odomserup6604

Offer and have members participate in academic packages to improve the standard of their appraisal stories and processes. In this manner SVAI will frequently strive toward elevating the level of competence and professionalism of all appraisers. We look forward to serving you and helping you doubtlessly save on taxes in your car buy. CarGurus? is the leading on-line automotive market that helps customers find great offers and join with top-rated sellers. While we are impartial, we may obtain compensation from our partners for featured placement of their products or services. Find out how a lot your automobile is worth by comparing costs of comparable automobiles in your area. At Certified Quick Car Appraisals, we understand that the process of getting an appraisal may be confusing. That’s why we try to make it as simple and simple as attainable. Our group is right here to reply any questions you could have and guide you thru the process step by step. The amount you might have the power to earn from promoting it to a personal particular person. Monthly guides, monetary news + hot ideas that can assist you save and grow your cash. Flood harm, publicity to severe weather situations corresponding to hail. To illustrate the potential financial savings, let’s think about a recent case. We just lately appraised a Ford F-350 pickup truck that ICBC valued at $20,732 based on the Canadian Black Book valuation. However, upon our thorough assessment, we discovered body and interior damage, which required costly repairs. Our complete auto appraisal came in at $11,470, resulting in savings of over $1,000 for our shopper in just forty five minutes. However, if the Canadian Black Book valuation doesn’t mirror the true worth of your automotive, you would be overpaying on taxes. By getting a automobile appraisal, you can get an accurate assessment of your vehicle’s worth, which may help you get monetary savings on taxes. At Certified Quick Car Appraisals, we offer two kinds of skilled car appraisals that will assist you avoid overpaying on taxes when transferring ownership of your automotive in BC. Our team of skilled appraisers has over 16 years of expertise within the business and follows International Automotive Appraisers Association requirements. We are totally compliant with ICBC and B.C.’s Provincial Sales Tax rules. A guide to automotive value determinations in British Columbia to save lots of on sales tax on automobiles. If so, you will want to think about one of the important bills that you'll encounter, the Provincial Sales Tax . The amount of PST you pay is based on the acquisition value or the Canadian Black Book wholesale value, whichever is greater. However, in case your automobile has defects, similar to injury, rust, excessive mileage, or mechanical points, the Canadian Black Book valuation may not reflect the true value of your automobile.

