WxlO4n5lJB6EYrqLvXbqztXndppQg+5DB5jsc4ACgZ/wAOpwKy4PHF1d+HrXVbCw1C6+1HalrHHD5qnnO4lggA2nktjoBkkCkBlyeAfDtzpP2LUNOg1B9smbu8gjln3SMWdwxXAJZi3AAB6ADitnS9NtdH0u30/T4lit7aMRxoqhRgd8AAZPU+5qqvxAuZ9Et9S0/TdTvhMJC8EMMSyQ7DtcPvdVyGGMBiTzjIBNbFh4hk1PTra+s7jfb3MSyxNsAyrDIOMehqu/8AX9dQGVbt/wDkG3n/AAD+dH9p3n/Pb/x0f4VYhv7l7K5kaTLJt2naOMnmkBmUVb/tO8/57f8Ajo/wo/tO8/57f+Oj/CgDC1bSZtT2fZ9Y1DTCqsrGzMXzg46iRHAIxwRgjJ5rOvvBsNza6daWOqX+l2mm7DbwWghKhkztYmSNyTz64PcVt6t4uuNLkt4EiuL68uS3k2lqke9wuNzZcqoAyMksOoHUgVUuPHWoQ6lFYQ6Nqd1dPbJcyxxfZR5CsSuGLSgE5B+6WHvR/X9egGigKoqli5AwWOMn34p1Wv7UvP8Anr/46P8ACl/tO8/57f8Ajo/woAhtP+PyH/rov86Lv/j8m/66N/OrVvqN09zEjS5VnAI2jpn6UXGo3SXMqLLhVcgDaOmfpQBQoq3/AGnef89v/HR/hR/ad5/z2/8AHR/hQBzGoeG31DX7XVP7b1G3a0J8q3hWDyxkAMPmiLHcBz830xW5VWXxlJD4jt9HZLvzbhXKz+QBECqhiNxwWOD/AAggdCQa1f7TvP8Ant/46P8ACgCpRVv+07z/AJ7f+Oj/AAo/tO8/57f+Oj/CgAv/APl2/wCvdf61UrTu7+5i8jZJjdCrN8o5Jqv/AGnef89v/HR/hQBUrnrHwo2n67d6nDrups15N5s8Mi27K3GFTd5W8KvYBuPxOes/tO8/57f+Oj/CszVvF1xpclvAkVxfXlyW8m0tUj3uFxubLlVAGRklh1A6kCgDH8PeFT4dkkMOt6leRSu8kkV0tud7scl2dYldm7ct0wOwroKnt9YvpraOWQSW7uoZopFQshI+6duRkexI96k/tO8/57f+Oj/CjyAqVbt/+Qbef8A/nR/ad5/z2/8AHR/hViG/uXsrmRpMsm3ado4yeaAMyirf9p3n/Pb/AMdH+FH9p3n/AD2/8dH+FAGXqFhb6pptxYXqb7e5iaKRQcZUjB57fWqGj+Ho9Kupbua/vNTvJY1h+03pj3rGuSEARFUDJJJxkk8k4GNu/wDEUmmadcX17c+Xb20bSyNsBwoGTwBk/Ss/SPGtxql5LZT2t5pt5HEs/wBnvEi3PGxIDgozDGQQQSCO45FC3B7a/wBf1oXaKt/2nef89v8Ax0f4Uf2nef8APb/x0f4UAGmf8hKL8f5GugrHsL+5mvY45JNynORtHoa2KAKmp/8AINl/D+Yrz/xzBe3vgvU7DS9Pmvrm9t5LdEieNdpZCAzF2UbQeuMnnpXod/5f2KTzt2zjOzr1FY//ABL/APp6/wDHaTV1ZjTs7njXjDwr4uu9Fk0XTbVp7VtIt7ZWtDbIJZYz8wmaX59o/g2Y5PJGSasa14M1q7HjN7fTleXUrnT5LJvNjBkEWzeck/LjDdce1eu/8S//AKev/HaP+Jf/ANPX/jtVd3v/AFvcm2iXb/Kxi215qEup6hDc6WYLW32fZbnz1b7Vlct8g5TB4569a47QLXXrjXNT1rxD4dvY9TuoWgtwbqBYLW3BysSvHKz72+8X2j5sDgDNel/8S/8A6ev/AB2j/iX/APT1/wCO0hnmnhrwxq0Ot65cQnUvD9jfCEx+fNBdXjSqMMxkczZTGAAzHHOAvd2p2WuX/jKwj1PR9Rv9E0kxy28sclrm7ucf6+UGRCoTPCqnJyewFek/8S//AKev/HaiguNIuoRLbTTTRkkB42RlJBweR6EEfhRs15B38zy0eBfENp460S9+2WmoWaXV7cXlwbUxuvnKBtbMx3ZACKVAChRkGuttvCmgaNbpLFbtGlpslV5rqV/LEauF5Zjwquwx0x9Bjqv+Jf8A9PX/AI7R/wAS/wD6ev8Ax2lry2X9dvuDd3ZxkfiHXNS+Haa1pGgE6tdQ77fT5J1wMnCszNtGMYbHB7Vy9t4Y1aztdE1C10fUJb7TtTe81BLqW2WW/aVCskqbZWQEZGFZl4GPr63/AMS//p6/8do/4l//AE9f+O1XW6DdWf8AVzx7VPC+vj4ZappVto09xqGtalJfmKOeALagzo4R2ZwCdq/w7hnPOOas+PPB/iLxLpl7qGmFVnurW3t00u7gXzYVWYO2JVm8sEkBjw2QoANesf8AEv8A+nr/AMdo/wCJf/09f+O0lpby/wArfkP+vxuULdZVtoluHR5ggDsiFVZsckAk4Htk/WpKt/8AEv8A+nr/AMdo/wCJf/09f+O0ErRWKlFW/wDiX/8AT1/47R/xL/8Ap6/8doGVKKt/8S//AKev/HaP+Jf/ANPX/jtAFSirf/Ev/wCnr/x2j/iX/wDT1/47QBUoq3/xL/8Ap6/8do/4l/8A09f+O0AQ2n/H5D/10X+dF3/x+Tf9dG/nVq3+w/aYtn2jdvG3O3Gc0XH2H7TLv+0bt53Y24zmgChXMeLjqUk+lpp2iXmoLb3sd1JJBLAqhV3Ar+8kU7ufTHvXZf8AEv8A+nr/AMdo/wCJf/09f+O0dUw6NHnOoaPrE66vo0WlO1rrF7Hci+aWLy4IyI/MV13b942NjaCDlfmHJD7fwv4is/Fmm3h1Cxu7Vbm5nuZRZMkg8wAAEmc54AUELhQo4Neh/wDEv/6ev/HaP+Jf/wBPX/jtH9fl/kBUoq3/AMS//p6/8do/4l//AE9f+O0AFx/yDbP/AIH/ADqpWnN9j+xW2/z9nzbMYz15zVf/AIl//T1/47QBm3k8ltaSTQWk15IoyIICgd/YF2VfzIrjdLh1WDwNbadf+G9V3xylJorXUYoJtpLOHR45hkZwCC6nrwR19E/4l/8A09f+O0f8S/8A6ev/AB2lYDzY2/ibTvB9hpFppFy6TSSrcNaS24ms7bcSkY3OitIVIUuCcEE/MeT2mmIsel20cdm9iiRKq2rld0IAwFO0svA9CRWr/wAS/wD6ev8Ax2j/AIl//T1/47T7gVKt2/8AyDbz/gH86P8AiX/9PX/jtWIfsf2K52efs+XfnGevGKAMyirf/Ev/AOnr/wAdo/4l/wD09f8AjtAHC+MNBGoa7pepXHh6PxDa20M8Mlkywsys+wrIBKyrxsIPOfm4rIv/AAtdSeFLTSLnwxHqGqJYCC21YSQt9gck4/eOwlAj4IKAk47GvUf+Jf8A9PX/AI7R/wAS/wD6ev8Ax2jpb+v61HfW5RhV0gjSV/MdVAZ8Y3HHJxT6t/8AEv8A+nr/AMdo/wCJf/09f+O0bkpWViG0/wCPyH/rov8AOi7/AOPyb/ro386tW/2H7TFs+0bt42524zmi4+w/aZd/2jdvO7G3Gc0DKFFW/wDiX/8AT1/47R/xL/8Ap6/8doA4zWW1NvGekTW2hX1za2fmiS5jltwn7xQAQGlDcd/l+ma6irf/ABL/APp6/wDHaP8AiX/9PX/jtAFSirf/ABL/APp6/wDHaP8AiX/9PX/jtABf/wDLt/17r/Wqlad39j/ceb5/+pXbtx07Z96r/wDEv/6ev/HaAKlch4w0Eahrul6lceHo/ENrbQzwyWTLCzKz7CsgErKvGwg85+biu6/4l/8A09f+O0f8S/8A6ev/AB2lYdznvC+n3OleF9Psb5g08EIR8OXC+ihjycDAz3xWtVv/AIl//T1/47R/xL/+nr/x2qbu7i2KlW7f/kG3n/AP50f8S/8A6ev/AB2rEP2P7Fc7PP2fLvzjPXjFIDMoq3/xL/8Ap6/8do/4l/8A09f+O0Ac/wCJ9Mm1jwvqNhalRPPAyxbzhd/UAn0yBWfpEGo6h4ok1vUtLk0tEsVtI4J5I3kdi+92zGzLt4UDJyeeB37D/iX/APT1/wCO0f8AEv8A+nr/AMdo63B6qxUoq3/xL/8Ap6/8do/4l/8A09f+O0AGmf8AISi/H+RroKx7D7H9tj8nz9/ON+MdDWxQBU1P/kGy/h/MV594/wD+Sc+If+wdP/6Aa9Ev4nmspI4xuY4wM+4rm9R8LRaxbrb6vpVrfwqwcR3