Liberals to sweep 49 seat Assembly
TORONTO AUGUST 26th, 2014 -
In a random
sampling of public opinion taken by the Forum Poll™ among 962 New Brunswick
voters, close to one half of voters will vote Liberal in the provincial
election of September 22 (46%), compared to 3-in-10 who will vote Progressive
Conservative (31%). One seventh will support the provincial New Democrats
(15%), fewer than a tenth the Green Party (7%) and very few will vote any other
party (1%).
The
Liberals are especially popular with younger voters (under 35 - 53%), while the
Progressive Conservatives are at a deficit here (14%). Fewer women support the
Progressive Conservatives than males (26% to 35%). The least wealthy and the
least educated support the Liberals (less than $20K - 59%, some college or
university or less - 50%), while those in higher income groups are especially
likely to vote Progressive Conservative ($80K to $100K - 39%). Francophones are
especially likely to vote Liberal (55%).
Of
note, one third of past Progressive Conservative voters (32%) will vote Liberal
this time, and as many as one half of past NDP supporters will as well (48%).
Just one half of past Progressive Conservative voters will vote for their party
again (53%), as will just more than a third of past NDP voters (37%).
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)
Liberals to take almost every seat
If
these results are projected up to seats in the newly reduced 49 seat
Legislative Assembly, the Liberals would take 44, leaving just 5 for the
Progressive Conservatives. The NDP would be shut out.
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)
Gallant and Cardy tied in approval;
Alward lags
One
third approve of both Liberal leader Brian Gallant and NDP leader Dominic Cardy
(34% each), but Cardy's net favourable score (approve minus disapprove) is
slightly more positive (+4) than Gallant's (0). One quarter approve of David
Alward (27%), and his net is an extremely negative -33. Both Gallant and Alward
poll at approximately the same level as their parties, but Cardy polls twice as
