Guthrie has twice the approval of Farbridge
TORONTO AUGUST 26th, 2014 -
In a
random sampling of public opinion taken by the Forum Poll™ among 891 Guelph
voters, well more than a third will vote for Cam Guthrie in the municipal
election of October 27 (36%), compared to one fifth who will vote to re-elect
Mayor Karen Farbridge (21%). Jason Blokhuis attracts less than a twentieth of
the vote (4%) and no other candidate gets a significant vote share. More than a
third are still undecided (36%). Cam Guthrie's support is common to the oldest
(44%), lower income groups ($20K to $40K - 45%), the least educated (secondary school
or less - 48%), those without kids (40%) and provincial PC voters (61%).
Farbridge's vote is characterized by younger groups (35 to 44 - 26%), males
(23%), the wealthiest ($100K to $250K - 27%), the best educated (post grad -
36%) and provincial Liberals (37%).
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Guthrie with twice the approval of
Farbridge
Among the 8-in-10 voters who are aware of him (79%), fully
three quarters approve of Cam Guthrie (73%), compared to just more than a third
who approve of the job Karen Farbridge is doing as mayor (37%). Awareness of
any of the other candidates is limited, as is their approval, with the
exception of Andrew Donovan, of whom just one seventh are aware (15%) but one
half approve (52%).
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3-in-10 will vote online
Three-in-ten voters will cast their ballot online in this
election (29%), and this intention is common to the younger voters (less than
35 - 34%, 35 to 44 - 36%), the wealthiest ($80K to $100K - 38%, $100K to $250K
- 39%), property owners (33%), the best educated (38%), mothers (37%),
provincial Liberals (34%) and Green voters (38%), and those who support Karen
Farbridge (35%).
Opinion split on new South End Rec
Centre
Relatively equal proportions support (44%) or oppose (48%)
spending tax dollars on a South End Recreation Centre during this term, while
about one fifth have no opinion (7%). Mayor Farbridge's supporters are more