img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" src="data:image/jpeg;base64,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?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?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?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?+VI2WqsaoOVJV+ijzXIKZciDIZE9UqatgJcKySeCowIcV3QQGQnBDuN5dwzx492MZzjTuGgchAzoOXrjj9seDTKixb8ybVZMl+a3DfdFFQphtmRUUw1LQpCUuJfZFMLgPFSS4op4ELbFhPj9oODSnmrjVcUB2oV+qy2VxJYeKIfcJ8kSFNd6hvLiUDioH0FyCElwNq11gY7Ks8mweQwQfAjTuGuXLj1+c/8Aj1aDnmPT+0dGoy6fTZj8iK/Tn6jFkSlMmY09zcQzTV95xUfuS2Hi4pXILacQVkHr86B/ul/MtUZuJmriYw?/HZiy2TR0y5bHcSVuOoZUSwx8IVGQptSlq7tKsLWopI6LDTYzhOM9ToGWxkhPieR6+vGNBzdcSe1migvqpy1O1aosPKcEU0zuKZIQ7I7pDQeSFOsuIEUL7xSlgHkCghSdUel9qarXFDlrpNapsBmHORIZZVRiHXXJqyyQFrWcohpQEZIT32OfNJKtdIlhkpCS2CB4DTuGv9DPznOg1TCe3eVHtJuotVVpTEpzzw7EFNLjzYeb8nMgLPENlkud95MAsOpHd?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?+iU8+sLeQ1QUKeKi3kqCqTIdST4qLJOMq4hk692P7HuGj1O2Zd7Xcig1dMx1+mNvxA0JsiM7GVNSox+875LLpSlJWWgUIUWyoFRzlw9mizbgvobhmsVGJVXJyJcpSIdPkJkoQhlKWD5TGdU0gFgK5NFDuVr?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?+Haob4ujBPvP3hkKwB5TSevy/03QXYpe4/Ik3ZbRBHh7nn85+m+GqClbkjj?+Fts9Pxh7nZHX5vhvT9+rX3b3TyKRs/d/THUyqTg?/N8N/8Ah8+qpve6Dxzs/d4yCT8JpPT+O0Fz5r3J4ke622SeWetvSMYz7PLfH5dDS9yPSxdttf73NvSDj5/hvX92rUXxdBCSdn7vGTj+k0np4+Pw3VTfF0BKj7z13kg4wJNJ6/x2gujS9x8j8LLaAxg?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?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?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?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?/CX8Yz/wATx0HoWfXRxHvm3KQn2x6b6Xz/AATVDZ1eIx76Fzj0uWe4pufHw/onhoV7l4Vxi23k+GZMj7GnLcsEkRbb8OnwiR4/3NANn145zudcgyMYEam4HzfBNV9yFd5BQ3NuXoMY8npuPn/onjqnLcwlJ8ltodDy+EyPH1Y9DVC5ubjCYtt5z/8AaHz0z/xNB69x9dwkHc65Tx/4PTevz/BNPchXcEe?+dcuSc58npuR8n9E8NZijee/JVGvphpklZwIq1KQE+rqoA58fVrIaCLe4+vclKG51yjkMY8npvT5R8E8dVFn13kFHc25DgYx5PTf8JqUaaCLps+vJAHvn3KcHOTHpvX5/gmhs+u+ljc65hyOc+T03p8g+CeGpRpoIubQrpJ/nNuUAjGPJ6bgfN8E0Fn14AD3zrlPEY6x6b18Op+CePTUo00EXFn10AD3zrl6HJ+D03r8h+CeGhtCvEKHvnXN6XrEemgj5vgmpRpoIv7kK7k/zm3JjGMeT03p8v9E8dPcfXvRPvnXKSkY6x6b1+f4JqUaaCLGz66eh3OuXxz?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?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?+umvmX2hnKx0zn5MeOvhMqtMp7aHahPYjIccbZQp5YQFOOLCEIBPipSlJSB4kkD16C701azapTqbDfqFRmsxYsVtTz77ywhtptIypSlHokAAkk9ABr7h5skAK6nw6HQe9NfJUlhA5KcwD68H/wAerVrDrtFqC3moFViSVxipLyWXkrLRStSFBQB9EhaFpIPgUKHiDoL/AE18xIZJwF5PzHRMhlRISvODjw6aD6aa+aX2lYwvx6Dp46+mgaaaaBpppoGmmmgaaaaBpppoGmmmgaaaaCh1yPev5ZV79JyvrVa64OuR71/LKvfpOV9arQdB7M/m4pH6x9evU21CdmfzcUj9Y+vXqbaBpppoGmmmgge?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?/Hr7LlQhzqyhqME8YyX5CpLFYXI7k8H1Ngh5Ge9BiJ5oOuxPuZzlI69D08dMo+TQaqrwuPdawLflU2Dcdupq09iRMaYn?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?+IjiGiK9uJZVLrtctqNb?+5JmU2qxafCiy9xrkakyS+qioDq0CQoNoS5XGwUlXI8E4B5KKJ5Hd2oVSX5kqpbkvLiIQKi5Dvy41RYrqslKC85LQEkpHLqB0Kc45JzNmuzxtYuvu3DMjVGoVp?