well, which means he is unable to drag the party up to his own personal
popularity level.
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hov9r0/LT8GHl6/nr+Ry+p/CXQNWXWDc3F+s2q3cF4biORBJayQjEfknZ8oAyOcnBPNbfiTwhYeKW0f+1J7rbpN9HfRJE6qssiZ27/lORyeBiqur/Ejwpo2k2epS63Y3Fre3C28ElveQsrncFZgxcDam4FjngVrN4j0RLqytn1jT1n1BA9nEbpA1yp6GMZy49xmmr9O/wCKt/wBaf12K3i7wpp/jTw3PourtOlvMyuJLd9kkbKwZWU4OCCO4NczZ/BrQrOHW/8Aiaa3c3OuWK2N5e3V4Jp2QcEhmU/MRgHORgDAFb2i6xqd5418QaZdPaS2OnLb+Q8MDI6vIrMyOS7BiF2HIC/e6V0dTZW9Sr6+n/DnK+Ivh7pPiTwbZeG7m4vrS1sGha2ns5Qk0bRDCEMVIzj2/KuW8XfDafxr418M2Wq2kr+HvD1uZJb+6uFkl1CQ7R5RAO7HyAszAZyQPWvU6Kq75ubzv8xdLeVvkct458A6f490+xtNRv8AUbBbG5F1DJp0yxOJACFOSrYxnIxjmse7+D+n3tlpyS+KPFS3+nmXytWXVP8ATGSTG6NpNvK8DAwOn1r0GikBwup/CfS9Vg0X7TrviJbzR0eOPUY9RK3U6OcsskmMkHpxjjgVW/4Ur4aj8H2fh+yu9Vso7G+a/tr21uglzFK2eQ+3HQ46ZwBznmvQ6KP6/X8w/r9PyOAi+DfhmLQNZ0pZtSMesXEd1NcNdZnjmTG2RZMZ3bgWy27JJ+lPHwnspfDd1omp+JvE2q211cQzyPqOoCdx5bbgilkwFJAzgZOOtd5RR/X3f8MKxjeK/DNt4v8ADVzod9dXVra3W1ZmtHVHZQQSuSp4OMHjpxVfxH4M0zxHo+m6fcefbwaXdQ3dqtoVQq0X3F5BG3txj6iuhooH/X3njXg34KC602O/8c3erx3lzfy397oqX4aylkMpKNIi5DHAU5DdgPWpLT4PTeJfEXijVfFt9rOmJqWpsFs7DUFSK9s0CiMShd2QRu44IBNew0UaL8vy/wAht3v/AF3/AMzn9O8F6Xpfit9ftDMs/wDZ8emxW+V8mCBDkBABkc+pNc1J8EfDM2tz3c15rD6fcXZvZtDN7/oDzHncYgMn5vm+9146cV6LRTu73/re/wCYulv62t+Rx+qfDHQNY+INn4vv/tT3tmiLHbiQC3ZkLFHZduSyluOccDisvxF8FfD3iXVtWvrvUdbtk1cKbuztL3y7eSRQAshTacsMd8j2r0Siptpb+tQ63/rQ57TfBem6V4pOu20lwbj+zotNjidlMcUMZyAoC5yT1JJqsPh5o5vfFN1JJdyy+KIhDel3X92gjKAR/Lxwe+ea6qim9d/P8dWC028vw2OCvPhBot3p/h+2TVdbtJNAgNvbXdneCGeSI4BR2VeQQMfKFPvTD8GvDa+AU8JW1zqdtZx332+O4huFFwku7IIfbjjoOM4A5zzXoFFG/wDXz/PUNv6+X5HBT/CHRLvTtVtLzUtWuRq09tNeSzTo8kv2cAIhYpyp2gnPJOean8U+BrS6XxJrEVlc6xf6ppQ0/wDs83KQI0a5IRHK/ISTnLEjNdtRSkrq39bW/IFo/wCu9/zPFPhX8N9d07xwniLxJp17p6afp5srSLUtYXUZ3JPUOgCoirlQoA6mva6KKpu4krGH4j8JWHii40eXUZbhf7Ivkv4UiZQryJnbvyDkc9sfWlh8K2UPji58U+dcPfXFkll5bsvlxxq275QFzknkkk1t0Ulp/Xlb8h7/ANfP8zhdP+FGn6T4mOraX4h8SWcDXbXjaVDqRWyZ2OWBj25IJ5Iz+nFSN8KtEfw5c6K93qDW93q39rXMhePfPLvD7WOzGzIHAAOB1rtqKFpa3T/gf5IHre/X/g/5s898QfBfw94i1jVr+61DWbdNYQfa7O2vNlvI6qAspTacuMZGcgHnFX734X6PfS38jXmoRG90dNGPlSRjybdeyZQ4Y9yc+wFdnRSsrW/rt+TDrf8Arv8AmjlH8BaXBfaXqMK3E76Lpcmn2VkZEWJkZQpz8udxCgZyB7V5X4D+FevL420O81fQtQ0bSdCkluIIdR15NQ+Zh8scKxhRGob5iSCTgc17/RVJtS5v66v9RNLl5f67fkFFFFIYUUUUAFFFFABRRRQAVzHxHllT4fapBbMVnvkWxiI67p3WIY/77rp6ztb0HT/EVilpqscrxJMk6eTcSQMrocqweNlYEHnrSavoxp2dzkNQ0jXdc8YWsOkGDTNK8NKot21HT3njurhkxvRRJGSI0OA2SNzt3XIx9N0XV/7D03w7e2dwVi8WyyzzRWjxRPCjvdCQAlsRl9qjLEZ4yTXq6qFUKM4Axycn86WqTs7/ANXunf8AD7ibaW/rZr9b+pyvgezuIIde1G+gnhn1HWLmbZMhVvLQiKPAIzgpEpHqDkda4bSvCV5b6f4W1660/UJbu+1x7vVdOnaWWFBO0jLI1uxKxtGTGdwUEYyTXsdFJaW8rfh/nYb1TXe/43/K55Do2gfb9Y1Sw8Tt4lkuNR1mWa7sk05Usp40fMLG68kEoI1j+UTZyCu3qDraU81t46u7q1tL7+xpTNqGpR6vpxiGn3SqFDwTMAJNygghS4AGQwBAPpFQX1lBqWnXFjeoZLe5iaGVAxXcjDBGQQRweoOanVR93e36f8BD0b12b/r8zxzwxbP4g8IeH9LsdI1CC8vtUj1vVr24s3ijQCXz9yykBHLHYqhCSATkDBxbkstQvfDfiXwy+j37eINd1OdZruWykECwNJ+7m+0EeWQkIXaoYsGAG3Oa9bt4I7W2it4ECRRIERR/CoGAPyqSr0T02/4b/JC1er3/AOH/AM2eaahpV4t94617+y7i8vIbBNN0tXgLPMqwbmKcfMGklIJH90jtgNis7jwz4usvtmk32pRWHh2Gy0oWtq8qGbJEys4BWMsFiG5yox+Nem0VP9fg1+rDT+vl/kjxS28P6hpejeBF1CPVtLsra3ubycaPpYuXtb2Uh1DQmGQqAryqDs+U9xXQQ+FILrXPC1uun6hJp6y3etXsupQ/PLckKiGXACq58xmCYGNv3RjA9Loqr63/AK/rb7kLff8Ar+tfvZ5LBZ3sOraTf6jpmpRWt14nvdQnWCzllMe1GhgLoikhWwG3EY6Emta+juZPiZHLpFlfyfa5o4NYtNQ00m0MMWWjuI7grt3AkYUM2d3KqQSPRKhvLWO+s5baZpljlXaxgmeJwPZ0IZT7gg0lol5fokv0G9W/P/Nv9TmfAI+02+t6uVZTqesXDrnukRECEexEIP411lVNL0y00bS4NO02IxWtuu2NGdnIHXlmJJPuSTVujol20+4OrYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVDeXcNhYz3l2/lwW8bSyvgnaqjJOByeB2rlf+FreDP+gz/wCSs3/xFawo1KivCLfojKdalTdpyS9XY7CiuP8A+FreDP8AoM/+Ss3/AMRR/wALW8Gf9Bn/AMlZv/iKv6riP5H9zM/reH/5+L70dhRXH/8AC1vBn/QZ/wDJWb/4ij/ha3gz/oM/+Ss3/wARR9VxH8j+5h9bw/8Az8X3o7CiuP8A+FreDP8AoM/+Ss3/AMRR/wALW8Gf9Bn/AMlZv/iKPquI/kf3MPreH/5+L70dhRXH/wDC1vBn/QZ/8lZv/iKuXXxC8MWWmWWoXOp7LW/8z7NJ9nlPmbG2twFyME98VFSjUpLmqRaXmrGtKrTrS5KUlJ9k7/kdJRXHf8LZ8Ff9Br/yVm/+Io/4Wz4K/wCg1/5Kzf8AxFYc8e51/V638j+5nY0Vx3/C2fBX/Qa/8lZv/iKP+Fs+Cv8AoNf+Ss3/AMRRzx7h9XrfyP7mdjRXHf8AC2fBX/Qa