likely to favour the idea (55%) than are Guthrie voters (39%).
Majority disapprove of new library now
The majority, close to 6-in-10 (58%) disapprove of spending
tax dollars during this term on a new library downtown, while just more than a
third approve (36%). One fifth are undecided (6%). Farbridge voters are far
more supportive (67%) than Guthrie voters (14%)
One half do not expect tax increase over
inflation
One half the voters in Guelph do not expect to see property
tax increases over the rate of inflation during this term (52%), while 4-in-10
expect to see them (42%). One fifth do not know (6%).
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Transit lockout doesn't affect vote,
wrongful dismissal suit does
Just 4-in-10 voters say the transit lockout will affect
their vote (40%), while more than half say it will not (52%). In contrast, the
majority say the wrongful dismissal suit connected with the building of city
hall will affect their vote (53%), while the minority say it won't (38%).
Guthrie supporters are more likely to say the lockout will affect their vote (46%)
than will Farbridge voters (15%), and this is especially the case with the
wrongful dismissal suit (Guthrie voters - 75%, Farbridge voters - 11%).
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CP/APY0f8J9/wBQ3/yP/wDY0e0j3D6pW7fkdjRXHf8ACff9Q3/yP/8AY0f8J9/1Df8AyP8A/Y0e0j3D6pW7fkdjRXKWfjf7XfQW/wDZ+zzpFj3ednGTjONtdXVKSexjUpTpu0kFFFFMzCiiigAooooAKKKKACiiigAooooAKKKKAKer6guk6JfajIhkWzt5J2RTgsEUtj9K8x8D/FPxBqfiCwt/F9po1rp+r6TJqtnPZSvut4kPIm3nGcZORgcfXHrEsSTQvFMivG6lWVhkMDwQa8GufAnhjUPFuqaN4E0RbTSrBGbxDeQSSMbtx862EbFjtBIBcLjgAUAeneB/FGp+MTf6v9kitfDzyeXpJeNhPdIvDTtk4CMfujAOOT2rra8F+F3xE8Q6p4v8N2Nxr2natYazZTyTaZZWscX9i+UDsQlfmwcADd68ep96oAKKKKACiiigAooooAKKKKACiiigAooooA474s/8kv1b/tj/AOjkr5qr6V+LP/JL9W/7Y/8Ao5K+aq46/wAR9Flf8F+v6Iv6JpMuu61baZbzwQS3L7Ee4Yqm7HAJAJ56DjqRWhd+D9SsNEvdTvmgt4rO8NkY5GIeWQddgxggcnOR0NYcUrwTJLC7JJGwZGU4KkcgivTvGnifTtT8YeFvtl1b3elQxQ3N4sDB1EjP+83AZ5AVcjrjPrWcUmtTrqSqRmlHb/L/ADPLqK9t8Ya7a3VnHGl9oOoR/wBpQSWjSakjtbqHHWNIVwmMhssxAJ5Ncx8VdQtdUj0u4j1aC5uMyb7O2uEuI7cHbysiqDg4HDfhjmnKCS3Ip4mU2k42uec12Xhr/kl/jb/tw