+U3MdmTKq+666609TnUKVlWOi6TTumAMNEY9NXK8qfZ9sWqrQ93VUiBM1ipBqJVX2m1SmSe5eWjPFSkhWPSBHRPQ8EEBp+o31sfTVRavIrO47NCkuIDVWcvu5FNSGFUh6pAtIRKUpTobjq9BXHODhRWQgyObI2WpclqFUarutGksvJZlNO3jcuYOVR0JU+fLMJSTLjHPXo5nGAopmdS7Mu19Zp0Kk1ajTZMKCx3LUdVWkcAoQX4IcJ5ci55NJdb5k8vxT+MkKGXd2PsqU3N84xZk56pAibIfnOrdkYUwpOVE+ryWOB/vWwPWchE7GtbaXcNFRXbNxbjyGabMdivPG/7gSkvNOrbcSD5bnottQ4nHTB8CDqXe8VZSgomt7gZWAFY3Dr49Xq+G9NXcLbOJbk6tXJZ76Y1xVxthl6fUg5NR3bS3FNoUgONqWEl50j0wfSGVYAAqaNvIUqT7vLN6jCCbTlEp?/wDaPXQWnvF2Vy5ee9wc44/nDr+MfTNeRsRZISlIre4OEkkfzh1/15/4Z18dZAUneIZHu6s7/wBVJXT/ANo68Cj7y4SDfdm5BOT7lJXUdcf/ADj09X/doLP3ibJ4qT573B9I8j/OHX/8bodirKJUTW9wfTGD/OHX/wB3wzp/Zq9NH3lwoJvyzAScg+5KV4f846oaNvJlRTflmjIAT+Ccrp8/3x66C0GxdlAgit7geiMD+cKv/wCM0RsZZSEhKa3uBge3cKvn/rmavPM+8fIH3d2b0Tg/gnK6n2/5x+f9uvIo+8wCQb7s0kHr+CcrBH/OWgszsRZB5Zre4XpnJ/nDr/j0/wCG/Jr0di7KKlK897g+knicbh1/w+mdNXfmfeU8vw7swZPT8E5RwOnT/OPX1+zVTR95CT+HlmgEYA9ycrofb/nHQWXvFWV6J897g+gMD+cOv/4zrp7xNk4SPPe4Poq5A++HcGc?/TfD5NXoo+8gKfw7s0gDBHuTldT7R98emqeZt5QlIF+2aSDk/glKGR7P84/NoLI7EWSQsee9wR3n42Nw6/wDu+GdP7NehsVZQUVee9wSSMfnDr?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?+VusOpdSmRfVbfbKh4BTbktSFp9qVAg+sHX1TR95gkBV92bnJJPuUleHXp/nL9/7tfWNSN2Uy2nJ15Wk/GDgLrbNsyWlqR6wlZnqCSfUopOPYfDQTEAAAD1dNV1RPgM+zVdA0000FDrke9fyyr36TlfWq11wdcj3r+WVe/Scr61Wg6D2Z/NxSP1j69eptqE7M/m4pH6x9evU20DTTTQfN4ApAOPHw9uuRrq7It73U9fbMmoW65Trv3WpF69y5JeSpVKjNR25DDmG+jyg04AkEoIUCVpyRrr3TQfnzen8nnftUjQkW7UrMjSIsC5KHDffkS+9osGVVnJlNdiKSySp1llwsFslASFK4uKxrG2F/Jv31S515z7tdteSirWbPpFuxF1xyWzS6y6CGpaEs06I0y2kqUr0GlKSpSjglWu3N75+7lM20q03Yuh0Sr3q33JpsOsvqaiu?/dUhzkpKknIb5kDknJA66k9sOV5+2KW7dMeLHrS4TKqizFWVstyigd6ltR6lIXyAJ9WNBwfdXYI3muCM5Bi3RZ7ctylBhNyOTpgqSEi3TTDRw2Ge78gU+S+XM8/SVltS+utt3v2UKkdkrD26sKnW04u2KjDq9eoNTmSGaTckhMVTT4kvoQt05dUl5KlNqyptPJI9V1upR9z2e0dNu2n0uuT7Dj2zb7U+JBadPfzUy6wUOISlKu?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?/8AxNUTvZs2oAjdiziCSAfPsXBIzkf5T5DoJrpqFnezZsZJ3Zs3A6H7/Ren/T0O9ezgzndizcpGSPPsXoP7+gmmmoWN69nDjG7Nm9Rkff2L1H9/VPfs2bPUbsWbgnAPn6L4/wD4mgmumoYd6tnUglW7FnDHjmuxf9pqnv17OZI99izcgZP39i+Ht/H0E001CxvXs2SAN2bN9IZT9/YvX5vT0O9mzYGffZs3qcD7/RfH2f5TQTTTUKO9uzYCid2LOHAZV9/Yvoj5funTVffq2czx99izc+OPPsX7egmmmoWN69mzjG7Nmnl4ff2L1+b09Pfs2aIz77Nm4zx/z9F8fZ/lNBNNNQo727Njl/OxZvo?/jff6J0+f7poN7NmyoJ99izsqHIff2L1HTqPT6jr46Ca6ahY3r2bOMbs2aeXQff2L1/6eh3s2aAJO7Vm4BwT5+i9D7Px9BNNNQs717NjlndmzRwGVff2L0Hy+nqnv27N8gn317OJUMpArsUkj5AHNBNdNQob2bNKAI3Zs3BOB9/ovU/8A4mqnezZsAk7s2bhPQ/f6L0P9/QTTTULO9ezgJSd2LNynqR59i9B7fx9Pfr2b9EDdizSVDKcV6L1HyfdNBNNNQob3bNEchuxZ2M8c+fYuM+zPeePyaqd69mwCTuzZvTx?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?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?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?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?+45JqkKrisRZ8FDSFxXW5SnY6UJU2UKCEYa9NBKkgk+kci79961MZ803pjlx/Iqs+P0XQ7u2oOWaVefoeP4FVn2f8l6/wBmgiNP2VqdmtSKtaN9VKdWo0CsRqQK2iN5JFeqUhuS88sR2EOLw+0lYTyHo5TkfjCV21Srxs626RatHt?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?