/wDJWb/4ij/hbPgr/oNf+Ss3/wARRzx7h9XrfyP7mdjRXHf8LZ8Ff9Br/wAlZv8A4itLS/G/h7WrW7uNM1Dz4rPZ57eRIuzeSF4KjOSD0pe0gldsToVlvF/czforH/4SzRf+f3/yE/8AhR/wlmi/8/v/AJCf/CsvrVD+dfeivqtf+R/czYorH/4SzRf+f3/yE/8AhR/wlmi/8/v/AJCf/Cj61Q/nX3oPqtf+R/czYorH/wCEs0X/AJ/f/IT/AOFH/CWaL/z+/wDkJ/8ACj61Q/nX3oPqtf8Akf3M2KKx/wDhLNF/5/f/ACE/+FPh8TaRcTxwxXe6SRgqjynGSTgdqaxNBuymvvQnhq61cH9zNWiiitzAKKKKACiiigAooooAKKKKACiiigArxvxRrnijwh42v752u3juEungMl15tr5CxQlXFuHyvlbZCzbV3EhckuMeyVm3Xh7Sr2a+lvLRZ31C3+y3BkZm3RYPyAE/KPmJIXGTyeaTTvf1GrdTN8C6lFfeHBAv9pfaLCU211/ajq9wZQAxLFWZed4OFbABwMYwOkrP0XQtP8PWLWmlQvHG8hkdpZnmeRj1ZnclmOAByTwAOgrQqpNNkxTS1CiiikMKKKKACiiigAooooAKzvEMOp3HhrUYdAnS31OS2kW0mk+6kpU7SeD3x2rRqvf2Ftqmnz2N9H5tvcIUkXcVJB9CMEH0III6ilJXTQ4uzTPLfDHi86F4b1Sy1U6lo+vaclst5Dr11LqEYeT5VlhZWZ5t2P8AVoVBYYG3lqS2+KPiC6sbaKKCwN5L4mOhtPNZT26lDFvWXyHbejAkZRm5wRkZyO2/4V74ZbT7y0msJbhb6SOW4nuLyeW4do8eWfPZzINuPlwwxzjqaLX4e+GbNYhBpz5h1AaorSXUzsboLt81mZyWJA5ySCeTknNVe8ry8vzV/wALr+tJtaNl/Wj/AFscZpfxI8TyT2LajDpLwPr9xoU6wQSoztGrss6kyEKPlUFCG6E7hnAXwx8RvEWrr4Xm1m3037H4mtroJHZxSLJbSQqTuLM5DK21uNoK5HLYye2/4Qbw/HCFgsNrJqEmpxkzycXTghpPvd9x+X7vtWH8O/hhYeEtD0w6nBFca3aW8kDTx3EskSB2JbylYhULDGSqqTznOam14tP+tNfx/roVezuv610/C33HnHgf4iaxpPgbSdF8O2H2qWw0n7ZJENMubx7p3nkCwqYeIeFPzvkZYccGvf7Sc3NlBO0TwtLGrmKQYZCRnaR6jpXNRfDbwvbRWaWNndWP2OA20MllqNzbyeUW37GeOQM43EkBicZOK6lVCqFGcAY5OT+dW3e783+b/wCATa1v66L/AIJkeLv+RJ1z/sHXH/otq+WK+qvFMMlx4P1mG3jeWWSwnRI0UszMY2AAA6kmvm3/AIRHxJ/0L2q/+AUn/wATX0WTzjGnLmdtT5rOoSlUhyq+hq+AdMNxe32ptpR1WPTrcutp5BlEsrHailcHPUt/wGukt9Gh0Txb4tgkhkhsZtHluI41GxlicqcAEcEcjkcYrkU0XxhHpEulx6Jqq2c0omkjGnv8zAYBJ254z0zirvl+Pfs4g/svVTGtkbAA6ac+QTnZnZn8eo9a7asXObkpqz036f53/A4aMlTgouDune9uvb0t+JqzfDa0EtzDBdTtL/aCRWw3Kd1sxjBc8ckecvI468VBF4I025h1B4RexxRwXM9ncy3UI81YicYhxvdSB98bRk4xxkwQ3PxGgnt5obDV1ktrb7JEw00/LFx8v3Ofujk88Dmorf8A4T+108WUOlaoIVheAbtLLOI3zuTeU3bTnpnHT0qP31re0V/X+vL72aXoc13Sf3f13a+SLSeDNHk1bSNPEl9vutOXUbmXzEwqeWWKIu3qSvBJ4z0PWq3jA2reCvCRsEmjgMdztSZw7L+8GQWAAPOecD6VCtt47XUrO/XStWW5sYVgt5BpzDZGoIC42YIwSOc5zzUep6d411iG3i1DRdTeK1DCCNNMMaxhsZACoABwOO1aJP2kZSmml5/4