Wider tires on stock 18s
#1
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Wider tires on stock 18s
I originally posted this in the new Wheel and Tire Tech board but that board seems dead, so trying here.
I know this was posted before but i cant find a thread with the info I need. I have the stock premium GT 18" wheels on my 12 GT, and its time to buy new tires. I'd like to start tracking my car later this fall and looking to get just a little more meat out back. The stock tires are 235/50/18 and i was wondering if there is a 255 I can get on there comfortably (255/45/18 maybe?)? If so what sidewall size, and is this a good idea?
Thanks folks.
I know this was posted before but i cant find a thread with the info I need. I have the stock premium GT 18" wheels on my 12 GT, and its time to buy new tires. I'd like to start tracking my car later this fall and looking to get just a little more meat out back. The stock tires are 235/50/18 and i was wondering if there is a 255 I can get on there comfortably (255/45/18 maybe?)? If so what sidewall size, and is this a good idea?
Thanks folks.
#5
I think I would ask your question to the tire manufacturer you plan to use. The reason I say that is that a tire that is "too wide" for a wheel will cause a very "sloppy feel" in the steering on a road track
http://blog.tirerack.com/blog/letter...me-of-the-time
When I recently upgraded to Michelin Pilot Super Sports, 245/45/18 was the biggest tire they recommended on an 18" wheel. If you were just buying for "street use," might not matter. High speed cornering on a road track really stresses the tires and shows up any "misfit" issues.
http://blog.tirerack.com/blog/letter...me-of-the-time
When I recently upgraded to Michelin Pilot Super Sports, 245/45/18 was the biggest tire they recommended on an 18" wheel. If you were just buying for "street use," might not matter. High speed cornering on a road track really stresses the tires and shows up any "misfit" issues.
#6
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255-45s Fit awesome!
Slightly (.3inches) shorter but like (3/4inches) wider.
I love them. Give them a More muscle look.
I have Bridgestone Potenza RE760 Sports.
Slightly (.3inches) shorter but like (3/4inches) wider.
I love them. Give them a More muscle look.
I have Bridgestone Potenza RE760 Sports.
#7
Changed tire sizes on R18s
Changed from the stock Pirelli to Bridgestone RE970AS Pole Position
245/45/R18
Tires and size provide buch better grip and firmer ride.
No comparason to the stock tires.
Really like this change.
Changed from the stock Pirelli to Bridgestone RE970AS Pole Position
245/45/R18
Tires and size provide buch better grip and firmer ride.
No comparason to the stock tires.
Really like this change.
#8
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I think I would ask your question to the tire manufacturer you plan to use. The reason I say that is that a tire that is "too wide" for a wheel will cause a very "sloppy feel" in the steering on a road track
http://blog.tirerack.com/blog/letter...me-of-the-time
When I recently upgraded to Michelin Pilot Super Sports, 245/45/18 was the biggest tire they recommended on an 18" wheel. If you were just buying for "street use," might not matter. High speed cornering on a road track really stresses the tires and shows up any "misfit" issues.