+RVZ8fougv1VHcPisotm3c/wBQGuP/AL/gmq+cNweXS2rfx4f58e8fonhrHK3etNAWo0q88I8cWVWT+z4L1/s1X33LVzjzTefhn8i6x4fRdBkBUNwsJJtm3h09L7+Pfu+Car5w3DCfyZt7ly8PPj/hn/knjrHDd21DwxSrzPPOPwKrH+F6ae+7anHkaVeYHLj1sqs+P0XQZA1HcEcsW1b2f6ua4/7PX8E084bg8h+DVvccdSK49nP0TWPO7tqgKJpV5+h4/gVWf3fBev8AZp77tq8wjzTefIjP5F1jw+i6DICobhZSDbNvE59LFcf9nq+CaecNw8HFs28Ty6ffx/GPonjrHjd61Dx+9V5jl4Zsqs/4XT33bUwT5pvTorj+RVZ8fougyBqG4PpYtq3sAZSfPj?/7/gmr2mzLmdWsVmk06KhKRxMWeuQVH1jCmWwPkPXWCO7lqgqBpV55SMn8C6z/AIXrrLUG9qNcbjrVPiVxlTSQs+cKFNgAg?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?+lIlbfX3d1Eo1Qbn2RCffk02pNFlanBBTMZBLXeEJcbdaOUhSk8iCnkCnQbNLDKv6oPzH5c6qpptSShXgfEZ1olztV2tZlms3dugwIDT5VlVPDpSkd4UNgMTER5iypWE5SwUAkZUBki53D7RzFobhsWXRrRlV99t9uFNSy82ytl92VR2kBBcUEKSW6w2o9R6SEp6AlQDdncNew5PXOTnVSw2Tywc/wDGOofYm6lubgyavGoMeWE0WW7BkOPKZ/yzTrjTiChLinG8KaVjvEI5JKVJ5JIOpmOozoPIbQCTxGSMHpqvBPsz8+vWmg88E+sZ04J9mvWmg88E+z5dChJ6Ea9aaDzxT7NOCfZr1poPJbSemNOCdetNB54J9mnBPs6ezXrTQU4p9mqd2n2a9aaDzwToEJAwB4a9aaDzwT7NOCT6uuvWmg88EjpjTgk?+rw669aaDzwT7NOKfZr1poPPBPs04DXrTQeeCc5xpwT7NetNB54J9mqFtB9X79e9NA0000DTTTQUOuR71/LKvfpOV9arXXB1yPev5ZV79JyvrVaDoPZn83FI/WPr16m2oTsz+bikfrH169TbQNNNNA015WriAcE5ONfMyUcuODnrge3Ggxl32dad/W9LtO+Ldp1dos8JTJgVCOl5h7ioKTyQoEHCgkj2EAjqNZCDAgUunMUylw2IsOKyliOwygIaabSMJQlI6JSAAAB0AGoRvltHb?+/W19Z2pueq1emUyuJaRIk0uSGZCA26hwBKiCCCUAKBBBSSPXkSu2qHFti26ZbEOVKkMUqEzCbelO96+4ltAQFOLP4yzjJPrOdBrTcejbH++FRI9+UtSrlvZLMGnyQ9JQSKYJMlrDjagmOUibJHMFJcEhTaipJ46tBYfZsvFiXW4NUpUplEB2BPk065nUtqgsNNIeZeUy?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?/MLnj9K1U3DeQIzYRxjJ++jXQ+zw1QXDefFJ9wByT1HnRnp?+7QUTTdxspzeNEIA6/eFwZP0rpqhp24+B+GNEyDk?/eFzqPZ/StV90d58VKG36uhAA86M9R06+Hy/u1U3DeYJ/AE4AyD50Z6n2eGg8mnbj4VxvGidfD7wuej0/5T1/dqvm7cXln3YUTjjw8wueP0rVRcN5kj8ASARknzoz0Ps8NBcV5nH4AKyTg?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?+nj0x/bqzFxXmR1sBQOev30Z8Ovya+sev3W5IQ3KsksNFwJU55xaXxT61YAyfm8dBIkElCSoYJAJ161QEKAUDkEZGq6BpppoKHXI96/llXv0nK+tVrrg65HvX8sq9+k5X1qtB0Hsz+bikfrH169TbUJ2Z/NxSP1j69eptoGmmmg+T/AD4DhnxycezX583NtfvZL3yvmZZm298xrqn7kQKtQbvVMVGo0ahNMxxJaeJe?+6tr4vJDQaVkqzkYGv0L00H58M3l/KGrcpqnaTfCaYpED3bumiUgTadJMxaZSaIkJ4yGe5CcKUHSE8SDy5ayh3B7cqGptvUq39wpDrFTuiVDq1SoNNbL1LNEeXRGnO7QlPfiaGuQCB6foLODxPW++O6g2U2vrW5arNrt0ijIaWaXRWO9lvBbqGyUp?/0U8+aj6kpUeuNSm3ayq47bptwGmTaaanCZl+Rzmu7kRi4gK7t1H9Vac4UPUQdBwhcNV/lGqPBlSbOqNwV2px0W05Bi1Kj0xuPKem02QqpoeUllvDceUywE4Ujip4halpxjH0mu/wAofV3KwhVavCFEh2dVarBUq24CZL1cajtKjQlreipStC3kr4hDY6OLSFrGCjpLdXcq7rC3AVPmOVSXZrMeno8jt9cB6azPeedbKZjEj7uWXsxm2VRiFBXeFQAHLVtQO0PuFX4lRkQ9pYa1QKIq4kJNdwqbGLSFoRHQlhRU4oqUgFXBKilKkkhRADQNdHa?/tK9b8kUCNujIeuuqU6ZEkRY8FdMgsKprZc4hUZxzKJKO4DSOA4nm4o4UpUZh212xqpcFPuG9KLeNSqtfqViVOTEl0Snv0hpUZ3hUFOoLSjDdb9FY7rifTKsngjj05Ru0vIuS8otItigMLg15huVR51RqYjwHouamfKApLBWC+3ADjY5KSptXP0ShXOb7T7wVvcqfUW5FmO0mnsh9UKQ7KSpbymZLrC0LbwClQLYJxkAlSScjQcs0q5P5Qiqzrdp7jl3QG5r1NavCY/RKUE02YuoqRITTSGlB2KInp94oOAYQeYUSD1j2e5m5723jcXdtya/X4dXq8LyqZHaYelQ2p76Ib6kNJSjK4yWVZSlIOc4BONaAtLtNbtSLc20rN4UUBq4LNolUkLjyoqDUpUuqUqKqQSWlJYTwmuEtnHRXRSCAtMptTtM3tVbjumPVLVpENNvUahKk0tc15LsKozpLzRDri44C20oVGUtxCloCElSSor4pDqMrQCAVgE9B18dVyPDXNcDtV1FdcuaLVrLpMOg2KYXukrHnxa22W36lPgOPsAxwlxppcAuOFa2+ILqepR139atQqFatqk1qq0w02XOhMSXoSlFSoy1oCi0SQMlOeJOB1HgNBlikHxGdU4J9mvWmgpxT441Tgn2fLr1poPPBPgRqhDfgSP269601el2bj21uR5obVAetdymSroLjbXOoeTwG20SoDTXHiouPPxFpdJJAVIQQD3atBuLLWOXJOMeOdUPceBUn9uudrS7Stx1it06HcG3zNDo9QTGfTVzUzJaWmUkFhKUNtlaFFRIDjwQ0viOKsqITC7l353mtGVIq1Wmx00ifbtHmeTORmu+pE+qVGoGKFHj6bYZjtRFA5V3pQr1qIDr77nnxGc48dV4J8ca1PtlvNKv2410OZbrcBEiDKqUThJLj7LbE1URTUpsoT3TpWkniCoZS4knKMnbWg88E+ONOCfZr1poPPBGc8fHVeKfZqumg88E+zTgnwxr1poPJQk+KfHTgn2a9aaDyUJPiNOCfZr1poPPBPs04IyDx8NetNB54JHgNOCfZr1poPPBPs04J9mvWmg88EDpx+XQoSfEfJr1poGmmmgaaaaCh1yPev5ZV79JyvrVa64OuR71/LKvfpOV9arQdB7M/m4pH6x9evU21CdmfzcUj9Y+vXqbaBpppoGmmmgwl5XfathW7Lu29bhp1Co1PCVSqhUJCGGGQpQSnktZAGVKSke0kD16yMGZDqNNZqECS1JiSmQ8y8ysLQ62oZStKh0IIIII8c6wO5W39lbo2dPsbcOgRK1b9SCPLIUokIcCFhxJyCCkpUhKgQQQQDnWZo9OplIosOkUeKxGp8KMiNFYjgJbaZQkJQhAHgkJAA+QaDT1Y3p28g7nVuk3Nb1HhLtBxmM7W5MyGuU2p1iO4jhHCjKDZ8rbTyCQnKjnprKUbd3ZGLHlv2+4ywkL4rREoUhtcl0ud0tLSA0FSFpcHduJbC1IUCF8Sk6+tXp+3gkXG3NqktuQ/ddDlT3G0DvGqgVwExGgeB+5rUzF5eP8AlF5UnxTBhsLsVIRMZp18RWmplWXIgJQijuqhz1vKdW20tyMpb5KnFjun1OgBeAAQkpDY1avTaKPaNHuCpinTKFXG2lU3uKYuX5S2hpbyChlttSyltvvFk8cIAUTx8NWVibiWzcMm97jpdoOQqbQ5i47lSYp7qnqsWkqLi20oZHfpBBSjulOqXnpx5AKjN5QNoor9C23mbmPW9XrTjNhmTEEOM+iNMZfbX3iCx5MhDiGnCeLaeBS2RxBAVkoFobTe99VtnKbdEmnUqdIMFlbkhpDneutNPIRGU4nu308XWxji4lQJQrkCU6D7QN3LArd0UO1qHbjMyJURHjxZLkTuRGyKkotKZcQFoLblHUkoIGFFPhx1jWd2dpKde137f1K1oFOcs+TEpgTGpvlT1QM6IZPBmMy2p1QKEu8wAchlaj6IOL22dk9urBnQKszdU12TQJa5BMp2Gy2HlGpvkLbZabQjpV5KuKEpwhtrH4pKohWtpdh7u3SuasC/pnunuRVHrwIXBlRh3bEyGx5G0+w40/yQiSFoUHSkgKTwOCQl0/cjs91aBLtUyYztPU3F5sw6S/5NLb+4SGYra22u7kKV5UyrydsrUpMgjh6Z1OK5uZbtuWxEu6qLqjVKlBIC26LMedZ9BSyXWW2i6yEpQeRcQkJIwSCRrVlV242dnUWLGdu2WwuoSYj7ccxYDjmZseJT2ucJ2MpoNqS2wMKZ4pUpXgAEjLVXZrbq8NtrbtaNe800WyVrKJjMiHKCgiMtlxL4facZGEOKxhCS16PDgkAaCSzO0BtdAnSaZLudxEmMnlxTAkKS+oKZSWmFhspkPcpMdIaaK1kvIwPS196NvNblSssX1NaqUCE5VZtJYjKp8hyY67HlvR8CMlvvuSu4UsoKApCQeWOKjqHVDZXbG5oFJk06/ak07RZaqhTZ8KoRFqZkLcjqbcJLakLAcgo4hQKThwEK8BZu23srXrXd20c3XblyaBMXdrtUkSKc+82/NkylKfX3jBiKCluyG+JaPFKk9EqKFaCXU7tJbP1VT4pt6JksxGkuOy24chUb0obcxKA93fdqdVGebdDSVFwpPRPRQGRqO+G3dIoztxVivP0yDHJD4nwJEZ5oht1zitlxsOJPBh1WCkdE/NnWVO2k2Ncp1Vt5N6zmDIuKNUkSHlwooVUUUSHBYXDCWUMrQloRXE92lSA8SkYT9yFxfuzFgX1EqLV6b219+Iy0YlYCZtLaC5CmZDCHXSmMO7dS3KWlKE8E+i3lKiCVBLJnaR28RDqMmlTqhNdpvESGF0qZHLf3ZltYJdZSOaUyWXO7HplC0qAKVJJM9obZ+qVB6LArVRm1GBFMiTEi0Ce9MiNKkOMEOsoYLjJ76M6kpWlJBbyRjB1hnbK2rvCgIvhq?+J9JiXs?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?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?/de1dYoFIrFvUutNyDNgPNxHJbUp1DbrnlCfQcEYBtzu0hPMF7uQTgOkuDYx6I8cj59U7lrH+TGtF2F2qqfuXuBRbKtrbutKZnM1Y1Ga7MhFNNeheQKAUG3lJebW3Uo6gtlS8d42OJ+6d1fzu1NaFJVWXqxatwwIFKFSEeoSfJER6i7BnIgyGmSX8oIkPMoCng0g95nlhKikNzd02U8ShOPZjpqnFnlxKU5xgDHq9n7tc7RO3Zs9IMhblOr7TEBEpM51LcZ8xpLDbjq2C2y8txeW2iUPNpUworbSHOSuImkHeaTGoFw3PdVjVqkqo9fiUdmkYjvTlqktww0Fdy84ypSnZiSODh9DjkBeU6Da/BH+jrzxZB48UgnPTHj7daMf7XdnIudVlwbJueoV1TnkjEGKunrcdmp4B2MT5VxaW2pZSVulDZLbnBawMmyq3aytuhR37tmUGa9QjT6dKZYQ5GYqDbj?