l+q+4ybXs5RjBptW2/wv80/v8jlq63xR/wAky8Ff9v8A/wCjlrK/4RHxJ/0L2q/+AUn/AMTXT+I/DeuT/DvwjbQaNqEk9v8AbfOiS1ctFulBXcMZGRyM9a4M8nGWFSi76r9T1+GIyhmCclZWZ5/aQi4vIYXcIskioWJ+6CcZr0DVdKLatruj6RBo1va6Rbyk21zak3EkaJkyibYW3ZII+cDoMbevJf8ACH+Jv+hd1b/wBk/+Jrd3/EM2skLaTqT+Zbm1eZ9J3TNEeqGUx7yPxr4xfDax+k1GpSTjJfePHg23g8Mz6jJHdWt5ZpbTYmuYW80SOAcwr88Y54LE5x0HQdl400w6vFcWvkTzr/bkjskDohIW1U8u/wAqD1Y5x6HpXETn4hXOnvZTaVqjQyRxxyf8SrDyLGQUDPs3NjAxknv6mp2vPiU0zStp+rFmlaZs6VwzMmxsjy8EFRjB49s1o2rNJf1df5HO4TbUnJXV+vl/ncmm8DaRBcXEkkt39nj0QaoIo7mKRt2/aY/NVdrA4OGA7g4OMGzpXh7Q7DVtSWS0mvLWfw4dRgWd0Lw7kBIzsI356OAMehrInHxBuDIZdJ1TEtn9hZV0ravkZzsACAAZPGMY6dKZHb+PYr2G6XSNUMsNoLJd2mFlMIG3YylMMMeoNK66Lv8Ar/mvuLtNq0pr7/T/ACf3nIuVMjGMMqZO0MckD3OBn8q9J+Fv/IseKv8Atz/9DeuPfwl4nkkZ28O6oCxJO2wkUfgAuBXf/DfQdXsfDviWO90q+tpJvsvlJNbOhkw752gjnGRnFc9SL9nLTo/yZvVqQstesfzRbrS0G2hutUC3C70RGk2H+MqMgVD/AGPqX/QOu/8Avw3+FSQadq9tOk0FleRyIcqwhbj9K+cpQlGalKLt6HVUnGUHGMkn6j7dTqkjtNbKVhUsTB5cAwSPvMRtH5ZP8rd1o1nZjUXkaeRbV4wiqyjcHGeTg9M9faowfEClttlOFYYZBZAI3OclduCeBzjNMnj1+5WcTWt24nKmTNsfmKjA7V0Wioaxbl3t6/8AAOf3ubSSS9fNf8H7zQhsrfT7bUbdPNaf7AHkYkbTuwcAY4xx3NU7zRre2sprxXlMDRRtbEkZZm6g8dsH07U0/wDCQm3MJtbrY0flN/ovLL2BO3Jp91DqMuiWdhHp99+5Z3ctA2Mk8Y9uv51pPknF2g9Fpp5v9H96IjzxknzrV66+X/A/Ew6uaP8A8hyx/wCvmP8A9CFH9j6l/wBA67/78N/hVvStK1CPWLN5LC5VFnQszQsABuHPSuOnTnzx917nXUqQ5Hqtj0qiiivuD4gKx9Wnlju1EcroNgOFYjua2KxNZ/4/E/65j+ZoA4vxz4/ufBtpayRWtxqUs7OzwpcbDHDGu6SXoc7Rjjvmtl/FFtHfWVo2oSeffQvPbqC5EiIAWORwMBh1POeK5nVvB2oa74wutQu9XksrAWH2K2jtFid2VzmbeJYmAzhQNvOB2rK0/wAF+J9Os/DT/adNu73RoLmzczSyBZIZMCNgQhO5Qq5XGD/eHWlrb+vP/gfe+w9L/wBf13/A6iX4k6HFpNrqR1a5ktbuKSeJobeeRjGhw7lFUsqjuxAFTr490owSzf2pOqQ2A1KTfFKpW3OcPgrnseOvtXkWuaGPDdnoOia5q9haGx0W93yTmaOC63SqfKV45YmYkdUJIx/C2a6efwzr3iLT11KwtbDThrPh1NPuLS5Z0Nm3LDaqqcjDEbSVI464xTeza8//AG634pAt1f8Ara/4NnbSePNMjuIIP7RupJbi3S5RYYJpMRv9wttU7N3QBsEngAmqvhDx5P4u8LNq9taXsUqtIv2YlxuKswAV3CK2cduATgnIrAuPA+rnU9BubCW1sp7GC1gudQguplkkij+/CYgNkqMehYqRnpxzqeFNB1rwv4OudIiFhLcQSTtYytM+yXe7OpkGwFMbgCF3dOtN2V/mSrtL5flr+JUvvijqel2/iCPUNL23+im1zFDqDPFMs7AKRIYwVIycjb24rS1Xxn4