UaSqGHAOGyM8nn3qZLmTRUXyyTPIvEHjHUNC8KWyaNeXsd1pej2dxLFFb2/kJvwo85pTvYNjAEQBHOScjFjXfFfiK2vvFF1a6s0UGh3liIbUW8RWVJvL3o7FS2OTgggjJ5PAHqF/4LsdVuEn1TQrC9mjQxpJcQRyMqnOVBbOByePenyeEreYXIm0ezkF2Ua4DRRnzimNpf+9jAxnpitOa8uZ9/wBb/loZpWikv60I4r21nup7WC5hkuLfb50SSAvFuGV3DqMjkZ61594M0Ozt/HXjnS7nfqNu32MTG/bzjNuhJYvu4OSemMDoABxXpcPh37PdXFzBp8EVxclTPKioGlwMDcRy2BwM1Qs/AGk6dcG40/w3pdrMylDJBaxIxU9RkDODU/5FdDyrRfB8HiW11rXPD9jaWMNxqcK6dDBI9lG9vbSDc26JcguwchsEghfQV1/hzRJvBi3F1q+qxQ6e8ZMgmvXaKOVp3IK+Z8qAq6DC4ye3eu3tNAewtI7WxsYra3iG2OGEKiIPQAcCqmueED4g04WOoxObbzo5ZI1dQJdjBgrZz8pIGcY6dae1kv66P/P1Dd3f9a3/AOAcl8Sk0u48P/YrzT11TUr9XtdMsiNxaZl/1gU8LsHzGTHyjPIzzw+t6Z5Q1+w8RzC+utC8LQGxmnOdkgDb5o88ht6qN3XgDNey6n4LstaaNtZ0Ox1AxAiM3cEcuwHrjdnHQUyTwLpsqWiS+HtOdbH/AI9Q1tERb85+Tj5eQDxjpU20/rs1+o77f11T/Q84lspV+JngPU72e5kvb2zuDMk0hKREWyZVF6LliSe5J64AAXULaGz+K/hvU4rS0t4Lue6hS806czzXzFOk5KrhFwe8m3aB8o6ei3XgPS7/AFA3994d025vCQTczW0TyZHQ7iM8YGPpU0Xg+1g1WTVINGso9QlBEl2kMYlcHrlxyeg79qq+qfr+LJtaNvIkoq3/AGZef88f/Hh/jR/Zl5/zx/8AHh/jSGVKKt/2Zef88f8Ax4f40f2Zef8APH/x4f40AVKKt/2Zef8APH/x4f40f2Zef88f/Hh/jQBUoq3/AGZef88f/Hh/jR/Zl5/zx/8AHh/jQBUoq3/Zl5/zx/8AHh/jR/Zl5/zx/wDHh/jQBUoq3/Zl5/zx/wDHh/jR/Zl5/wA8f/Hh/jQBDaf8fkP/AF0X+dF3/wAfk3/XRv51at9OukuYnaLCq4JO4dM/Wi4066e5ldYsqzkg7h0z9aAKFct4vsbd9R0C9dC08eqQohZyQgO7JC5wCemQM44ziu0/sy8/54/+PD/GszU/BGn61Mk2saBp+oSou1HureKVlHXALA4FLqn2af3B0a7o57VLG3j+Img3ioTcSpcqzs5bCiNeFBOFHfAxk8nmi1sbe0+KFxJAhElxpe+R2cuzHzjxkk4A7DoOwFb9x4D0u6vkvbrw7ps12m3bPJbRNIu37uGIyMYGPSlXwLpqar/aaeHtOXUN5k+1i2iEu49W34zn3zQlaSfr+Vgeqa9CzRVv+zLz/nj/AOPD/Gj+zLz/AJ4/+PD/ABpgFx/yDbP/AIH/ADqpWnNYXL2VtGseWTduG4cZPFV/7MvP+eP/AI8P8aAM27tIr61e2uN5ikGGCSMhIz0ypBx6+o4ri9G0+0vPhrpNi2nabftvb7PYX83lQyFWfjAR84XJA2kcA8YyO/vPD51G0ktdQsIbq3kGHhnCOjjryp4NZy/D7R1097FfDOlizeQStbi0h8tnAwGK4wTjvSsB534esdN1OTRtJ1qCK6sLW0vgtrdKrwieO4CPtUlgVQEqh6hT25A7HwJLLN4G0uSeV5sxHy5JCSzx7jsJJ65Tbz3rauvBVje6fBYXuhWFxZ2+PJt5YI3jiwMDap4HHHFaC6VdKoVYAABgAMvH61XT+vP/ADF1KtW7f/kG3n/AP50f2Zef88f/AB4f41YhsLlLK5jaPDPt2jcOcHmkMzKKt/2Zef8APH/x4f40f2Zef88f/Hh/jQB594zs7nWPFGi6SJLAWklvczyRajaNcwSunlhQUDoGIDMRkkDk4yARUYW2p6F4N1f7HFby/bLeOOKBj5MS4Yfu0+6AccEDO3AzivQNS8KQ6zbrBrGk2t/Crb1juo45VDdMgNkZ5PNV9Q8C6bqzxvqvh7Tr1ok8uNrm2ikKL/dG4HA9qS0t6p/jf/gA9U/S39fmWaKsppN1GiokAVVGAoZQAPTrTv7MvP8Anj/48P8AGmBDaf8AH5D/ANdF/nRd/wDH5N/10b+dWrfTrpLmJ2iwquCTuHTP1ouNOunuZXWLKs5IO4dM/WgChRVv+zLz/nj/AOPD/Gj+zLz/AJ4/+PD/ABoA4vVLG3j+Img3ioTcSpcqzs5bCiNeFBOFHfAxk8nmupqtdeBdNvtRGoXvh7Trm9BUi5mtonkBXodxGeMcVqf2Zef88f8Ax4f40ICpRVv+zLz/AJ4/+PD/ABo/sy8/54/+PD/GgAv/APl2/wCvdf61UrTu7C5l8jZHnbCqt8w4Iqv/AGZef88f/Hh/jQBUrlfGPhqPX7qxmaXSS9jHM/2fVbEXUTqwXLbd64xgfNz1rtf7MvP+eP8A48P8aoan4QtdaWNdZ0az1BYiTGLqGOXYT1xuzik1cadjN8LXy6n4T0u9SzWyWe1jcWyLhYgVHyqP7vp7YrWq0NLuwMCHA/3h/jS/2Zef88f/AB4f41Td3claKxUq3b/8g28/4B/Oj+zLz/nj/wCPD/GrENhcpZXMbR4Z9u0bhzg80hmZRVv+zLz/AJ4/+PD/ABo/sy8/54/+PD/GgDmPGs89t4I1ea1keKRLVz5kZIZBjlgR0IGTntWXoen6dpHjyey8PQwWti2lRzTwWyBY/MMhCOQONzKG56kKOuK7ptKumUq0AKkYILLz+tU9N8KQaNA0Oj6RaWETtvaO1ijiVmxjJC454oWjv/XUHqrf10HUVb/sy8/54/8Ajw/xo/sy8/54/wDjw/xoANM/5CUX4/yNdBWPYWFzDexySR7VGcncPQ1sUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAMnnjtoHmncJHGNzMegFYP/AAnvhb/oN2n/AH1VvxT/AMinqef+fd/5V5J4LstRl8IWclp4O03U4yGxdT/ffnv/ACrnqVJRkoo9rA4GjXoSrVW1Zpbpbpvdnrp8TaMulJqbalALKQ4SYt8rH2qonjnwzJIqJrVqWY4A315147t7e1n8LR6tZR6fYBibi3i4ijJPNHjaX4eP4PvxoUuntqGz9wLc/MWyOn4ZqJVpK+2h2UsqoTVP43zt6pJpa21f4nqeo+INK0lYm1K/ht1mGYy54Ye1U4fG/hqeZYodZtXdzhVD9TXlfi/zP7E8Fb7U3kvkD/RmODL0wKo+Klm/s2D7V4GHh+P7QmbwPnHPSpliJJuy/M1oZJQnGHNJ3k2t4rZtbPV/I9zbV7BNTXTmuoxeOu5Yc/MR60X+rWOliP8AtC6jt/Nbam8/ePpXl+qajZaN8WNIvNQuRFZixRRcScKeOuaT4jeJtG8QS6Lb6LqEV9Kt2rMsJyQMitHXtF90clPKHOrSSvyyV27bb/5HpVz4k0ez1FbC61CGK6bG2JmwTnpVu+1C0020a6v50ggXq7nAFeOeLNA/4ST4rX1jG+24j0wTQYP/AC0UDFRJquo/EYWWg3CyRQ6bEX1Fzx5jKOntU+3abVvQ1WTUpQp1FPSyc/JNXVvXb1PZdN1Wx1i1+06Zcpcwhiu9DxkdqbqWsafo8SSandx2yOcKZDjJrifguAvgmdV6C/mA/SoPjJ/x46R+684/ajiLP3+BxXRTlzwUn1PGx1COGxM6MXdRdjrE8b+GncIms2pZjgDdV3UfEGlaSIzqN/DbiUZQufvCvGPEy3H/AAj0nn+AhpEeVzeh87Of61o+NvKQ+EtkkEyCFcNdHEbcfxe1aHGemW/jLw7d3CQW2r20ksh2oityTUt/4p0PTLo29/qdvBMOqO3Irh/D8tqdftRPB4XVd3BtWzKG7bawtQtYofHGrS219o8zyPl49VH3PpSA9a03xBpOsM66Zfw3JQZYRtnAqnJ428NwyNHLrFsrqSGBboa4DwPeQp4/mtmtbFp5ID+/05v3SjHTFc/4dkjW61fdHocn+mvzqbYYf7vtTA9u0vWtO1qOSTSryK6SNtrtGc7T6VHL4i0iHVBp0uoQpeEgCEt83PSuZ0bW7DQ/Buoakw0qIwHMg00/IWx8oPvXlTyx3+m3mqXNvqH9uy3AuIJUiJjUf3c+lID6D1DU7PSrb7RqNwlvFnG9zxmsoeOfDJOBrVrn/ergvFniGPxJ8JLO9yGlE6RzLnneOD+dY2prcjwtNv8Ah6LRPIGb/f8AcH9+mB7XPqdjbWAvZ7qKO2IBEpb5SKy18ceGncKus2pYnAG6vM/EYjHwy8M7pXlsvOUzP2HPQ/rWxrE3wuOjTfvLVjt6WZ/en6e9AHos2safb3NrbzXcaS3fECE8yfSnajqllpNuJ9RuUt4mYKGc8EntXk/iYltV8Df8I4SrlB9j+19fbfTPiKPFw8PwnxK1h9k+0pj7P97dnikB7KrBlDKcgjINVX1Wxj1RNOe5jW8kTesJPzFfWprX/jzh/wCua/yrz3UyP+F96aO/9nt/M0Adpa+JNHvNQNja6hDJdAkeUG5461Yn1Wxtr+KyuLmOO5mGY4ieW+leK6R4ZuNZbWdS0eYxarp94zw4P3xk8VdtvE6+JviB4dlmjMN5bqYrmM9nB5oA9Sv/ABRommXJt7/U7eCUdUZuRUum+INJ1h2TTL+G5ZBlhG3IrynQX8Mx+Ktf/wCEzeBJzcHy/tZ6jPauh8OyeCW8ej/hGTK12Yjlrf8A1GMd/egD0ais+y13TtR1C5srO5SW4tf9dGOqVoUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAMngjuYHhnRZI5BtZGGQR6VFYafaaXZpaafbx29vH9yOMYVasUUrK9yuaXLy30Kmo6VYavbiDU7SK6iByElXIzWYngbwxG6umhWSspyCIhxW9RScYvVo0hiK1OPLCbS8mylc6Np15Nby3VlDK9t/qWZeY/p6U/UNNstVtvs+o20dzDuDbJFyMjoatUU7Ij2k1Z3em3kZ1/wCHtI1SGKLUdOt7mOEYjWRAdo9qr2fhHw/p90lzZaPaQTJ92RIgCK2aKXLG97FrEVlHkU3btdlNdI09dWOpraRC+ZNhuNvzlfTNFtpGn2c1zLa2cMUl2czsiYMh96uUU7In2k2rXZU07S7HSbcwaZaxWsTOXKRLgFj1NF9pVjqflf2haxXHktvj8xc7T6irdFNabEylKT5pO7K95YWuoWbWt9Ak8DYzG4yDVO78NaNfwwxXmm28yQLtiV0yEHoK1KKCTFt/B/h61uEnt9HtY5YzuR1jwVNSX3hbQtSumub/AEq1nmbrI8YJNa1FAGbp3h7SNIkaTTNOt7Z3GGaNMEiqsngrw3LIzyaLZs7EsxMY5PrW5RQBkL4U0FLF7NNKtRbSOHeIJ8rMOMkVpJbQRwLDHCixKu0IF4A6YqWigDJHhbQ1tpLcaXbCGWQSPHs4Zh3x61oTWdvPZNaTQo9uy7DEw+Ur6VNRQBROiaY2ljTmsYDZjpAU+UfhVBfBHhlGDLodkCDkHyhxW7RQBSm0fTri5tbiezhea05t3K8xfT0p2o6XY6tbiDUrWK5iVgwSRcgEd6t0UAIoCqFUYAGAKqvpVhJqiak9pE17GmxZyvzBfTNW6KAKljpVhprStYWkVuZm3SGNcbj6mq48N6MupnUV023F4W3GcIN2fXNadFAGTfeFtC1O6NzqGlWtxM3V5IwSal03w/pOjyO+l6fb2rOMMYkAJFaNFAFO10mwsrya6tLSKGe4/wBbIi4L/WrlFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=)
Mulcair favourables up
NDP
leader Thomas Mulcair has seen his approval rating increase from just more than
a third last month (37%) to closer to half today (44%) and his net favourable
rating (approve minus disapprove) is a very positive +16, well up from +4.
Prime Minister Harper (approval 31%, net -29) and Liberal leader Justin Trudeau
(approval 46%, net +8) have seen their ratings stay stable (Harper - 33% and
-24, Trudeau - 44% and +5, respectively).
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Trudeau now seen as best PM
Justin
Trudeau would make the best Prime Minister according to the plurality (30%),
followed by a quarter who opt for the incumbent Stephen Harper (25%). Fewer
than a fifth select Tom Mulcair (17%). Just one tenth picks Elizabeth May (10%),
while one fifth have no opinion on this measure (18%). There have been no
significant changes on this measure in the last month.
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NnI/lyLvyjYHDDIyDzXG/8ACEeK/wDoWNZ/8F8v/wATX1Ve3EyfZ9ssi5gUnDHk+tVftdx/z3l/77NfNVcLGrUc29z6vCcRVcNQjRUE1FWPl/8A4QjxX/0LGs/+C+X/AOJo/wCEI8V/9CxrP/gvl/8Aia+oPtdx/wA95f8Avs0fa7j/AJ7y/wDfZrL6jHudP+tVb/n2vvZ8v/8ACEeK/wDoWNZ/8F8v/wATR/whHiv/AKFjWf8AwXy//E179b+PUaa5TU4NT0kQWTX+6+CjfAv3nAR2IxxlWCsMjjrixo/jCTVb5rKa11LTbryFuUhvSgMkTEjcNjsOCMEEhhkZHIo+ox7h/rVW/wCfa+9nzz/whHiv/oWNZ/8ABfL/APE0f8IR4r/6FjWf/BfL/wDE19Qfa7j/AJ7y/wDfZo+13H/PeX/vs0fUY9w/1qrf8+197Pl//hCPFf8A0LGs/wDgvl/+Jr2HWND1aXSfDSR6Xeu0Oh2sUqrbuTG4U5VuOCO4PNd/9ruP+e8v/fZq1e3EyfZ9ssi5gUnDHk+tZ1cuhUpuDlucuI4hq15Rk4Jct/xPIP8AhHdb/wCgPf8A/gK/+FH/AAjut/8AQHv/APwFf/CvVftdx/z3l/77NH2u4/57y/8AfZrh/sGl/OzP+3an8iPKv+Ed1v8A6A9//wCAr/4Uf8I7rf8A0B7/AP8AAV/8K9V+13H/AD3l/wC+zWLp/jBtUbU0srfU2l04qGhkURPMWTcuwOwxkcfPt/Lmj+waX87D+3an8iOE/wCEd1v/AKA9/wD+Ar/4Uf8ACO63/wBAe/8A/AV/8K7rSfF91qetXGlzadqmn3FvAk7/AGmWFlCuxCjMUr4J2twcfdNbf2u4/wCe8v8A32aP7BpfzsP7dqfyI8q/4R3W/wDoD3//AICv/hR/wjut/wDQHv8A/wABX/wr1X7Xcf8APeX/AL7NH2u4/wCe8v8A32aP7BpfzsP7dqfyI4bxbouq3J0X7Ppl5L5ekwRv5duzbGG7KnA4I9K5/wD4RzXP+gNqH/gK/wDhXsd7cTJ9n2yyLmBScMeT61V+13H/AD3l/wC+zXoSwEW78x85Nc8nLueTf8I5rn/QG1D/AMBX/wAKP+Ec1z/oDah/4Cv/AIV6z9ruP+e8v/fZrJTxYJPFR0EDUFuBbPcCZ0KRMEZFYKSQWP71OQCvUZyCAv7Ph/MTyHnn/COa5/0BtQ/8BX/wq/rFl4j1rUPtd1ol4jbFjWOK0kCoqjAABBP6966mz8eJeanBbCLUore7mkgtb+XaIbiRNxZFw5cHCOQWUA7TgnjPQ/a7j/nvL/32af1CNrczDkPJv+Ec1z/oDah/4Cv/AIVZ1Hw9rT/CfxbZppF+1zcfY/JgFs5eTbOC21cZOBycdK9Q