/8ARxrja7Lw1/yS/wAbf9uH/o41Md/v/I1r/AvWP5o42tHQdFufEWuW2lWLRJPckhGlJCjCljkgE9Ae1Z1dR8N7u2sPiHpdzfXEVtBG0m+WZwirmNhyTwOTSjq0mXVk405OO9iK48Eapbazq2mzPbrNpdm17K25tska7fuHbyTuGM471zlet2viTStX8M61c399bw6raabd6dH5kihruJiGiIz94jaVwM9c962tO1/R7ezsGg1zR4fC8enbLnSJApuHk2nPy43E59+eeDnNa8kXszi+s1Ir3o3f9fn0PCq2fB//ACPGhf8AYRt//Ri1jVs+D/8AkeNC/wCwjb/+jFrKO6O2p8D9D1fWP+Q5ff8AXzJ/6Eap1c1j/kOX3/XzJ/6Eap1q9zhh8KLmmaZNq159nt2jV9pYmQkAAfQGpr7QrmysxdCW3ubcttMtvJvVT71a8J3ENvrTNcTRwqYWUNIwUZ47mrKCy0jR5bW5vobtrqaMulu+9VRWBJz6kf0q0lYxnUmqll5f8E5qiu21O/tzYagst/Zz2skQFpbxYLI3bjt/npTrjWIJbyeze5t2s2sCT8y8yYxjPrjtRyLuSsRJr4f6+45ubQpxLbw2x8+aW3Fw8eAhjHocmqdjZyahfRWsJVXkOAXOB0zWx4X1RodYlN3d7BPGQZJm6sPu5JqLTp/L8YRzXt1DIRKTJOrAITg854GKVloVzzXMn0RTuNHuLWzluZ3iVEmMKgk5kIODt46ce1UK6vU7u01Oe3vEuYo5LO68tojIAHTfw6j+f/1qn1HVre8j1i2uJ4Ht08s24RlBY5ydp7mm4omNael0cbRXc3V/afZrrN9Zyaa1ttgtEA8wNjjjqP8APSm2up6bJDDd3c8Rmu4UtJkLDK/eDMR2B4/SjkXcPrErX5f6+44iitfxDPE1zb2lrKssFpAsauhBDNjJII/zxWRUPRnTCXNG5c0f/kOWP/XzH/6EK9WrynR/+Q5Y/wDXzH/6EK9Wrelszy8f8SCojcwKxDTRgg4ILjipa5m7/wCPyb/ro3862POOh+12/wDz3i/77FH2u3/57xf99ivNX8Xx2/ju58OXlr5CRaZ/aMd2ZciRA21htxwR16muc034uxan8OLrxPb6O32mG8SzTTjcfNK7sgXD7eMhwenY0Ae2/a7f/nvF/wB9ij7Xb/8APeL/AL7FcUNc0r+0BYHU7IXpfy/swuF8zft3Fduc5284x05pLTX9Hv7+SxsdWsbm7iz5lvDco8iY65UHIoA7b7Xb/wDPeL/vsUfa7f8A57xf99iuGt/EuhXd1DbWmtafPPOCYoorpGaQAkHaAcnBBHHoabP4p8P2upf2fc67psN7vCfZpLyNZNx6DaTnJz0oA7v7Xb/894v++xR9rt/+e8X/AH2K8X8M/Epde8Va4s1/odvoGnyG3hlN3ieV9yqJMk7TG2SAR3wOa3vGHiqPQfDOtXWmz2c+p6ba+ebWR9xTP3S6AhgD+GaAPSvtdv8A894v++xR9rt/+e8X/fYrzbXvFR8P/D6XxLNai5aG1jmaBX2Bi20Yzg4GW9DWLo3xHv5da03T/FXhefQf7WH+gXAu0uYpWxkKWUDaSOgNAHsf2u3/AOe8X/fYo+12/wDz3i/77Fecad4vspNFfUdcuNP0mJbqS3DPqMUkZ2sQPnBwCQM7eo6Gr114k0OxAN9rWn2waJZx510iZjY4V+T90kEA9DQB3P2u3/57xf8AfYqtYwaTpcDQ6ZFZWcTO0jR26pGpdjlmIGOSep71ydvrmk3d99itdUsp7vYJPIjuEaTaRkNtBzj3rL0vxlYTaBDqWu3Wm6R500kSK+pRSoxVivEgO0kgZwORnB6UAdxYaV4e0u9nvNMsNMs7m5/189vDHG8vOfmYAE8881o/a7f/AJ7xf99iuKm13SLe/gsrjVLKK7uQDBbvcIskuem1ScnPtTV8Q6K+qnS01ewbUASDaC5QygjqNmc/pQB2/wBrt/8AnvF/32KPtdv/AM94v++xXmXgrxLd+JP+Eg+2xQx/2Zrdzp0PkgjdHHt2lsk/N8xzjA9qzdA+Il34i8Ry2th4auG0eO7ks21MXKMUkQH78I+ZVOOCT