h0WKyTUNKDXF5LLGv2LUDMkQWIvvYusZP3TkAdAcEnCnJ0LwrrFn4fvrPWtL0bUru9cXF3NdXb3C38uRkOpgURqAAFwHC4HB6mz4X8C2+nW18us6fprR3N/8AbLfToYxLb2JChR5ZZRycZJCrycAUmtGv66f8H/gFXSd/6/r/AD6mz4R8YXPiXShLPHdWd3EkXnxSMMEvGrhl2u3ykNxk59QKg8Y+M9V8KaXNqiWD3lhaqjXMjXvlvhnC/u12tuIzkhig6YJ5wuqG70m70u38NaXbZvLtI7x/IISO3RDliy4AYAKq5z6Y9M3xboev63r2nmCDT7vRLPE7WVxeyQG4uAcqZNsTgouMheMtyegFNtOV13/r+u4o6LXsLqHxOuLO+vWis5JdK066gtLy8e7ZHSSXb9yPadwXeuSWU8nAOKvaf48u77x9deG2sL21SC0Nyl1PLt87EnlnanXbkHDEjOOmME85qHgLV7y41WyWSxXStav4L+5czP50DJtLoi7MOCUGGLLjJ4NaMmgeIJ/iRLrbxWENjJp503dFfP56p5hcSgGHbu5+7nA/vGkunz/L/MOj+X5/5FzRfiLPrXjq90CG2mS2gt2nhvjck+eFk8psJjgbwwByc7c96637Xcf895f++zXn3h/4e3Xh3xtbahbavPcaXa6ULGOKcReZkOWCnZEoK85zncW6kiu8p6WX9dX+gfaf9dCX7Xcf895f++zR9ruP+e8v/fZqKikBL9ruP+e8v/fZo+13H/PeX/vs1FRQBL9ruP8AnvL/AN9mj7Xcf895f++zUVFAHTWxLWkJYkkopJPfipaitP8Ajzh/65r/ACqWgArgtW+JraZq19t0gTaPpuowabe3putsqTS7cFIdhDIN6AkuDycA4572vOvE3w3bxJ4naYWVtYWU15b3V3dw6rcmS68nBCtahVi3EqF3lmIAzjOMC+JX2/4K/S4P4Xbf+v1sXtG+JFt4g8XXWkaWdJMVrcy2rLPqoS9laMfO0dsEOVyCMl16E4xjNvTfGN9N49PhjWNFWwml086hbSxXfn5jEmwrINgCOMjhS6+jHvzVh8NdatNUtLUz6eNH0/Xptbtp0kf7TIXDEQsuzCjLsC4Y5AHy+mv4K8PeJtM1/UNV8VW2l3N/qTHzr+21GSQxRqT5UEUTQKFjUH++SSSxznAI7K/b9P8AP8vMJdbf1r/l+fkzuqKKKAIrklbSYqSCEYgjtxXPfa7j/nvL/wB9muhu/wDjzm/65t/KuZoAl+13H/PeX/vs0fa7j/nvL/32aiooAx9W8T6xpWoQmSy3aZJcxWxuftxEu+QhQViCkFQzAElwepxgDME/inxFaeJLDTbqwtDFfzOsckOqSPIsaKWMjIYQAB8oI3dWAyaq32n+IrnxhFeNa6bdaValTaRPfSRNGxGHlZBCwdgCQo3AAZ7nI0rXSrj/AISq91a9eNl8lLayRGJMcf3nJyOGZsdM8IvNC6X/AK/p/gD6/wBf1/wDc+13H/PeX/vs0fa7j/nvL/32aiooAl+13H/PeX/vs1anuJhYWrCWQM2/JDHJ5qhVu4/5Btn/AMD/AJ0AQ/a7j/nvL/32aPtdx/z3l/77NRUUAMv9Q1KCyd9PV7q54EcT3BjUkkDJbBwB1OATgcAnisS08bXb6FqN5fwSQ3NhctaNb29yZlmlGAqxvhc7iyryowcg9Kv61b3F3pE0FpbWV20mFa3v8+TMmfmViA2MjPO1voa5vT/BN0bVftF8+jGK9N1a2elMksFoPLCbV86IjH3m4RQC5wO5F1/rt/wQ7HTeHfEF3rnh+11GUSWzzqS0InLhCCQRuwM9PQVpfa7j/nvL/wB9muf8I6LdeH/DVvp1/eNeTRliXO3ABYnA2qvH1Gck+1bdAkS/a7j/AJ7y/wDfZq1BcTGwumMshZdmCWORzVCrdv8A8g28/wCAfzoGQ/a7j/nvL/32aPtdx/z3l/77NRUUAS/a7j/nvL/32awNN8VaxN4gbStXshZO1r9rjaG/M+EDb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Jobs seen to be the biggest election