+13H/PeX/vs1aguJjYXTGWQsuzBLHI5rSlg40pqaewKNnc+Qv+ED8X/9Crrf/gum/wDiaP8AhA/F/wD0Kut/+C6b/wCJr6z+13H/AD3l/wC+zR9ruP8AnvL/AN9mu4s+TP8AhA/F/wD0Kut/+C6b/wCJo/4QPxf/ANCrrf8A4Lpv/ia+s/tdx/z3l/77NH2u4/57y/8AfZoA+TP+ED8X/wDQq63/AOC6b/4mj/hA/F//AEKut/8Agum/+Jr6e1XxX/ZF/YWk4v5Hvp1hSSJCY4y2QCzkgdR0GW74xzVPU/Ha6ZqM9s8Oozw2hiW8u4WTyrUyEBdwZw54IJ2q2AaAPm3/AIQPxf8A9Crrf/gum/8AiaP+ED8X/wDQq63/AOC6b/4mvrP7Xcf895f++zR9ruP+e8v/AH2aAPkz/hA/F/8A0Kut/wDgum/+Jo/4QPxf/wBCrrf/AILpv/ia+s/tdx/z3l/77NH2u4/57y/99mgDzn9nXQdY0T/hI/7a0q+07zvs3lfa7Z4t+PNzjcBnGR09RXtlZmjyyS+d5kjPjbjc2cda06AMnXP+WH/Av6V514p0bXNb8XaJ/ZzW9vp+mrLdvPdQ+dG85HlonlrIjEhWds9P5V6Xqv2f919p83vt8vHt61n/APEv/wCnr/x2gDwmTSda8OQeEdI1XTlvzpviKUWCo6D7TbiNnRlDMQjDJwrEYKr8w+9WtoXgbWLfW/Dd7faeqQRavqOoXEBlRvsazIfKXg4JDAfdyAa9ZnstFupoJbm2kmkt33wvJGjGJsY3KT0OCRketT/8S/8A6ev/AB2gDj/HMniE6Gtp4Wsppp7t/KnuIXiD2sR+86rI6hnxwBkY69uedvfDLW+j6M3h/QfEGn3um2s1rbC2uLEMiMBxMZHZSGI3ZUEjk8HivUv+Jf8A9PX/AI7R/wAS/wD6ev8Ax2gDg/D/AMPNNsPDGlWGrJ9qurOzS2lkjnkRHw/mYwCAwD8gkZ+mTV6K7g0bxZb6BpWmll1AXGo3k4mOIGLD5iCDnexYAZGNpwPTrv8AiX/9PX/jtH/Ev/6ev/HaAPOfGdprWteIbOwl0K9vPDlsUuZ/sktvuvJlOUjYSSoVjUgE9dx44AzWPqXg/XbmfXNJh05jZ63rFvqP9oGaMJbxqUZ0Zd24uDHgbQQdw5HNevf8S/8A6ev/AB2opLnSIp4oZZpklmJEUbOgaQgZO0d8DnigDz+4tNZb4wwazHoN4dOj01tPNz5tvjc0obzNvm7tgA9N3tWdovgfxFonjvSLuS+tL+zggujdXgtDG7ySyK7bgZiSzHowGABjHSvVv+Jf/wBPX/jtH/Ev/wCnr/x2gCpRVv8A4l//AE9f+O0f8S//AKev/HaAKlFW/wDiX/8AT1/47R/xL/8Ap6/8doAqV0Gmf8g2L8f5msr/AIl//T1/47WxYeX9ij8nds5xv69TQBYqvf3MtnYyT29jPfyJjbbWzRiR+ccGRlX35YdPwqxRQB5J4O8KahafBvSPDvirwjqE9zpNyJTBb6jFFIz+Y7pLDJHMOVLLkM6dyMkAG0NE8dL8IdU0cedLqmp3k0NqLu8WabT7KaTH7yUt+8ZELchmPKgZxXqNFAHnfjfRdah8K6T4P8JaTeyaI8QtdRubOa3E8dqi7fKjEsiAvJ0L/wAIycEnFdtosccGh2cEGnSaXFDCsUdlKULQIo2qvyMy8ADoxq9RQAVn6z/x5p/10H8jWhVPU/J+zL9o8zbvGPLxnOD60AYFFW/+Jf8A9PX/AI7R/wAS/wD6ev8Ax2gCpXG6YdZvfEN1qOt+G7uOcRSwWIkntzbwRdcErIzlpCqbjswMKMcFm73/AIl//T1/47R/xL/+nr/x2gDgvDGiG18TS6hY+G18M2JshDLaL5K/aJd+4PthZl+UbgGOGO88YFdlVv8A4l//AE9f+O0f8S//AKev/HaAKlFW/wDiX/8AT1/47R/xL/8Ap6/8doAL/wD5dv8Ar3X+tVK07v7H+483z/8AUrt246ds+9V/+Jf/ANPX/jtAFSkbO07QC2OATjNXP+Jf/wBPX/jtH/Ev/wCnr/x2gDyy48L6rrx1eOPTrzRo9Q0ia1nOqXq3ZedyDH5bB5GSNf3mRlQdy4TIyOg0iHVNT8VJrep6TLpKwacbQQzzRuzyO6u5Hlsw2jYoBJBOTwMc9n/xL/8Ap6/8do/4l/8A09f+O0AVKKt/8S//AKev/HaP+Jf/ANPX/jtAFSrd/wD8u3/Xuv8AWj/iX/8AT1/47Vi7+x/uPN8//Urt246ds+9AGZRVv/iX/wDT1/47R/xL/wDp6/8AHaAKlcp4cOqf8Jbrdze6DfWNtftE8U08tuwGyMIQQkrHJI44xjriu2/4l/8A09f+O0f8S/8A6ev/AB2gDl/C+n3VvDfahqsXk6hqV000sZYMYkHyxR5BI4RVzg43Fj3rdq3/AMS//p6/8do/4l//AE9f+O0AVKKt/wDEv/6ev/HaP+Jf/wBPX/jtABf/APLt/wBe6/1qpWnd/Y/3Hm+f/qV27cdO2feq/wDxL/8Ap6/8doAqVydz/ah+JdnfJoN89hDYzWTXQlt9u6SSFg+0y79oEbZ+XPTANdv/AMS//p6/8do/4l//AE9f+O0Aeb6ToesKNB0a6014LbQ72S5bUDNGY7hAsixhFDF9x8xSdyqBtYZPGe9q3/xL/wDp6/8AHaP+Jf8A9PX/AI7QBUq3b/8AINvP+Afzo/4l/wD09f8AjtWIfsf2K52efs+XfnGevGKAMyirf/Ev/wCnr/x2j/iX/wDT1/47QBUoq3/xL/8Ap6/8do/4l/8A09f+O0AcX4yGpTTaSmm6JeagttfRXcskEsCqFUnK/vJFJbn0x71h+IdB1fUfEN3eRaNcPds9s2l30csCw2oXaT9oQvmQrJvP3ZMAgptbmvUP+Jf/ANPX/jtH/Ev/AOnr/wAdoAqUVb/4l/8A09f+O0f8S/8A6ev/AB2gCpRVv/iX/wDT1/47R/xL/wDp6/8AHaALWh/8t/8AgP8AWtas/Svs/wC9+zeb23eZj39K0KAMnXP+WH/Av6V438WrvWoNd8PLoN/d20qW99eGG3mZFuDAsUgR1HDAgMMHP3j617Jrn/LD/gX9K5u70XT77VbLUru3El3YrKlvIWb5BIAHGM4OQo6g+1AHln/CXXfiT4laDqmkaldR6HJeJYxwRyssU7fZ2lkZ16MQXReehQ1sRfEm8k8Ux2UD2d7ZXVteyQyQ2c8axyQdhM5CzrwwJQDB7+vV2Pgjw7pltptvY6cIYtLne4s1Esh8qR87jy3zZ3Hg5FQ2nw+8M2N4tzbae6vGsqRKbqZkiWTO9UQvtQHceFAH5CgB/gnVdV8QeD7LVtZNrHLfwLMkdpGyiIEdyzNuJ69BjOOcZPLWi6ldeL/EkPhfU9RvLG00mS0me4u3kU6mSSPLLHajKD8wTaqkqMDt6BYaZaaXpMGmWERhtLeIQxRh2JRAMAbic/jnNZOleBtC0S2+zadDdpa7Hj+yyahcSQbXzuHlO5TnJPTqTQBgeENZttGjl03WrfxBDrdrYW817HdzzagZsnYZIlSSXjfnO0A4PIwOIviHdvdaRZNoGo6tb69qkiRaPbI8tthlcNI7xYUlQmS3mKQBjGM89hpPhrS9Fup7qxhlNzcBVluLm5luJWUdF3yMzYHpnFQaj4P0fVNa/te5S8S/8j7P59tqFxbt5ed2z926jGefrQB5r4z1vV7bxvqT2+oXa2VndWCNf29zMkGlAkF1lhA2TF8n+9gMoJHArRuPAurHWb9re31CNW1C7u47mPU2TcJLciPZiXcp8zg8LnjOVHHaXPgXw9d3r3VzZSyPK0TTIbuby7ho8bDLHv2yEbRy4JOOa6GgCnpAuxotiNT4vRbx/aOQf3m0buRx1z0rh72a5h+KVtFoOpahdmwtri51yKW5d4FV0/0ePZ9xHyMgKFO0EnOTnrNI8Pppet6zqrTme51aZHkO3aESNAiIBk9BnJ7kmobDwXo2l6jLe6et9BLNcNdSqmpXPlyyt95mj8zYxOB1HYUAcD4V1LVWv/BV3/at5LP4ls76S+W4neWIOoEiMkZO1ApOAFCjBAq74Y8RXXhnQfG994i1W61Y6RqTqstw2N58tMKq/dQF2wFGAM12WmeC9B0e6e406yaGRkeNP