3FAHr/2u3/57xf99ij7Xb/894v++xXE/wBvaR9njn/tWx8mWf7NHJ9pTa82SPLBzgvkH5evFc7qHxI07RLe+n11IbeO31P+z4hb3sMzy9PnZdw8vGclTyAM0Aesfa7f/nvF/wB9ij7Xb/8APeL/AL7FcpbXMF7ax3NnNHcQSqHjlicMrqehBHBFS0AdN9rt/wDnvF/32KPtdv8A894v++xXM0UAdN9rt/8AnvF/32KPtdv/AM94v++xXM0UAdN9rt/+e8X/AH2KPtdv/wA94v8AvsVzNFAEfxNjfUfhvqsGno11M3k4jgG9j++Q9Bz0B/Kvnz/hGtd/6Auo/wDgI/8AhX0lb/8AINvP+AfzqpWU6Sm7nfhsbLDw5Urnzx/wjWu/9AXUf/AR/wDCj/hGtd/6Auo/+Aj/AOFfQ9c2/iDWLjxPqGk6TpNjNHp4hMs91qDwlvMUn5VWF+mD1IqPYLudP9qT/lR45/wjWu/9AXUf/AR/8KP+Ea13/oC6j/4CP/hXsnijxHqXh21udQTSIbjTbNFeeV73y5XycERRhGDHpgMyZJwPWuiByAR39RR7Bdw/tSf8qPnn/hGtd/6Auo/+Aj/4V1nh7Q9Wi+G/jCCXS71JpvsXlRtbuGkxMSdoxk4HXFet1bt/+Qbef8A/nTVFLqRPMpzVuXt+DufNv/CNa7/0BdR/8BH/AMKP+Ea13/oC6j/4CP8A4V9D0hOASBn2Hel7Bdy/7Un/ACo+ef8AhGtd/wCgLqP/AICP/hR/wjWu/wDQF1H/AMBH/wAK9js/Emo/8JHa6TrGkQ2bXltLcwGC8890VCoIlXYoU/OPulxkEZ6E09C8cXGsXekmTS4obHWkmeyljvPNmURjP72PYAnHB2s+1iFPXNHsF3D+1J/yo8o/4RrXf+gLqP8A4CP/AIVreFPD2tQ+M9Flm0i/jjj1CBnd7ZwFAkUkk44Fe41Laf8AH5D/ANdF/nQqCT3Jlmc5JrlRyurWdy2tXrLbykG4kIIQ8/MaqfYrr/n2m/79mu1u/wDj8m/66N/Ooqr2SMVjpJWscf8AYrr/AJ9pv+/Zo+xXX/PtN/37NdhRR7Jdx/X5djj/ALFdf8+03/fs0fYrr/n2m/79muwoo9ku4fX5djj/ALFdf8+03/fs0fYrr/n2m/79muwrj/8AhOZ+dQ/slP7BXUf7Pa9N1++DeZ5PmeTsxs835fv7sc7e1Hsl3D6/LsH2K6/59pv+/Zo+xXX/AD7Tf9+zXYUUeyXcPr8uxx/2K6/59pv+/Zo+xXX/AD7Tf9+zXYUUeyXcPr8uxx/2K6/59pv+/Zo+xXX/AD7Tf9+zXYUUeyXcPr8uxzWk2dyutWTNbygC4jJJQ8fMK9QrmbT/AI/If+ui/wA66arjHlOWtWdZptBXM3f/AB+Tf9dG/nXTVh3H2H7TLv8AtG7ed2NuM5qzA8n+LHhXxBrUmm3/AIRgWa9WG5sLlTKsf7iePaWJYj7p5AHOTWefh3qtt8S7SOytVPhbz7S/lkMiDZNbwvGqhM7jk7CeMflXsn/Ev/6ev/HaP+Jf/wBPX/jtAHl1v4CnufFXjbUruxhgudQVU0nUX2O8RMBRnXGWTBPsTXO+E/AWvQa/4Z+1eE9O0FNBLG51S3uUeTUfkK9F+bk8nd6nGOle5/8AEv8A+nr/AMdo/wCJf/09f+O0AeGaX8MdRsdC8MXCaHDDrdr4kS7vp1kj8wWnmOTlw3zDbs+UEn261y3hU+Gp/iFFqGsX8cnm67O1taR2du7NK8jCNmk3eeUyQQGQAHB96+nP+Jf/ANPX/jtZkPhzwnb6m2pW+jQxXzEk3SWsSyknr84Gf1oA8ef4X6rH4T8ZW9ho1nb313rRuNNUGNfMtVlV0QMv3F44U4wfSpb3wr4w12XxlqN/oMdjca1pMUFtapfRy/vFOCpbgZwM56c9TXt//Ev/AOnr/wAdo/4l/wD09f8AjtAHBeM9A1LV/hFdaJYW4k1CSyijWEuq5ZSpI3E47HvisKx0fxh4n1fw4PEWiW+gaboEq3BBvEuZbmRE2rjZwo65zXrX/Ev/AOnr/wAdo/4l/wD09f8AjtAHhk3gXX4/CltCuh3EmqW+pXtzbSwXluPI8xvkLJJlHVgeR1GPetKb4fahrHim1u/EWi2NzBD4SFkNoj8mO9DnComeMKxwQMDsRXsP/Ev/AOnr/wAdo/4l/wD09f8AjtAHifhz4b6hoep/D++tdGhtLiwjuRrU0bx7tzoAu4g5fqw4zjPaqH/CA+JbfwnpMUOgynWbOS8aGZbu2aOLzZSQJY5Mq6EYJxyOmK97/wCJf/09f+O0f8S//p6/8doA8fvvCviL/hO9P1PTtFijlzZi/umlgktJUjUbisTDzI2U5ClPQGsK58CeLrr4g2eoSeHbSCK28QJevfWstqglg83cxxsExOCSdznPZa99/wCJf/09f+O0f8S//p6/8doA4X4f6HqOif8ACT/2pb+R9u8Q3d7b/Orb4X27W+UnGcHg4PtXJ2nhTxNd/Eiw1j/hGrTw9Jb3JfUNTs9QzHqMfdfJHIJ9W/GvZv8AiX/9PX/jtH/Ev/6ev/HaAPBn8F+NDDZ6GdDgNjYeJl1VdQW+TM0Zc5AjPIwHJOSDxgA1c1z4e61f6H4n26Pb3V1N4iGo2MU0kf7+H5c4YnC7gCCDjivbf+Jf/wBPX/jtH/Ev/wCnr/x2gDG0RHj0KyWXTYtKcQqGsYWVkt+PuAqACB04GKvVb/4l/wD09f8AjtH/ABL/APp6/wDHaAKlFW/+Jf8A9PX/AI7R/wAS/wD6ev8Ax2gCpRVv/iX/APT1/wCO0f8AEv8A+nr/AMdoAqUVb/4l/wD09f8AjtH/ABL/APp6/wDHaAC3/wCQbef8A/nVStOH7H9iudnn7Pl35xnrxiq//Ev/AOnr/wAdoAqVwfjPQX1x7+3tPB8b6nKqpZa+HgXyDhdspfcJlKNnhVbO0YPJA9H/AOJf/wBPX/jtH/Ev/wCnr/x2gDz7xdpdzqiz28Xhb7ZqQtxFYa4ksEZtnI4cuWEse18thA3HTkkDsbZJIrWKOeTzZVQK8mMb2A5OPetD/iX/APT1/wCO0f8AEv8A+nr/AMdoAqVbt/8AkG3n/AP50f8AEv8A+nr/AMdqxD9j+xXOzz9ny784z14xQBmU1ywRtgBbHAJwCfrV3/iX/wDT1/47R/xL/wDp6/8AHaAPObHR7+TxFbahpHhseF2WKZr9meALeSMuEBWFm8za5Lb3AIxx944zfC/hTUtN8R6bfw6Ndabfnede1Ca7jki1HIYnaiuxyZWDglEwoI/2a9Y/4l//AE9f+O0f8S//AKev/HaAKlS2n/H5D/10X+dTf8S//p6/8dqS3+w/aYtn2jdvG3O3Gc0AVbv/AI/Jv+ujfzqKr9x9h+0y7/tG7ed2NuM5qP8A4l//AE9f+O0AVKKt/wDEv/6ev/HaP+Jf/wBPX/jtAFSirf8AxL/+nr/x2j/iX/8AT1/47QBUrz7VfCY1bWTb2Gh6hpsMmopd3d5NqGLaXZIrsyW6TMC7lRy0a4yWPzAA+mf8S/8A6ev/AB2j/iX/APT1/wCO0AVKKt/8S/8A6ev/AB2j/iX/APT1/wCO0AVKKt/8S/8A6ev/AB2j/iX/APT1/wCO0AVKKt/8S/8A6ev/AB2j/iX/APT1/wCO0AQ2n/H5D/10X+ddNWHb/YftMWz7Ru3jbnbjOa3KACuZu/8Aj8m/66N/Oumrmbv/AI/Jv+ujfzoA828feJPHHhvV7D+xY/D8mnanfwada/a1nMyyyA8vtIULlTyMnGOK1z45sPD32LS/HGp2Nrr00au8NnHKYn3yFF2EgnqMHPIwSeOam8a+G7zxJ/wj/wBhkgj/ALM1u21GbzmI3Rx7twXAOW+YYBwPekbwxdN8WR4oZrdrJdE/s8RknzRL52/djGNu0kZzn2oALX4j+Er3xMfD9trMT6mJGi8jy3ALr1UMV2k8HjNRp8T/AAa+tR6SuuQ/bpJ2tlhMcgIkDbSpJXA54GSM9s1yEfw28YTeLtOv9U1bT7qz0/VftiHz7gO0ZYkjy+YlI4A2qM929brfDPUm8LXmn+Zp/wBquPEX9qrJubAi8wNgnbnfgEY6e9AHZQeMtBufEjaDb3/mairtG0awuVDqu5l37dm4AE4zmuJT406bpmm+HZNeuLO4bVRM9xd2Ec6wwRo7orKjpvbJXaRwcgnpitSy8G67bfEhtchmsdP0955ZLmOznmJvgwITzIm+QOOCWU8kVi2fw18T6T4R8IQaXeaT/bHh64uZG+0GRreRZWc8EKGJAYcYHOeaAOu+IHii88KaNY3enxQSyXGowWridSQEcnJGCOeOK0/EXinRfCdit54h1COyhdtiFgWZz6BVBJ/AVkfEjwvqXizw3b2miy2sV3bX0V2huywjOzPB2gnvWJqXhXx3qtzo+vXFz4dj8QaRNMIYUSZrSSGRFHOfnDghuR2xQB0n/Cw/Cn/CL/8ACQ/21B/ZfmeV5+GzvxnZsxu3Y5xjOKw7v4gW8/i/w1NpWrwt4dvrO9nuZCgCt5SggksNy7Tnjj3rJPwt15NGS8i1HTT4iGtNrDK8LfYy5G0x4xux33Yz/OpNd+F2r+LTpZ8RXmnq0UF4Lo2KtEFllIaMxrj5gpAJLEE++aAOqv8A4k+E9L0Wy1XUdWFvaX6lrYyQSh5VBxuEe3fj3xjkeoq7beMtAvBpJtdSjmXWGdbFo1ZhMUGWGQPlIx0bHp1rkLnwh43Gp6R4isbvQm161046ddR3Qka2kTcWEiFVDKx7jA9M4qunwx17SdE8PPoeo6dJrGk3s93IbuN1t5DNwwATkADgDjPtQBreJfi74e0GwiuoJftoOpnTpgFkj8pkx5rfcO7YGU4H3s8Gu1sL631PTba/sZPNtrqJJoZNpXcjAMpweRkEda8vj+GHiGLwXe2S6hpras/iIa3BIRIIGOF+VhgsOQeBntzXqFh9rGnW39pmE3vlL9oMAPlmTA3bc87c5xnnFAFiiiigAooooAKKKKACiiigAooooAKKKKACiiigC3b/APINvP8AgH86qVbt/wDkG3n/AAD+dVKACuQ8beL7zQJba30eG3nn8yCS8M4YrDBJOsIIwR8zMxx2wj+ldfXEeJ/AF1qseoy6Vr17bzahd21xLDL5Ji/dPGeCYWcYVMqN2N3XgnIBY1TxBrkuoa5HoAsEi0KNDKt3E7tdSGPzdilXURgKVG4h+W6cc9JpWoJq2jWWowqUjvLeOdVbqA6hgP1rlrvw14gtb7Wv7HuLO5h1uGNZri+kKS28ixCFpAiRlZMqqnblBkHseOq0ywj0rSbPT4CTFaQJAhPUqqhR/KgC1Vu3/wCQbef8A/nVSrdv/wAg28/4B/OgCpRRTX3FG2EBscEjIB+lAHFfD/xZeeK7G1u7rXdBuJZbYTTabYwET25OPvEztwOnKDr2qfT/ABfeal8RDpVvBb/2Mba48q4wxklmhkjSQg5xsDSFOmd0bHOMU/8AsTXda1zTr/XlsNOOnQzKjadcvNJI0qbD8zxpsUfex82SF/u81dN8A3mkeKNHu7TXryXTtNsZLVYZlgD4LRkJ8sIypCHcSd2QMHk0AdvUtp/x+Q/9dF/nUVS2n/H5D/10X+dABd/8fk3/AF0b+dRVLd/8fk3/AF0b+dRUAFFFFABRRRQAVxdv4y/tTxTPYWeuaHp8dveG0Wzux5l1dshxIVHmpsG4Mo+V87Se+K7SuFufB2qyRX2jw/2eNJvtW/tF7syOLiPMqysgj2FS29SA+8YBHHy8gHdUUUUAFFFFABRRRQBLaf8AH5D/ANdF/nXTVzNp/wAfkP8A10X+ddNQAVWfTrV3Z2iyzHJO49fzqzRQBU/syz/54/8Ajx/xo/syz/54/wDjx/xq3RQBU/syz/54/wDjx/xo/syz/wCeP/jx/wAat0UAVP7Ms/8Anj/48f8AGj+zLP8A54/+PH/GrdFAFT+zLP8A54/+PH/Gj+zLP/nj/wCPH/GrdFAFT+zLP/nj/wCPH/Gj+zLP/nj/AOPH/GrdFAFT+zLP/nj/AOPH/Gj+zLP/AJ4/+PH/ABrlPGPj+XwxrVpp1tpxvZbofIqk7ieOAPxrOb4h+JwD/wAUTf5Hby2rF1oJ2PTp5XiqlONRJWe12l+bO8/syz/54/8Ajx/xo/syz/54/wDjx/xrkvFHxHXw/NZ2cVhJc6hcRq7W4zlCQDj681kS/FXV4IzJceFrmONeWZgwAFDrwTs2VTynGVYKcY6PbVK/4non9mWf/PH/AMeP+NH9mWf/ADx/8eP+Nc1/wsC2n8Bt