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?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?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?+SFTJTcycUrQvKFl/unQoKCkEDuygdNa7e7KqXrrqNYFYjebKhMTJiRI5diKpRRLckpXHLZAKuTmSMJ9JAOSMpOf2b2EkbXv0p2TUojz1LhoiyHmS78MUmOloPlCjxYJwolCc9PFSsDAZNfZ/wBnCZMWcquTUTYy4NQjT7wqkhuoB1tbfwlt2UUyHChZSlboUtISkJUAhHDPULbjbihUCVbEN16TDFRj1qWqdW5U2QqVHW0pp55+Q8t4lJiNdFK4nuiCMZGtTVnsx1eqxqtT40qzJhms3LEFQn0xb0vNWf75LzmFZU7GBDaQFDmgnCmhgauqL2Wvc/QEUuJXaXLnIqNXqMp?+XByKmJVwt1VtmVg8nAltvydZOchwqAx6Og+9yWtsDfdc86N3TctPlTq6/HUim1ysQmJc?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?+hkciGQhdnzYyly36h5qdfUyHRUTPuCZKRMccSv7rNS8+pMl0JdUEOyAtxCSAhSUhOvDO0Wx1qSmWX4Ulcu4YtQpbc2oVqdOfmMSER1PtuyX3lrXlEOOEqWvKUspSggE5wlA7NyoF0UmrV6dSqhBpL8lTkdULmaul1yUtL0zllKn0F9ASrr1DqhjmEo?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?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?+fX4qraioYkVJxkzvKH3qYuoltIUkcFtNPFoehhSXOJTlvV1a1pb90ONeMl6XdEmTWrojT/K5DLaVKo/krTXBppMjkHULZQgkrC1NJ5HK1Ea6wbbDaAgYwOgAGAB6hp3YzknQaRuaBvA1YlnMsTa9PlsRHUVuTT2o8epPyREX5OtSFKLaEF/BWlJPUoz6HMa+uyVI3zp0uO7urMlS3JtKfcqIceaWyxUEVB3ukx0oxxQY6knBz0SjOFcgd08Pade9Bymu3e0DR6q1T7W90sW3EzpSq2iQWXVkuSZbjCoQQ4hYaAUwXOKwcKbwCQ6NWlo2b2iqdeV3ipSbmQzXanbkml1KOITDLpEKIxV5EloFfBZbZISnqkKSeHXqetSjJzn?+zQoBGD+/QaL2UPaONyNe?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?+ilK0hKk5KQP98fAgaDUNp7f1Gff7t00i6qFOhx20MebINRUtNNWHHvxCpCj6RUOuU9UkdQBjoCPMiJUmH5S2qQlJUWwrkrAwCcePQkft1pysdmxivKp66hedRbcpa+MYxGEMDueSlcXOJy4oFWQsnoR08TqVWbs/R7JraKzTJbilCCIS0uNpJUOLYUrl4gqLQUfaSc6DYXfsgZKxj26sFXNbyKt5hXWoaalwLnkinkh3jjPLieuMdc6jtR2ntOpUtykyVVNxhyYZyu+qDr6g6f9EulfFP8AvU4A9Wo/deyMO57leuFFwzIJebSlbTLKMLUhIQnnn8dGB1BGT1HLBxoNmO1GAy2t16YyhDaeS1KWAEjGck?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?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?+sqZQUuEDx9EHWytqd6Nt956Iuu7fXEzUWmFlqUwpCmpEV0eKHWlgLbUPDBGtL1fs17ybcNm4th9/bolTYo7zzBdkrzjAn48WytXptKV4ch4a1bVbmXWKTL7Wu1dtvWtuNt9J837j2iPRTPjN479C0j8dQQe8adxkgeOg72BGB01XUXoW4dpVq06JebdegRqZX4zMmC7IkIbDveI5pSCojKsHw?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?+E43S7Gq0upo4Jx39pVVQU6Wh/W8lkglSRnCVZwNb0o15M9lDcGsVmaHqhsjuVNNw0+uwEF9qi1GQAXkvBOeLDhwsL8ATg6DYd3wKg9vBTWbQv2uT7kXU2ZM+OmaRTaXSBguMOsD0MuYIRy9MqXnoBrOdr?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?/8AcYUX/wA+m8H/AK2SNcoX1EuHYTtQONXBd1fue0LVYjGU9V5qpUlmh1ZJiyCpavSUhuQhC+vgFHQbGp1CpUjbvsgWE82k2/UJzFSktE+g9KZiLea5eonvTy69cp13FW41QlUWVEo85MKY4yUsPqa7xLKvUrj4KI9muEbMtSuXhtLM7OEKssQd0Nlaw3XbMkOrwmpQErU5EcQr?