9IkYQq7bmESliIgSc4QLTtE8I6R4evLm60pLtJbolpzLfzzCRjjLFZHYFvlA3YzjjNAHH/CrWpb7W/Elpe+IU1iZJIJlKXYmQbogZfKAYgRiRiMLwOBXpdUbPR7Gw1G/vrSDy7nUHR7p97HzGVQqnBOBgADjFXqACug0z/kGxfj/M1z9dBpn/INi/H+ZoAt1R1mzvL/AEie103UW0y5lwFu0iWRoxuG7CtxkrkAnOCc4OMVeqvf2MWpWMlpcPOkcmNzW1xJBIMHPDxsrL07EelAHmfw9u4dW/Z90nWPF+qanIttDcXVxdpqc8MzBJJB80iOrN8oxgnHA9BXP2t14pg8H+CtN+1XrXfirUprueK61aeOSO3CNJHbC5IeVF2hMlfmJBGRuNemW3w48L2nhK48MQWVx/YtxjfZvqFw6gBt2FLSEoC3JCkA85zmtTWfDel6/a29vqduzLayia3eCZ4JIXAIDI8ZVlOCRwRwcUAeM+KfiTFP8Oo9I0vUpvDt99m1Cad59WeSdTbF1WKO4kYPI0k+wL32K4xivXvBOopqvgTRL1Lxb0y2MJecS+ZvcIA+WycncCD3yDmpofC+jW/hN/DUFisekSW72z2yuw3RuCHBbO7LbmJbO4kk5zzWhZWcGn2FvZWaeXb20SxRJknaijAGTyeB3oAmrP1n/jzT/roP5GtCs/Wf+PNP+ug/kaAMSiiigArjrOyJ8bTW2m6jqN1aR2sq6s017I6iaQqY1TnEbhd5Ij27QycDK12NYmk+EtK0S587Tft0XzO/ltqVxJEWcksfLaQpkkk5x1OaAMrw3YIvjLVZbC61FtPsI1swlzqNxcLLOcPI2JHYfKNigjuXHauwqrp+m2ulWpt7CLy42keVgWLFndi7MSSSSWYnmrVABRRRQBbv/wDl2/691/rVSrd//wAu3/Xuv9aqUAFFFIRkEA49x2oA4mW88S6dqeq2en3769cQ6Q9zsmgjRIbvP7qNdgU7XG87WZmAVfm5yX+E9bu7jxJcaXPf6nqEP2FLkSanphs5Y33lWUDy4wyngjg4IPzHto6L4Sk0OKeO38Q6rMk3mM3npbFvMfrKWEIZnHbcSOACCBirukaBHpd5c3s17dajfXSokl1dlN/lpnagCKqqoLMeFySxyTQBrUUUUAFW7/8A5dv+vdf61Uq3f/8ALt/17r/WgCpRRRQAVyegW80mu+KdNvdRvruJZIVDyXDK6B4QW2FNvl8n+Db69ea6ysbTPCul6PqU1/ZfbvtM4xK0+o3Ewk4wCVdyCQBgHGQOlAGV4TslHiTWrqzutQfTrdlsYUutQnuVeVMmZx5jt0YhOMYMbetddVXTdOtdJ0+Oy0+LyrePJVSxY5JLEkkkkkkkknOTVqgAooooAt3/APy7f9e6/wBaqVbv/wDl2/691/rVSgArmPHMtwLHTrezkuGkuL5Fa0tZ3gmu0CuzRpIpBQjG/JZQQm0sA2a6eqGq6LY61DFHqEchMMnmRSQzPDJG2CMq6EMvBI4PIJFAGX4Gnmm8N4u55pJo7mZHiuGd5Lb5yRC7vy5RSBv5zjILDBPR1T0zS7TSLMWthGyR72di8jSO7MclmdiWYk9ySauUAFW7f/kG3n/AP51Uq3b/APINvP8AgH86AKlFFFABRRRQBy/i4XMN/oNzBf3cKnU4YXt4pNkbht2S2BluOME7fbPNYHjJ9c0y/wBT1TydWkWOW2Omz2l+kdtEuUDRywmRd7NIXBOxyQ6gEEDHYaz4Y03X5oJdS+2M0BDRCC/ngVWBJDbY3Ubhn73X3pZvDOmXOpQX10tzPLbsrxJNezPCrKMK3lFyhYdQxXOec55oA1qKKKACiiigDV0P/lv/AMB/rWtWTof/AC3/AOA/1rWoAz9VuprbyvJfbuzngH0rmNZ8d22g3llaajdz/ab7zPs0NvZSXDy7AC+FjRjwGBrodc/5Yf8AAv6V5f4z0jUNT+JHgyWwe+tYoFv/ADr60hV/s+6JNuS6Mg3YI5HPOOaAPQrfWrm5top45HCSoHUSQ7GAIzyrAFT7EAjvWfpnjJtW1XVbC3aZZdKmWGYyRoFZmQONuM5GD3xXlPi7w5qd94w1BNSurlIWtrQaZqi6JNfzQMnLtG0BUQSbwGJ2jIIxgDFUvEOgXs/iDxK1vol/JrNxq1k+kaiLRzHHs8nzHDj5YxgHJOA2AMnb8oB7v/ad5/z2/wDHR/hWRYePbDVNXv8ATNP1eG4u9OAN0ka5WLORgtjbkEEEA5GOcUzTtV/tG5vofsN7a/Y5/J33MOxZ+M74zn5l561wWl4tviZ4ifT9EvVtrrT0htg2mTQQTTKZGdS5QKoJP3iQCW4JzQB3ekfETTtdvhaaZqTSTNEZ4xJavEJowcb4y6ASLnupIqbW/Hdj4de0TWtWitZL2UQ28ZTc8rEgcKATjJGTjAyMnmvJfh3oesWWuWc1pFeRk6O8Un9q2FwsWkymTcIYPMZTJHzggMx+QHfzit34j2t02h6Wl3aPqmrpfwSNcabpExCwLMrMPl8wqMAHBbkjIFAHb6x8RdN0G7+zarqnkyKqvIVt2dYVZtqtIyqRGCeAXIFZd98WYrPVJLJLe/ke31JNPuG+xOQC0TSBowqMZOgG0YPOemCeN8daRdalNq8nhp7x7nxFYW9vJZz6LcFTgkK3nnakJCsSwfJGOmcCuxt/BFlDqKXrXd15guYbtolKCMzRweTu+7uwVxkZ6gEY5yAdRp/iJtU063v7C7E1rcxrLFIEA3KwyDgjI49az5fiBYwa3BpMuoMt1cSmGIm1fynkAJKCXbs3YB+XdnPGM1leGptO0i4/4Q3TRdyf2LZQlp5gpG19wRSwx83yk/dAxXP6reNr3xHsoNSsdTttK0O5Etuw0u4cXl0QVD+YqFVjTceSRk89OaAOyt/iJp13rf8AZMGplrsySQpm2cRySIMuiyFdjMvdQxIwfQ1NpHjux1+9v7XRtVivJdPdUufKTKoWzgBsYboehOMc15X4d0bVUl8MaHPp96lzo+s3d5eXUtu6w+UTIVKykbX3+YuApJ65Awav+GluYPGHjf8A4R/TLjT/AO0IbYaRJd6XPb226O3KnJMYCgNjg4z2zQB6Lpvjqz1jV7/S9N1IT3mnMFuo1hIEZyRjcVweVYHBOCCDWt/ad5/z2/8AHR/hXlHw+0DWtA8cajb3umRQ2q6Zawm6S4klWZ1LksGaJQ7MWZm6YJ7549MoAt/2nef89v8Ax0f4VsWErzWUckh3Mc5OPc1zldBpn/INi/H+ZoAt1Xv9Qs9K0+a+1K5itLWBd0s0zhEQepJqxVHWXsYtJlk1W1e7tYyjtClo90xIYFSI0VmYhsHgHGM9s0AZkfjvw5N4TtfEkOoNLpd5IIraRLaVpJ3LlAiRBfMZiwIwFzwT05pIvHnh2fRRqlveTTQGaSAxxWczzrJGcOpgCeYCuOcrwME8EGvINJ03UZPgH4W0O40TWba6sNUQ30q6dcpc6cpllYTwqFDSMAy8qHA3cg4xW1ouo+IvB/wxu7bT9G1K41C/1m5js7+TTLh5Xid8m+uolVpFbO7A2gthcLg0AekXHjnw3a+DY/Fc2qRjRZI1kS6WN23AnHCAbs9cjGRg5Awa2bK8g1Cwt72zfzLe5iWWJ8EbkYZBweRwe9eMa74K1FvhrZ2HhOz+36Jo+iX0SWt9HcWl3LeSROhmEDQkuQry7V+XLS8HgGvUfBMd7D4E0SHVLZbW7isYUkhDs2zCAAHcqkHAGRjg5HOMkA3Kp6nPJb2yvC21i4GcA8YNXKz9Z/480/66D+RoAz/7TvP+e3/jo/wo/tO8/wCe3/jo/wAKqUUAW/7TvP8Ant/46P8ACsmw8dWup6k1haXshuArOgktHjWZVIDNGzIFkUEjlCRyPUVbrgo7x/FGuXs0tnqVlcRWlxZaZFcabcRKNw+eZ5GQJliibV3cAerFVAO10zxnHrE8kenXFxKqAkTmykWGQZxlJWQI4/3Sc9elaf8Aad5/z2/8dH+FeaeBbW6tr/T47SLWre0g0rytRh1R7gotyDGEEQlyOAsuTH8mCvtXoFAFv+07z/nt/wCOj/Cj+07z/nt/46P8KqUUAad3f3MXkbJMboVZvlHJNV/7TvP+e3/jo/wov/8Al2/691/rVSgC3/ad5/z2/wDHR/hR/ad5/wA9v/