4ks4C6o2xomOCDnBrnoPivq11Cstt4XuJY26OgYg0OtBdSaeVYuopNR2dndpa/M9G/syz/54/wDjx/xo/syz/wCeP/jx/wAa5Twr8RE8QzXtrcWT2l3aRlzE3fAPH6Ve8GeMf+EsiunNsIPIcrwc5qo1YStZ7mVXL8TRUnONuW1/nsbv9mWf/PH/AMeP+NH9mWf/ADx/8eP+Nc94p8bf8I3rFhY/ZRN9rYLu3Y21l+Mfid/wimvjTjYCceWHL7iOppSqwje72Ko5biq7iqcb8ybW2y3O1/syz/54/wDjx/xo/syz/wCeP/jx/wAarafr9nqHh2PWI5Ats0XmEsfu+xridD+La634qtdJi0/ZHcSlFlLHOMHnH4U5VYRtd7k0svxNZTcI/Bv5Hf8A9mWf/PH/AMeP+NH9mWf/ADx/8eP+NW64DxD8SLjR/EkukWmlNeSR4xsJyePStDhO0/syz/54/wDjx/xo/syz/wCeP/jx/wAa88m+LF/ZBZNR8OT28BYAyOCMVveJvHqaFpFjf21r9pS8xtBOCKAOl/syz/54/wDjx/xo/syz/wCeP/jx/wAa4YfEHxIyhl8G3xDDIIRuRWrqvjk6L4Vt9T1LT5Ybqdtq2rAgg570AdOthbJG8ax4V8bhuPOOlM/syz/54/8Ajx/xrhf+FieIfs/n/wDCH3nlbd+/Y2Nvrn0rc0rxomp+ErnWFtWje2Vi8L8cigDe/syz/wCeP/jx/wAaP7Ms/wDnj/48f8a8/sfifrOp2i3On+Fbm6gYkCSIMy5HUZrp/CviLVNcmuV1TRLjSxCFKGZSPMz1xn0oA2f7Ms/+eP8A48f8aP7Ms/8Anj/48f8AGuY8afECLwrdwWkNt9ruZAWePONq44Na3hPxNb+KdFW+gARs7Xjz900AaP8AZln/AM8f/Hj/AI09bC2SN41jwr43DcecdK4XWfiZc6d4judJs9Ha8kgYr+7JJP4VUf4sXtpJEdT8Pz2sDuF3sCPyoA9C/syz/wCeP/jx/wAaP7Ms/wDnj/48f8awvFHjiy8OaRbXhRp2uyBDGvf61zjfFDWFjLt4WuQgGSxDYxQB6B/Zln/zx/8AHj/jR/Zln/zx/wDHj/jXLWnxEt77wVd67b2+WtDtkhJ6N6Vv+GNa/wCEh8N2eq+V5P2lC2zOcckf0oAtf2ZZ/wDPH/x4/wCNOTTrVHV1iwynIO49fzrntM8Z/wBoeO7zw6bUJ9mj3+bu69O3411VAFZ9OtXdnaLLMck7j1/Om/2ZZ/8APH/x4/41gL4zz8Q5PDP2UfJGH87PXIB6fjXPXnxdSx12Syn0/EMU3lvMGPAzjNAHoH9mWf8Azx/8eP8AjR/Zln/zx/8AHj/jWZr3ieHSfCra3aqtzFhSoB6g1nXnj+2sPB9vrdzAQ1zxHCvOTQB0n9mWf/PH/wAeP+NH9mWf/PH/AMeP+NefD4o6w0QkXwvcGMjcGw2CPWun8G+MYPFtnK6RGCeFsSRntQBtf2ZZ/wDPH/x4/wCNH9mWf/PH/wAeP+NW6KAKn9mWf/PH/wAeP+NH9mWf/PH/AMeP+NW6KAKn9mWf/PH/AMeP+NH9mWf/ADx/8eP+NW6KAKn9mWf/ADx/8eP+NH9mWf8Azx/8eP8AjVuigCsmnWqOrrFhlOQdx6/nVmiigAooooAKKKKACiiigAooooAKKKKACiiigDx34npcTfErw/FYyiG6dwIZD/C2Rg10cGg+PVuo2m8RI8YYFh5Y5FdxLYWk9xHPPawyTRnKSPGCy/Q9qnrnVH3nJvc9mWav2FOlCC91W1SfXp2PG/G92vh/4qWWr6rExtBGgaQJnJAGSK1da+LnhK+0O9tbZp3mngeNA1vgZIIHNekXVjaXqgXlrDcBegljDY/Oq39gaP8A9Aqx/wDAdP8ACl7Kab5XozaOYYScKft6cnKCtpKy0+TPINMtpbX4A3RuYzHvmyAwwSN3Wp/CsHxKfw7bNoFzp62JH7oSBS348V7E9nayW32eS3iaD/nkyAr+XSnwwRW8Qit4kijXoiKAB+ApLD6rXZWLnnXNGa9mm5ScveV1r+vmeN/D77QPGXiG31hVk1donDNH93dg5wBVXwJ410