issue
When
asked to specify the most important issue, jobs are mentioned by more
than half (52%), either creating the economic climate necessary for job
creation (24%), just job creation (21%) or job training and career development
(7%). The other key issue is cutting government waste (14%). Less important are
ethics in government (8%) or tourism development (2%). One fifth sees something
other than the listed items as most important (21%).Cutting government waste
and ethics in government (16% and 10% respectively) are more important to
Liberals than Progressive Conservatives (9% and 5%), respectively, while job
creation and creating economic climate for job creation (31% and 35%,
respectively) are more important to Progressive Conservatives than to
Liberals (22% and 23%, respectively).
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)
Two thirds agree government has outlived
usefulness
When
asked their agreement with a series of statements, most voters, two thirds,
agree that the government has outlived its usefulness and needs to be replaced
(65%), and fully one half agree "strongly" (50%). After this, one
half agree that the Energy East pipeline is the key to New Brunswick's
prosperity (50%). Fewer than a third agree with the other statements, including
"I don't usually vote Liberal but I think I will this time" (30% in
total, 26% among past Progressive Conservatives and 40% among past New Democrats),
"I will vote for the party I have always voted for" (27% agree in
total, 40% among past Liberals), and "I usually vote NDP but they are
running a campaign which is too right wing" (22% agree in total, 41% among
past New Democrats).
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)
"The Liberals have a solid lead across the province, and
especially with the Francophone population, and it appears this will translate
into almost absolute dominance of the Legislative Assembly," 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.