HR/hVSkYkKSAWIHQd6AKNj8QrDUWnFvqDqIIPtLNPaPCrQ8/vELoA6cfeXI6c8ip9I8aRa288dhczebb7TLFcWb28iBs7TskRWwcHBxg4PpXFaVd3Mniq41aGDW7+BNLlMp1DTzbzW7b1ZIIAUjWTd8+eG5RMvyAbfhFLhvE2qXW7Ub22mt4V/tDVbI2s7Opf90EKRgooO7IQcufmbooB3v9p3n/Pb/wAdH+FH9p3n/Pb/AMdH+FVKKALf9p3n/Pb/AMdH+FWLu/uYvI2SY3QqzfKOSazKt3//AC7f9e6/1oAP7TvP+e3/AI6P8KP7TvP+e3/jo/wqpRQBb/tO8/57f+Oj/Cs3TfGltrDXY0zUkuBZsFmdU+QEjIwxGGGO4JFT1535k2tz+N7TT7TUYZtVtNllJc6dPAjsLby/vyIqj5vUjPagDvdK8ZJrRf8As6a5kjVQwmexkjikU9GSRkCyA9QVJBGD0NaX9p3n/Pb/AMdH+Fee+CopU1XdYprUOm/2dGs8WrPcErchukYn5GFyGKfIflxnHHb0AW/7TvP+e3/jo/wo/tO8/wCe3/jo/wAKqUUAad3f3MXkbJMboVZvlHJNV/7TvP8Ant/46P8ACi//AOXb/r3X+tVKALf9p3n/AD2/8dH+FUtU8VDRrVbjULl1V5BFGsVuZZJHPRVRFLMcAnAB4BPQGnVy3jqOSW10vEN35Md+skt5YwPNPZ4R9roiAkksQh+VhhmypBNAHU6Z4n/tixW70+6MkJZkO6HYysrFWVlYBlYEEEEAjFW/7TvP+e3/AI6P8K5HwNDNb+HDHPDKg+0zGOWeFoprlS5PnSI/zB2JJOQPUKoIA6OgC3/ad5/z2/8AHR/hViG/uXsrmRpMsm3ado4yeazKt2//ACDbz/gH86AD+07z/nt/46P8KP7TvP8Ant/46P8ACqlFAFv+07z/AJ7f+Oj/AAo/tO8/57f+Oj/CqlFAEN/4yg0y/tLK91FY7q8cJDCI9zMTwCQAdoyMbjgZ4zVe98fWWn6obC6v3WZWjWRltXeKJpDhFklCFELEjAYg8r6jPP8Aji+WGbRYltNQuGh1GG6kNrp886rGpbJLRoRn26+1ZPivSv7Qvru00O416K71iWBrmCOyK2hwEBleWSEhdsaDKq4JKgY3GgD0/wDtO8/57f8Ajo/wo/tO8/57f+Oj/CqlFAFv+07z/nt/46P8KP7TvP8Ant/46P8ACqlFAG3pV1Nc+b5z7tuMcAetaFZOh/8ALf8A4D/WtagDP1WOGTyvOn8rGcfIWz0rP+z2f/P9/wCQTVrXP+WH/Av6V5/421q/0i98MR6dP5K3+tRWtyNitviZXJXkHHQcjBoA7b7PZ/8AP9/5BNH2ez/5/v8AyCa89T4jRHxpHoD29k7TLc7Dbais0sTwjJWaNVxGSA2PmbpgjOcHhj4hTa9qGjw3ejpYxa1YyXdo63fmtlCoZWXYAOpIIJyAMgEkAA9C+z2f/P8Af+QTR9ns/wDn+/8AIJrOu455bWSO0nFvMwwspTfs9TjPXHTPGex6Vwvh3WdXv7PxMH1q6utPsr5YbLVY7FJp3UKvmqiRJtcq2QGCMMk5DAYoA9L+z2f/AD/f+QTR9ns/+f7/AMgmvOPBnjOP+xNQuPFevWsccOqz2tpNqDxWszRqflWVPlCScNwVU4wdozUmvapq9h448PW2nawbr+0bpvO0xYI/LS0CNmXdguCDt534Y8AdqAPQ/s9n/wA/3/kE0fZ7P/n+/wDIJryy38Waxq/xNsra0vTBoN6l7BAiRITKYAoM4ZlJ++zAD7pCA45NYeiw+LrJLLU/N1ue/g0+xguVubPcZ2+2sssbFo9xCozNuBzjDFiKAPaotO0yGaaWGeOOSdg8zpbkGRgoUFj3OABz2AFS/Z7P/n+/8gmqMgcxOIWVZCp2My7gD2JGRke2RXl2q+Mdb8OXHjB4NSbWrTSNPiZZp4YlFveOxHljy1XcACrEHJGAM88gHr/2ez/5/v8AyCaPs9n/AM/3/kE15vpuo+JYvEWr+Ho9Uj1G5j0+2vLS61CFVEbOzK4YRKuR8uQMZ7E9xU8OeMtWn+Dum6pdzre6/qU8llas0aqJJ2neNCVUAbVVdzY/hRqAPU/s9n/z/f8AkE0fZ7P/AJ/v/IJrifhxquo6x4PW51m7N5dLdXELTmNULBJWUcKABwB2rq6ALf2ez/5/v/IJrYsFRLKMRv5ijOGxjPJ7VzldBpn/ACDYvx/maALdFFUdZXVH0iddAe1j1BsCJ7tWaNMsNzELycLkgcZOBkdaAL1Fed/D/W9Y8VfBbSda1fxB9gupkllvdSEEKssaSSDK7l8tMBVyxRhgNxk7hD4Z13WtY+Eseu694jk0mJGuJjqgtIllntldvKk2upRdygHGzkYxjOaAPSqK8N1X4heLtN8CeD77Wrm7srjUNOuri9OmW9vJdu8ab4m8mRSBGUyzlVwpxkoOvrHg3ULzVfBOj3+qTW095c2cck8lqwaNnKgnBHH5cZ6UAbVU9TSN7ZRNL5S7x820tzg1crP1n/jzT/roP5GgDP8As9n/AM/3/kE0fZ7P/n+/8gmqlFAFv7PZ/wDP9/5BNH2ez/5/v/IJqpXJRXuoaZ4wNtd609/ZrZTXeoCWGKOOx+YeVtKqGCsPNGHZyRGTng5AO4+z2f8Az/f+QTR9ns/+f7/yCa4PwrrWr6l4u1aPU3KWj2dtd2do0Sq1ukjzKNxxuLMsaMQT8pJA6V2NAFv7PZ/8/wB/5BNH2ez/AOf7/wAgmqlFAGndw2zeRvutmIVC/uycj1qv9ns/+f7/AMgmi/8A+Xb/AK91/rVSgC39ns/+f7/yCaPs9n/z/f8AkE1UooAt/Z7P/n+/8gmj7PZ/8/3/AJBNeey3niXTtT1Wz0+/fXriHSHudk0EaJDd5/dRrsCna43nazMwCr83OS/wnrd3ceJLjS57/U9Qh+wpciTU9MNnLG+8qygeXGGU8EcHBB+Y9gDv/s9n/wA/3/kE0fZ7P/n+/wDIJqpRQBb+z2f/AD/f+QTVi7htm8jfdbMQqF/dk5HrWZVu/wD+Xb/r3X+tAB9ns/8An+/8gmj7PZ/8/wB/5BNVKKALf2ez/wCf7/yCaPs9n/z/AH/kE1UrkbDU9ZiuPFcV3fW11Np6o9sZYxBDGTBvwechM9SWJ680Adz9ns/+f7/yCaPs9n/z/f8AkE1574F1u/1LUrmC81C8uo0s4JSmpQwwzrKxbcUWNVDRdAH5UkHazc47egC39ns/+f7/AMgmj7PZ/wDP9/5BNVKKANO7htm8jfdbMQqF/dk5HrVf7PZ/8/3/AJBNF/8A8u3/AF7r/WqlAFv7PZ/8/wB/5BNH2ez/AOf7/wAgmqlZ+s28k1iXTV7rSVhzJJPbLETtAOQfMRxjvwAeOtAG39ns/wDn+/8AIJo+z2f/AD/f+QTXLeDJdRufC1td6vdTXMt0WnjadEV1hYkxqwRVG7ZtJ4HJNb1AFv7PZ/8AP9/5BNWIYbYWVyFutynbubyz8vPHHesyrdv/AMg28/4B/OgA+z2f/P8Af+QTR9ns/wDn+/8AIJqpRQBb+z2f/P8Af+QTR9ns/wDn+/8AIJqpRQBb+z2f/P8Af+QTR9ns/wDn+/8AIJri/G0uq2GlzajpWry280SKlnYxwRsLu4LYVHLKWIY7VwhQj5iSeNqeJ5tWsLqzutP1aQTXF1Bb2+lLDGY5wXBlLMVLkiPe2VZQAg4POQDtfs9n/wA/3/kE0fZ7P/n+/wDIJqpRQBb+z2f/AD/f+QTR9ns/+f7/AMgmqlFAG3pUcMfm+TP5ucZ+QrjrWhWTof8Ay3/4D/WtagDJ1z/lh/wL+lchqvhqDWdc0zUL28uimmyieGzUoITKAwEjHbvJAbpuxwOOue11W6mtvK8l9u7OeAfSsDUvFsekSWUeo3vktf3K2tsPK3b5WBIXgHHQ8nAoA5HT/hnpem6nZXcWoalIlg1ybS2keMxwi43eYBhAzZ3dWYngc1Ysvh9pmn/2P9mu75W0ezms7ZvMUErIACzEL94Y4Ix9K7X+07z/AJ7f+Oj/AAo/tO8/57f+Oj/CgDnH8PB/CLaC2q6mVaDyGvjODdEdzvK/eI4ziqumeETpOijTLXXtTWCNUW22pbRm22n+EJCobPcOGB9K6i41yWztpLm7vI4