![](https://themustangsource.com/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAzoAAAGzCAIAAABo8/XaAAAgAElEQVR4nO2dP5KzOtPFvafxaki9D3bgPXgTjt7I+YQTuabKwedw0ifmCwAhtVr/gEFHc8+pW7c8MnAauRE/WsBz+r8SDSn973//Sy7z+fm5/PF8n0+fp8uPs8T9+3T6vNzFev+u58/T5We4f58uP9OfJ+u/8/t+/Tqdvu/zZsct3C+fp9PX9WltyXz7fJ9Pn+frP9X6fvmctjb8XMRiFICcRMIWeKgg4VUJo9a+g/R5kY6M+TCvv2dUxR0/nzMjzGGYWjpVxbWfy+nzdH4/xRIWMz2vXxNszWj1vH655PTvep43Yjjs/j2tdf8++aRlwdyy/Yi1jo9UZeEPEEbgoYKER1wDF3GtCaMq7vj5TFyTKsK15/XLLo8tUOXgkVVFu/wMw3C/CHKycM3a5uU+KBW4kQ4tXJuQ0ZT3XDK7XxxrCkr+4ffoP0b1D9kUa/E20t1e+e05C4CPZSDhEdfARVxrwqiK+8rtv26dGTTtz2YoDw/UvxQhcc1Ri+MUBSiZSI9+PrLNp5mgXrcu2OLqdev6263zvgq15y0QyPkl4jEge3yy/v74+JhAUOFRs3Z3e9njXYkih6QybKZ4N6ZohFoYdhep1tMWvZ5R+lPtIc9UrhjwtcxXdXvpMKjmg76A98OIH3F11JGY4+GtCCDLSztMc370HKPIHvlfbdwjPevmL5K/9S/1p7PB1FG/J67Zg/Pr1iUuk3NFXJMqwjVZ94L/b2tnU7sqfPjN5/hlLJg/+S3ami8Pu0LtmQsEQGQZ/awBygNJ07CU77zgfwvX/C2meHeDvDCcLtKtxwA9Uvf702BdHNe0HyK8ywfimhqijET/WsYX6oqksmJWwlsTQNArsqfeV5uM7M2GUn3+aqNR8PB/3TofzffdzVB/Otbpo35nXNuH0BwR16RYXaMOk5pI45WirLKZj36LI5/z4u25C2glnP6hhuBtwywUmjdY/n7duq7vuw/BgaF6TDg8a7PBU7+KjCn3guqa10Watbc9pUvNyWxMAPF1/CTa3V6pXV7Z7auHwVTSaEGKNQJdkVROzPoPUB5AHl5oFLiX0bKN2I0TZqjZbjTK2ospsaK41t1ev9GfrnXqKje2/bgCg9qWCn5IxDUp4hp1mOJTeDqcRXHNHjrEPKXanlwxFaq6rNsoNm1dB+u4Zk2luvsbOemEe/LRf3RdZ4+ckQ5cggq7F+CaZ6J9tAsKDqmrW8g1dVeM7/Labt/h9OZ/pfKh/yOuVVYhyg9vVQAxr8CePvqP/nbb02hIdXhJESjvF18SJla6Df3W69y9rUnrxFVuavsRxa5BB6++vknENSniGnWY1tRFYpeJ1g02TmEk1J5cMRmqP/TJxxXE37OTd829cIMz1i9VnuiIFx3KX695gwneFWUB1X1nXFPOHd7NbolTWvinsa7007hW3O3rhsHg/rgo79W33B9xrXIKUXp45QFELyH0PX30H9qPttZIuJV8tcJIbtIfsZSlItO02e7+1nzrargWaS4WcU2KuEYdpvCjBvbpXNxyEb4JI0QfESqJrxgJVV3TK5lFTjq53LBseettwrkzg3H3LbimzQGlbuJKj/OKqVgxZzK0vNtXDYPODi9XCf3D8Q2jysYzXyrmNCPlBxB5AiC0p6GK+DojxSD3qxVGMuuW2XTvAjDzt85097emWP/eZKjKno/evcLbp7xGXJNagWvm91+yxDrpWg3Kzzb/1Mo9lmLInRJgL1CnABR5kYczAIlTpn5bhHbZP02uxKfXQis6bWlcUwclka72XWzqLWXerJy9