+s042rulqTnGfVronaHtW7e7gxPc5eU5uzL5p4DNYt2tOCK+0+nHItleA62SMhSc9DoJJ2bJ9cqm0kCRcdck1iooqNUYenSf8o+W57yEqUB4eikDA6AAAa1MxBhQO3Df9uxWm/Ntz7ax59YYA9EvtyFsoWr1ZU2tSevqTrYd5b97CbAWyYTNdphc7x1cGg0dwSpkuQ6tTikNstlSiVLUo5xjqdc9VKvXvt3Y17b3XxSO43c3nW1b9o22lfORDilJRFYUB6081OuHwSTjOg1BUKvYg2K7NdM3WYcqFpw7xrESTGQw68XoMcSENHg16akpynw+TW16Lan8njXngbG3fm2bKWeSURrnmUtbZ9YCHlAD5tZns2bfRatvXQbZhkTra2CtrzN5ak8mZVxSwDMKfUeCSoH5V/JrrK4dqNs7sZXHuawaBU23Oikyqe04D8+RoOeqJsVc6EIkbQ9uO63mkpBajT5cStMK9Yzy9LH9ushMvTtn7Qgyrssm291Lfjjk9Mt9Rg1RDY8VCMslDhx1wk/MOupFWuwn2YKm45Lp22se35iuolUSS9BcSfaO6UB+7WvLxpW5/ZKd93lk7lVzcCxKUpBuS161KEudT4RUAZMZ7/KYbT6RQrxCTjw0HQ2zu9di73Wz7pbJqC3EsuGPMhyGyzKhPj8Zp5pWFIUPlHX1an2uQ70nUDarfzb3tD2U+0mzt1w1bdweTDiw/IeT3kCYQOnPIKCfYeuuuWyrBBIOMaD3pppoGmmmgaaaaBpppoKHXI96/llXv0nK+tVrrg65HvX8sq9+k5X1qtB0Hsz+bikfrH169TbUJ2Z/NxSP1j69eptoGmmmgaaaaBpppoPKtaP7Yt81mytjqtGtZ4tXFc78e26OpJwoSZjgaCxjrlKSpX9mt4K1zN2olKrW+HZ8sklZYk3VKq76B1SREiLWnI+RRGghu8dqQbWsravsWWbLVSodyNFyvy2VcFoo8JAdmqJHrdVlKj?/vlahu2Gytn9ru3rq3Jq7zUWi0tt6gba06G+EC32IpHdzAlB9F5byeWT/V1lu1Dca4O/G4NeZUtC7N2cmIYc/qNvzX1pH9pAzrHX52YbO2j7LCd29t69XLHu2hWc1JlSqLLU0zUXu4Ty79hWUKKivqrAPXx0HSfZC3Ire6GwdtXHc7xfrLDblNqL+Oj8iO4ppbo/43Hl/brcx6p6a1p2bbFgbc7GWVaFPPJMKjxy64fxnXVp5uLPylSlHWy/DQaW7SnZzp2+tvxH6fOZpF30FS3qJVVsh1CFLTxcYeQejjDifRWg+IOuIaBujvX2SJEmw7xtFkWtIWtK7dr6lKpCsn0lU6fxUlDajk9w9jj4Dw1+o5SFYznp7Dqwq1Ao1dhuQKzS4s+M6MLZktJcQr?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?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?/ZS2ykvgB1qgsRlgHPVrLf?/wCnQby8dV1QeGq6BpppoGmmmgaaaaCh1yPev5ZV79JyvrVa64OuR71/LKvfpOV9arQb+2ifcj7aUhbcR2Qcvjg2UA/5dzr6SgP36lfnOX/qGf8A32P9pqBbUXVbdOsGlwp9w0uM+335W2/LbQpOXlkZBORkddS33bWf8bKF9Oa+1oMh5zl/6hn/AN9j/aaec5f+oZ/99j/aax/u2s/42UL6c19rT3bWf8bKF9Oa+1oMh5zl/wCoZ/8AfY/2mnnOX/qGf/fY/wBprH+7az/jZQvpzX2tPdtZ/wAbKF9Oa+1oMh5zl/6hn/32P9pp5zl/6hn/AN9j/aax/u2s/wCNlC+nNfa0921n/GyhfTmvtaDIGpSz?/wDMM/8Avsf7TWodwds7wu/fzbTc+JBQ3RLJjVVMuO7IQJLr0ltCGy2kEpKQEqzlSSOmAdbO921n/GyhfTmvtae7az/jZQvpzX2tBzLvB2aN09xa5vNVqeiltp3AolJo1FTJl8THRGXye7/iFcQcnjw559eNbO352yurc/s81jZ+3aYiPUajT4sFDsx9CI4Da2yvkpBUrBShWPR8SPDWzPdtZ/xsoX05r7Wnu2s/42UL6c19rQVoPldGo8KligzcRI7TA4rYx6CAn/6z5NXxqMzxFBnf32P9pqw921n/ABsoX05r7Wnu2s/42UL6c19rQeahVrqabUqlWeJDvqTIqLbKT85Slf8A1aitVuPf1LeKHtZaql58Zd1uAf8ARhnUs921n/GyhfTmvtae7az/AI2UL6c19rQacrFV7cUsLTRLL2np+fxFP1uZJI+cBhGdfCuw?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?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" width="301px" alt="factors"> With our Value Range tool, you get a practical value of the automotive you’re contemplating. Start with the knowledge of what others have paid for related vehicles. Our Value Range software uses your postal code to find car prices in your space in order to present an correct value. He was quick and attentive, the appraisal he gave me was right on with what I truly paid otherwise ICBC would have made me pay taxes on a complete different worth. One way to inform if an appraiser is legit is by asking in the event that they rely on Uniform Standards of Professional Appraisal Practice . The more information you present, the more correct the estimate will be. It presents estimates for your car’s trade-in worth, average asking value and future value. Provide your car’s VIN to get a proposal and learn how much your automobile is price.

h2>"Automobile Value Determinations" In All Categories In Ontario</h2> CARFAX Canada's Value Range device paired with our car history report can help you dive away assured with the data of what’s happened within the car’s historical past and how that impacted its worth. When choosing a car appraisal service, selecting a good provider with experience within the Canadian market is essential. Look for a provider certified by a acknowledged group, such because the International Society of Appraisers or the Canadian Personal Property Appraisers Group . Yes, should you want an official certificate of value for authorized reasons.

div style="text-align:center"> <iframe width="561" height="319" src="https://www.youtube.com/embed/3bP1WbvrOTQ" frameborder="0" alt="Car appraisals in Canada" allowfullscreen></iframe></div> Appraising a automobile with out this data misses key factors that influence value. You can start by contacting a local car appraisal service, which can provide an in-person automobile appraisal. Another possibility is to make use of an internet car appraisal service, which might estimate your car’s value primarily based on its make and mannequin, age, mileage, and condition. Get fast outcomes ? most of our value determinations are accomplished inside 45 minutes. Contact us for a free consultation ? no payment required till we determine that our appraisal will save you taxes in your vehicle buy. CARFAX Canada provides probably the most comprehensive and dependable automobile history reviews in Canada, giving you peace of thoughts whenever you buy a automotive. In Canada, car value determinations are significantly necessary for classic and classic cars and autos that have been modified or personalized.

h3>Official Bc Fin 320 Car Appraisal Type:</h3> Once you’ve contacted us, our staff of specialists will guide you thru the method step-by-step. Our appraisers use the most recent tools and technology to discover out vehicle values. After evaluating all of those components, we’ll give you the finished and signed official FIN 320 appraisal kind, which is required by ICBC to save on taxes when transferring car possession. At Certified Quick Car Appraisals, we provide online car appraisal providers which are absolutely compliant with ICBC and B.C.’s PST laws. Our online appraisal service permits you to submit your vehicle information and photos on-line, and most appraisals are completed within 45 minutes. As we mentioned earlier, the amount of PST you pay is based on the Canadian Black Book wholesale worth or buy price, whichever is higher.

ul> <li>However, in case your vehicle has defects, such as injury, rust, excessive mileage, or mechanical points, the Canadian Black Book valuation could not mirror the true worth of your automobile.</li> <li>Compare well-liked locations to promote a automotive should you reside within the Greater Toronto Area.</li> <li>Provide your car’s VIN to get a suggestion and find out how a lot your automobile is value.</li> <li>Many dealerships will appraise your automotive when you try to promote it ? although you would possibly have the flexibility to get a extra unbiased opinion elsewhere.</li> <li>The price for this service is $84, and most appraisals are accomplished within 45 minutes.</li></ul> Welcome to Certified Quick Car Appraisals, your go-to source for skilled vehicle value determinations in BC. Our team of skilled appraisers follows International Automotive Appraisers Association standards and has over 16 years of expertise in the industry. https://onlinevehicleappraisals.ca/ are dedicated to delivering dependable and accurate value determinations that will assist you avoid overpaying on taxes when transferring possession of your vehicle. You could have heard that a model new automotive loses 20% of its worth as soon as you drive it off the lot. But that’s not all the time the case as completely different automobiles lose worth at different rates. Paying consideration to your car’s price of depreciation might help you time when to trade in your car to get essentially the most bang for your buck. Bring your car to a dealership and trade it in for a unique vehicle.

h2>Step 06:</h2> Our skilled appraisers adhere to the standards set by the International Automotive Appraisers Association, ensuring the accuracy and credibility of our auto appraisals. Most auto value determinations are primarily based on e-book values, which can be a great place to start researching used automotive worth. First, the amount a automobile is listed for and what it truly sells for are not often the same quantity. Second, this method of auto appraisal doesn't consider things that have occurred in a vehicle’s past which may include registration history, odometer readings and reported damage.