IIlLySy7VVFHJJJ4AHrWTZfEKy1LQBrWmXk97YmQxh7WxllYsDg4RULEZ74xQBX8P+G7Tw6t40E1xdXN9Obi6urllMkznjJ2hVAAwAFAFUYvBYt/FF3rtvruqR3N4ymVCtu67F6RAtCWVPYMPXOeamb4taYZbeOCXUJ3mvxp7KumSq0MpQvh1ZARwOwJ5zjAJFnwl8RV8W6ekkDyW935CTzW0kLDYrlgCrMih1yjDcuRkGgDPHw78MR+JLDWrTSbS0uLEPsS2too0dmx8zALksuPlORjJrp6j1XxcuiwLLf3MgDZ2pDbNM7AdSERSxA7nGB3rOuPiZpVvpljqB1Rpbe/hM9sbe0eZ3jUZZtiIWAUHkkDB4ODQBB4e0jUrHw01prGpy3GoXDyyS3EchfyS7EhYy4+6gIAyO2cDpWZp/wAOrGx0C60ObVNRvtLuo3SW2uRB8zOcmQukSuXzzuLH+Vb138RtKsW0pbjW4A2sPGlgqLvM5f7pAUE7TkfMcAZGTU2teOrPw9PZQ6xqQt5b+UQ2yeSXMjZA6KpwMsoycAbhzzQBj6b4Pj0z7dPDq+pS6jexxxPqMxhaaOOMYVFHl7AOT1UkliSTxiDRfh7o2k+H49Euw2tafBIZLeDVYIJhAxLMxXEY6lz1z6DArtf7TvP+e3/jo/wo/tO8/wCe3/jo/wAKAOa8L+FNL8IaW9jo8WyOSZ5nZlUMxYk4JUDIGcD0AAraq3/ad5/z2/8AHR/hR/ad5/z2/wDHR/hQBUroNM/5BsX4/wAzWV/ad5/z2/8AHR/hWxYSvNZRySHcxzk49zQBYqvf20t5YyQW99PYSPjbc2yxmROc8CRWX25U9fxqxVe/1Cz0rT5r7UrmK0tYF3SzTOERB6kmgDiYfhJYQeAY/B6eINb/ALJimWRELW27aGZjGf3OHQs24hgc4AzjIN3WPh4uvaLaaZqviXWJ4rW6W5Q7LRQxUDYjoIPLZFI3BSp5POcDGlbeNtEvvDVpr+nSXl9pt4xWCWz064nZsFgSY0jLqMqRkgD8xUFr8QdAvtON9YnU7qBbiS1f7Po15I8cqY3qyLEWXGccgDOR1BoAgvfAIvr2z1CTxJrKapaQS2w1BBbCSSKQglGXyfLwCowQgPua3dA0Oy8NeH7LRtKRo7OyiEUQZtxwO5Pck81h/wDCzvCf9i2uqpqUslrdiUw+XYzvIyxEiV/KCFwqkEFioA9a6WyvbbUbGC9sJkuLa4jWWKWM5V1YZBB9CKAJ6z9Z/wCPNP8AroP5GtCqepzyW9srwttYuBnAPGDQBgUVb/tO8/57f+Oj/Cj+07z/AJ7f+Oj/AAoAqVzel+DY9NkuxJq9/qFrevI91aXsds6XBcYO8iIOwxgAFsAAL0GK6/8AtO8/57f+Oj/Csez8e2d9fSWlvfSeaiPIPMtHjWVEOGaNmQLIoJHKEjkeooAzdL8E6Bomvz6vpOmWtncTQJBsgt440QKWJKhVBBbdg887V9K36q6J43i8QwibS5rt4WjWRJZtOlgSRW5BVpEUMCOeM1q/2nef89v/AB0f4UAVKKt/2nef89v/AB0f4Uf2nef89v8Ax0f4UAF//wAu3/Xuv9aqVp3d/cxeRskxuhVm+Uck1X/tO8/57f8Ajo/woAqUhGQQDj3Harn9p3n/AD2/8dH+FH9p3n/Pb/x0f4UAcjovhKTQ4p47fxDqsyTeYzeelsW8x+spYQhmcdtxI4AIIGKu6RoEel3lzezXt1qN9dKiSXV2U3+WmdqAIqqqgsx4XJLHJNTWfxC0++Nx5WpNGtvbm6d7i2aBGhHWVGdQHQf3lJHI55FT6R42g1ySWPT7qbzYkV3iuLN7dwjZ2sFkRSVODhgMcGgCzRVv+07z/nt/46P8KP7TvP8Ant/46P8ACgCpVu//AOXb/r3X+tH9p3n/AD2/8dH+FWLu/uYvI2SY3QqzfKOSaAMyirf9p3n/AD2/8dH+FH9p3n/Pb/x0f4UAVK5ePwPCz6t/aGs6nqEWrwmK8hn8hVcbNgIMcSsCF44P1zXZ/wBp3n/Pb/x0f4VlWfjqxv4b+a11aJ4dO5uptoEcY27t28jaVxzkEigChpXh3+ztQa/utUvtUujCIElvPKBjjzkgCNEHJwSSCeBzWzVbSPG0GuSSx6fdTebEiu8VxZvbuEbO1gsiKSpwcMBjg1qf2nef89v/AB0f4UAVKKt/2nef89v/AB0f4Uf2nef89v8Ax0f4UAF//wAu3/Xuv9aqVp3d/cxeRskxuhVm+Uck1X/tO8/57f8Ajo/woAqVR1rSYdd0e4027kljguQFl8ogFkyCy8g8MAVPsTjB5rZ/tO8/57f+Oj/CqWp+KJNJgSW6a7kV22gWthJctnGeVjRiB7kYoAUAAAAYA6AUtR6R4sGuWTXWnXErRLK8TedatCyupwwKuoIweOnUVf8A7TvP+e3/AI6P8KAKlW7f/kG3n/AP50f2nef89v8Ax0f4VYhv7l7K5kaTLJt2naOMnmgDMoq3/ad5/wA9v/HR/hR/ad5/z2/8dH+FAFSirf8Aad5/z2/8dH+FH9p3n/Pb/wAdH+FAHLav4XOq65bapHrWo2M1rEY4kt1gdFLfecCWJ8OR8u4duO5zHc+E3n8QDWI9f1S3uRAsACLbMqoOSFDwsV3EAttIzgegxr6t46tdDmEWpXskZ2CR2S0eRIUJIDSMqFY1JB+ZyB8rehw2/wDHtnpupfYby/dJgYw5W1d44S5wnmSKpWPcem4jNAF2irf9p3n/AD2/8dH+FH9p3n/Pb/x0f4UAVKKt/wBp3n/Pb/x0f4Uf2nef89v/AB0f4UAWtD/5b/8AAf61rVn6VdTXPm+c+7bjHAHrWhQBk65/yw/4F/SvNPHME+p+JPCVjZWl1LJbatHezSrbOYY4lSTJaXGwHPG3OeRxyM+rX1j9s2fvNmzP8Oc5x/hVT+xP+nj/AMc/+vQB4FpdrrN18R9P1BtBl04kalFfeVps6NtIbyhNcuStxnYpBXAHAHUAT+C9DvdAv/B16mi3kDnRblNUdbZhIzLtMaSEj73y4UN2AA4Fe7f2J/08f+Of/Xo/sT/p4/8AHP8A69AHKpf2uq+F/tuo6ZdJazw75bG7sy8wX+60IDEn/ZANcd8Pr+40fwBqxk0nVPtlpcXV0lpJp80bzhndkVNyDcW44GcZGcV63/Yn/Tx/45/9ej+xP+nj/wAc/wDr0AeZ+F/BTL4P0kaxPPDqwvf7YuJowof7S4bcCGBGNrlDxnA4IqZ9P0f4eWsGpg39zi3ttIiiUo7OPObZgfLlt0pzz0HA9fRv7E/6eP8Axz/69RzeGoLhomuGjlML+ZEXhDbHwRuGTwcEjI9TQBw3jvWtR0nRFg0Wyuri9vm8hJ4bOW4S1U/elcRqx4HQY5OO2a4yDTE8M6jo95plhq95o8Hh+401Aumzmbz94fLxFNy78HkgL74xXuH9if8ATx/45/8AXo/sT/p4/wDHP/r0AeEano1xo/g/wDY3Gk3k+q6dfWE949pp8twYYI2ZnUyRoQdpP3QSe4Bq1470PxJf6uNZtNOg1CCW7sFslEsqzW8KSB2DxeSdu5zlmzlQq8fLXtv9if8ATx/45/8AXo/sT/p4/wDHP/r0AZCFii7wA2OQDkA/WnVq/wBif9PH/jn/ANej+xP+nj/xz/69AGVRWr/Yn/Tx/wCOf/Xo/sT/AKeP/HP/AK9AGVXQaZ/yDYvx/maqf2J/08f+Of8A160bWD7NbLFu3bc84x3zQBLVHWXsYtJlk1W1e7tYyjtClo90xIYFSI0VmYhsHgHGM9s1eooA8i+Hupat4X/Z1SKDQ9WOu6XbyothJpsySNK8rmParIN4+ZSSuQBnOK1rvSNW8DfA9NE8OwXF/rkkAtVlhVnb7TO37ydmGSArOz7jxwM16PRQB5R4i8Jp4StdCfw5cXa3mmaPNpsUMehT36XSMFJ3eUVETlhnLMB8xzwDXafD3Q7vw18O9D0fUQou7SzRJlU5CvjJGe+CcZ9q6OigArP1n/jzT/roP5GtCq97a/bIRHv2YbdnGaAOcorV/sT/AKeP/HP/AK9H9if9PH/jn/16AMquHsNUTXfFE9/f6bqsJtIJ7awtJNNuI9yHBkkaRkEe59ihF3cDvliF9N/sT/p4/wDHP/r0f2J/08f+Of8A16APNPCFsltrvleH4dYttBi09Y2g1MXAVJgw2LEtx8wATcDt+X7ncV21av8AYn/Tx/45/wDXo/sT/p4/8c/+vQBlUVq/2J/08f8Ajn/16P7E/wCnj/xz/wCvQBVv/wDl2/691/rVStufSvP8r99t8uMJ93Ocd+tQ/wBif9PH/jn/ANegDKpCcAk9vQVrf2J/08f+Of8A16P7E/6eP/HP/r0AeV201l4tvdUutd0/VrZJdPmsorSTTLqNktiQZCX8sAyOVUhVJICqBkk1a8KWd5P4svNUe81i7so7KO0hm1a1W3kkfeWbbGIo22gbfmYcljg8V6V/Yn/Tx/45/wDXo/sT/p4/8c/+vQBlUVq/2J/08f8Ajn/16P7E/wCnj/xz/wCvQBlVbv8A/l2/691/rVr+xP8Ap4/8c/8Ar1NPpXn+V++2+XGE+7nOO/WgDEorV/sT/p4/8c/+vR/Yn/Tx/wCOf/XoAyq4KzlstZ1bxfbahYasLDUok5k0y6i82NYAjhSYx82cgAcnsDXqX9if9PH/AI5/9ej+xP8Ap4/8c/8Ar0Aea+FLO8n8WXmqPeaxd2UdlHaQzatarbySPvLNtjEUbbQNvzMOSxweK7WtX+xP+nj/AMc/+vR/Yn/Tx/45/wDXoAyqK1f7E/6eP/HP/r0f2J/08f8Ajn/16AKt/wD8u3/Xuv8AWqlbc+lef5X77b5cYT7uc479ah/sT/p4/wDHP/r0AZVZviC9utO8P3dzp1tJd3ix7beGNCxaRjtXOAflyQSewBJ4FdP/AGJ/08f+Of8A16P7E/6eP/HP/r0Ac1oWkpoeg2mnRuZPIjAeU9ZXPLufdmJY+5rQrV/sT/p4/wDHP/r0f2J/08f+Of8A16AMqrdv/wAg28/4B/OrX9if9PH/AI5/9epo9K8u2mi87Pm7edvTBz60AYlFav8AYn/Tx/45/wDXo/sT/p4/8c/+vQBlUVq/2J/08f8Ajn/16P7E/wCnj/xz/wCvQB51431ATlfDs9nqP2K+hJvby20+e4UQ5wYlMSN87YI5xtUk9doONrltdvb+LtHjsL+WbxA0T6fLHaSNGFeCOL53xtjKFGJDlTjGOTivXv7E/wCnj/xz/wCvR/Yn/Tx/45/9egDKorV/sT/p4/8AHP8A69H9if8ATx/45/8AXoAyqK1f7E/6eP8Axz/69H9if9PH/jn/ANegA0P/AJb/APAf61rVUsbH7Hv/AHm/fj+HGMZ/xq3QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBzXi3xpa+Efsouraa4a6Yqixdc1jD4pqWC/8I1q4yQOYG4/Ssr4wpLJqXhxLZtkzXYEb4ztbPB/Ot200PxvHfRPdeI4pYVfLoIQNw9K5XOo5uK6H0lPDYOGEp1aqXNK+8pLZ9LJkniD4k6boWr/2atrcXtyq5dIFzs9qowfF3TDdxRX2nXtkkrBRJMhAyfwrnL3WLfwZ8W9R1DXLOdra5UmJoot5Oe4qn448ZaZ43t9N07w9Y3huUvEkPmW+35Rxgc+9ZyrSV/e17HbRyqhL2cfZNxlFNzvotNfLQ9A8TfEOy8M6tHp8tncXUsiB18nnIPtWZH8XtOFxEl3pd9aJI4QSSoQAT+Fc/wCNYNVPxP0uHQ3hjv1tUCNMuUBHrxVLxtaeM4LOwfxfPYXNkLtcJaR4bP4AcYolVqJyt08gw2W4KcKSmleav8TT67K1vxPTpfGNnF4st9BETtLcRiRJQflwelT+KPE1t4W01b27ieVGcJhDzk15z4p1BPDvxF0jXri1n/s37KiqY03EDA4+oqr448fab4z0220rQ7W+a5edTiWDb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Trudeau leads or ties on all attributes
except the economy
Of
the attributes tested, Justin Trudeau leads for having the best vision for
Canada (32%), compared to Harper (25%), Mulcair (15%) or May (8%). One fifth of
NDP voters pick Trudeau on this measure (18%). Trudeau is also most likely to
be seen as the leader who cares about people like the respondent (28%, Harper
and Mulcair 20% each, May 11%). Trudeau is essentially tied with Harper for
most trustworthy (24% and 22%, respectively) while Mulcair (18%) and May (15%)
follow close behind. For handling the economy, Stephen Harper is preferred
(35%) to Trudeau (24%) or Mulcair (16%). Few pick May (5%).
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)
Past NDP, Conservative voters now
supporting Liberals
Six-in-ten
past New Democrat voters (61%) and about one eighth of past Conservative voters
(16%) say they will vote for whichever party has the best chance of defeating
the Conservatives this time. This represents a decline from last fall among
Conservatives with this view, but a solid increase among NDP past voters
(September 2013 - past Conservatives - 24%, past New Democrats - 42%). One
quarter of past Conservatives (26%) and close to one half of past New Democrats
(45%) say they don't usually vote Liberal but might vote for Justin Trudeau,
and these are the same proportions as in the fall (past Conservatives - 25%,
past New Democrats - 42%). As many as one quarter of past Conservative voters
say the party has become too right wing for them to support anymore (26%),
similar to last year's finding (28%). A similar proportion of past Conservative
voters say their party has been in power too long (26% now, 24% last year), and
even one tenth of those who will vote for them next time think they have had
power for too long (13%). Three-in-ten past New Democrats will not vote for the
party this time (30%) and this is an increase since last year (26%).
“This race is stable, contrary to some reports, and the
Liberals maintain their comfortable lead. A growing comfort with Trudeau as
leader, one year into his tenure, and the support of a substantial proportion
of those who voted NDP in the last election implies this will continue to be
the case," 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.