vwVPqVn4gE8ErSkgLGWPWvao7C0iuWuIrWFJn+9IsYDH6nrUM2jaZcSmW4060lkbq7wKSfxIoVCUbcr1Vyp5vQrOaq03yyUdE7Wce2m3keN+JPFFj438aaQPDyTTiFwW3RkHr6Vo+JbS31D48abZ3ah4pYCrKf91q9Vt9J060l8y1sLaCT+/HCqn8wKkawtHu1untYWuFGFmMY3j6HrR7Bv4n1TJ/telTaVGDUYwlFa63l126HgVymu6PdXHgC23PHdXG5G7snHT24rYk0a28PfF/wvptrjbFHgt0LHB5NeytZWr3S3T20LXCDCylAWUex60PYWkl0l1JawtcJ92VowWX6HqKX1a3X/hjSWe8ytyWvFp26yatzE9eK+IRrEnxfuF8NyQpf4G0zY24wPWvaqg+w2n2r7T9lh8//AJ6+WN359a6z5k8X8bw+O49ADeK57KSwEy5EIUNu7dB9at/ESW3Pg3QHtv3MOF299vqa9fuLWC7i8u6gjnjznbIgYfkajl02xnhSKezt5I0+6jxKQv0GKAPHYtbsRbxg+P71CEA2i0Hy8dOtb/je60nUvAljc3MlxdW+QFu0Q5BHBJFd5/YGj/8AQKsf/AdP8Ks/YLQ2v2b7LD9n/wCeXljb+XSgDw03ekJp58nx1qBxH8sJg46fd+90rovCmpXl/wDDTWvtgBijjYRShAu8YNej/wBgaP8A9Aqx/wDAdP8ACrSWVrHbG3jtokhPWNUAU/h0oA8D8JaraWvh6OObxbc6W29j9migDqPfOe9ej+EfEenx6TqMv/CQS6qLNPMkeeMR7c5wOvfFdX/YGj/9Aqy/8B0/wqSPSNNhjkji0+1RJcb1WFQHx0yMc0AeIaVqWrar4ouPEy6FJq8MheOJTkKinjGcehq74K1a48K+OnttTtG0201M/LFKTiL0wT15r2m3toLSLyrWGOCPOdkaBR+Qplxp9ndyK91aQTun3WkjDFfpmgDxm8XXZPi1qS+FpYEvQ5OZsEY/Go/G0fjSLT7RvGM1nJZC4G1YAoO78B6V7WtjaJcm4S1hWdusojAY/j1pbi0trxAl3bxTqDkLKgYA/jQB5R8SkC6VoGo28BNjHtyOu0dea2n+MHhH7KVHnu2zAQ2+AT6V3slpbTW4gmt4pIh0jZAV/Kq39g6R/wBAqy/8B0/woA83m1uPXPhTrd3FpCaVGHIVUPEox97oKg8HeBb7WPCGn31v4murOOZCywRplU5IwDn2r1f7DafZTbfZofIIwYvLG38ulPggitoVhtokiiXhURQoH0AoA8h8A2TaZ8YdSspbpruSK1IaZhgvyvavYqgSxtIrprmO1hSdxhpVjAYj3PWp6APK0I/4aIuBkZ+zJx/wEVneGdHs/EHjHxFp98odJGbB7oecGvXvsNp9sN19mh+0EYM3ljeR9etEVjaW8zSwWsMcj/edIwC31IoA8H1y71LwjpN/4U1XdJayMHtZW9Bzwfy+laniG3lf4Y+H7uOMyQ2z7pcDOBxXsd1p9lfFTe2kFwV+75sYbH5077Ha/Zvs/wBni8j/AJ5bBt/LpQB57a/F3wlDpcUTmcyJCFKeRxnHTPpWn4D8Rwa7Df3dtoyafAhyJUP+t/Sul/sHR/8AoFWX/gOn+FW4LW3tofKtoI4Y/wC5GgUfkKAMbw94usPEl3eW9iH32jbZNy471vVBb2Vras7WttDCz8sY4wpb6461PQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z)
"It looks like the controversies
of her administration have caught up with her, and Karen Farbridge may have to
surrender her chain of office. Cam Guthrie has obviously tapped into a vein of
conservative-leaning support that sees big money city-building projects as
unnecessary," 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.