YKQYELvytgIMELAVgzsZqrhvwTXPWp1y9J81iEuaRoaZXbt9zekt0ntuNVBWaOWPuFIr5w1XBZBRDYrt6T7Vtf1mQtNGgXij1bWCCt+K/rSsw4dAcvtJKaO2Q6t7nbGJa1LFuGYOX/eieBqMJdG7qeuO5PotE2OjfZ4jrv0VNVSmTeKamE/15yAGdzFvtit0z7u15dBG817kESPgJYaU+yZcE9ayLmD76P2ZYRr8Ifbu9jXZG2UQu9gmltZOiGuUiFmGtymArJfLeHtqTvO7GEX2qLy4lvm6HBm8y0zecLHHLXqhrakH2JYKfV0R16RKcW2hLK/cqk9q29Pp8uYdP5Ee8u0KxLU/JPwBwgg81H3C23xw8TW54OJrcpswquKOn8/ENalCXPPv3fnwX/UiJjbHk4JfTdPL7I/euSAgrv0h4Q8QRuChEtf+O75bRFxrwqiKO34+E9ekynDNHt9Ddxx+fPjPwakT9urJ4nXr+n7VDagUvPAHCCPwUEHCI66Bi7jWhFEVd/x8Jq5Jrca1+NMuokG9bUAhsWVaVX1wi2pbocPP3AIC0hIJFUQg4RHXwEVca8Koivu67a8bTn81QuKaI30y1H8+JfwcnIprXqMLg8rdyVTbauiEBx4qSHjENXAR15owquKOn8/ENan1jxpoz6eEnoMLvG7JbpPvXJr+Fq+U2eV1LlQl4Q8QRuChgoRHXAMXca0Joyru+PlMXJNa/yKPjSr/54qp1oU/QBiBhwoSHnENXMS1JoyquOPnM3FNastrcjeIsPZfFP4AYQQeKkh4xDVwEdeaMKrijp/PxDUp/iNU1GFqKJHAQwUJj7gGLuJaE0ZV3PHzmbgmRVyjDlNDiQQeKkh4xDVwEdeaMKrijp/PxDWpUlz71fcpFC1PNSf8AcIIPFSQ8Ihr4CKuNWFUxR0/n4lrUqyuUYepoUQCDxUkPOIauIhrTRhVccfPZ+KaFHGNOkwNJRJ4qCDhEdfARVxrwqiKO34+E9ekMnGNoiiKoijqMOUgEXHNUWavUVRcDSUSeKgg4VUJo9a+g/R5kY6M+TCvv2dUxR0/n4lrUsQ16jA1lEjgoYKER1wDF3GtCaMq7vj5TFyTIq5Rh6mhRAIPFSQ84hq4iGtNGFVxx89n4poUcY06TA0lEnioIOER18BFXGvCqIo7fj4T16RKce1++TydPk+nz9PlJ91y+rzch2EYhuf7fH4/p238u54/T/Ofz+uXs+T926w7/ne+/hue77PdOBtNWzbrasFQOMIfIIzAQwUJj7gGLuJaE0ZV3PHzmbgmVYZr9++Jqwwk+S0jjQlaun+blonPRlx7vs+nr+tz3M7X9WmvY1GdzWTGcW53Uc9sbWE4CkT4A4QReKgg4RHXwEVca8Koijt+PhPXpFZOhj7f57HupbT8XDxUel6/poWf7/P5+zJz2PP6dTp93wdZJBumr2aAs781RlbJTcM1AX9UfeEPEEbgoYKER1wDF3GtCaMq7vj5TFyTWodrDkuJFnvicprx/Hc9jwv/u54/L/elbHa/fNq4tvDf/ftk/6lW157v8+VHFtKmuVSyGqLwBwgj8FBBwiOugYu41oRRFXf8fCauSa3BNcFSosVUtpx62/d9RLrz+zkkce3nsqDeMAyDuHfNt5bVNa9WRyEIf4AwAg8VJDziGriIa00YVXHHz2fimlQxro3k5N3sr93aP9/ENt249u96dp4hOJ3fd20y9H7xymPmW38S1sK1Bf6Gn4tYjAIQ/gBhBB4qSHjENXAR15owquKOn8/ENalCXPPqXl6LmBU9X/8tN65N0p4hcJ8SkKRlwZych7VwbfmKjxpACn+AMAIPFSQ84hq4iGtNGFVxx89n4ppUEa6Zl26YSUm/xamiXX6GYbhfBDlFXuThVeBGFnQmN38udjHPJTO+yANZ/uH36D9G9Q/ZFGvxNtLdXvntOQuAj2Ug4RHXwEVca8KoivvK7b9unRk07c9mKA8P1L8UIXHNUYvjFAUomUiPfj6yzaeZoF63Ltji6nXr+tut874KtectEMj5JeJBY83XrRNNCo+aRbvbyx7vShQ5JJVhM8W7MUUj1MJwukiznrbo9czSeWNTqIc8U7mi1uKar+r20mHQCuLj40NeGMTPbqJzVkedH7NI3RWOOTkZyMAlZ3J8I0b+Aeh/k7+D0d5TcixFLL+3m7FgQkf9nrhmD86vW5e4TM4VcU2qCNdk3Qv+v62dTe2q8OE3D2TLWDB/8lu0NV8edoXaMxcIgIg7HArWdEL96B92+c4L/rdwzd9iinc3yAvD7SLVegzQ6z1rkemjwbo4rqkrihZn6aNwTQ3RjSOwvJc2oa5IKjdmL3VXOAa9IkfB9LXDHUnfoJF/AFrfZGZXlpG2wcRv+pu7qQST6PPE3sUUwrV9CM0RcU2K1TXqMKmJNF4Yyiqb+ei3OPJRKd6eu4BWwukfaghh1gzNGyx/v25d1/edfqG8cigXEUZ4N8e9oLrmdZFm7W1P6VJzMhsTQHwdP4mKYHfs9tXDoL6HYXRW0ibQFUmtwrXu9hpWOIa8YkeBnzMZvnkcE8za/C7N7L3laA/+psftpn89EuqLfSdDt1TwQyKuSRHXqMMUny7R4SyKa/bQYX8bak+umApVLuuwpvn7wxrDrOtgnRuWyRmxv2pc8fBGx66zR85IBy5Bhd0LcM0z0T7aBQXZe/4Wck1DK3otG7p9h9ObHZf4meS3gbQpVEHMInV39ErvTuIXzzUacvaiwCuv9+YNxn/TQuuEe3A37WASKbTzvWtLALtBG3FNirhGHaZ0XaRsMtS6V8QpjITakysmQ9UH3IUsvbmY2anr+0CZR8yPmCpPdMSLDuWv17zBBO9aPRp03xnXlA70bnZLEEP4pwnMAtva0O3rhsHg/oifyVtLT5tC5caspe6OXqnd2Ylj0nuRzq4so9AGo7/p7++mE0wyhX4H1yLNxSKuSRHXqMMUftTAuyp0gCdw61WIPiJUEl8xEmpgTXt9Zyvegrqnzw3m2yg85BySQQKWS0Tdt+CaNsXm75KzVMbZVDH1VwxtakO3rxoG02fo13wv34fGi2VneE9l03nbLHO8Atveh2MSe1FeqUzsUXiDgYPmN3czHEzIde1pPXRVal/h7VNeI65JrcA1ky7esyfL/R/zSK9MTkzDtnbda+fblAB7gToFoMiLPPyrwiVz9NsitCvYR/+hPuzpjFihFZ22NK6p87ZiFtQZTLNm5ewFI6WA2JW3dTQGCNiKwZ0MVdy34JpnrU45PrxnDeKSpvp+BTa1odvXnN5Cvaf8TNq3m0985dW1wgJUjld6d3YvO3l7saonU9ORQbI+qrpmHaShYMI7vr4Ko4za9rl/p+dCiWu+inHNZKID2SJnzEd3uHJHcv2OjrHRzjbi2l9RQ2Xaohd52LfBiSsY75Jm1lKRE/e8WxuRB0MyPD2qAO+OMaTcN+GasJZ1AdtHzE9HDnph6q8Y29SGbl+TvXIbDq9G9jSYNoXKjzlU3tvFy9sd0S+73dTl7cVyJZWZXcVGWg5bNHXEbsaD2VKhryvimlQprhnKik9hazMwAtBC92z0ztsViGt/SPgDhBF4qPuEt/ng4mtywcXX5DZhVMUdP5+Ja1KFuObOYQRvOZGTT93t5VfT9Irxo3cuCIhrf0j4A4QReKjEtf+O7xYR15owquKOn8/ENakyXPPmNsfiq/vsiXLzg3o/hHqyeN26vg+8koFqXPgDhBF4qCDhEdfARVxrwqiKO34+E9ektuCa0VJMCzyfok7aKxtT74Ijrv0VhQ4/c9cFSEskVBCBhEdcAxdxrQmjKu7rtr9uOP3VCIlrjoKToeLZk/BDKCqueY3uewW0ZxWoptXQCQ88VJDwiGvgIq41YVTFHT+fiWtSqx81GLxnTyJP3wRet2S3ybrc9Lf9fHDkKReqBeEPEEbgoYKER1wDF3GtCaMq7vj5TFyTWv8ij40q/+eKqdaFP0AYgYcKEh5xDVzEtSaMqrjj5zNxTWrLa3I3iLD2XxT+AGEEHipIeMQ1cBHXmjCq4o6fz8Q1Kf4jVNRhaiiRwEMFCY+4Bi7iWhNGVdzx85m4JkVcow5TQ4kEHipIeMQ1cBHXmjCq4o6fz8Q1qVJc+9X3KRQtTzUn/AHCCDxUkPCIa+AirjVhVMUdP5+Ja1KsrlGHqaFEAg8VJDziGriIa00YVXHHz2fimhRxjTpMDSUSeKgg4RHXwEVca8Koijt+PhPXpDJxjaIoiqIo6jDlIBFxzVFmr1FUXA0lEnioIOFVCaPWvoP0eZGOjPkwr79nVMUdP5+Ja1LENeowNZRI4KGChEdcAxdxrQmjKu74+UxckyKuUYepoUQCDxUkPOIauIhrTRhVccfPZ+KaFHGNOkwNJRJ4qCDhEdfARVxrwqiKO34+E9ekSnHtfvk8nT5Pp8/T5Sfdcvq83IdhGIbn+3x+P6dt/LueP0/zn3Lh+7f5c/zvfP03PN9nu3E2mrZsXLRgKBzhDxBG4KGChEdcAxdxrQmjKu74+UxckyrDtfv3BFUGkvyWkcYELd2/Tcvz+nU6GVzTFp5kUZ3NZMZxbj85X31dn+4yFIzwBwgj8FBBwiOugYu41oRRFXf8fCauSa2cDH2+z2PdS2n5uXio9Lx+TQs/3+fz92WprikLm1Um9hpcXDNGVslNw7V5XQpG+AOEEXioIOER18BFXGvCqIo7fj4T16TW4ZrDUqLFnrhcSmjjwv+u58/LXZbN3IWHYZjKYwsOqtW15/t8+ZGFtGkulayGKPwBwgg8VJDwiGvgIq41YVTFHT+fiWtSa3BNsJRoMZUtp972fR+R7vx+2rOcysLDWHJz6M29d823ltU194Y2CkT4A4QReKgg4RHXwEVca8Koijt+PhPXpIpxbSQn72Z/7f6z+b606ca1f9ez8wyBA2TWTWz3i1ceM/jlT8JauHa/fJ5O3/dhGIHPWYwCEP4AYQQeKkh4xDVwEdeaMKrijp/PxDWpQlzz6l5ei5gVPV//LTeuTVqqa/7CSulucKplch7WwrXlKz5qACn8AcIIPFSQ8Ihr4CKuNWFUxR0/n4lrUkW4Nj3UaU1K+i1OFW2ulrnkZL/IQyzsVeBGFnQmN38udjHPJTO+yANZ/uH36D9G9Q/ZFGvxNtLdXvntOQuAj2Ug4RHXwEVca8KoivvK7b9u3cei7vYSLcFh+tciJK45anGcogAlE+nRz8e2+TQT1OvWBVtcvW5df7t13leh9rwFAjm/RDxYrDkPUda45WzVWWtx726v8f+hCMOKHJJeVGnejSkaoRaGu7OK9bRFj9Rl74V6yDP1uz30Q2zq9tJhUJzFfMNlAe+HET/i6qgjMcfDWxFAlld4T80htMUo7lvajVEjJceUQ2/Wvrup9Kc80MKHQNbeheUH7bQkr5ELRFyTKsI1WfeC/29rZ1O7Knz4zef45cifP/kt2povD7tC7ZkLBEDEHvxkPBZP2mgp1hqctffHNX+LKd7dIC8MsbOa9RigR+p+7xmsi+OauqL2Q1juh+CaGqKMRP9aSS21K5LKilkJb00AQa/Ini4n92mhTUYp39JuTACTzLFwVu27m0p/ygMtdghk7F1MCVxTr01XirgmxeoadZjURBovA2WVzXz0Wxz5nBdvz11AK+H0DzuEKP1YsOmuJZZ43bqu7zu9MrRyKA+e+r1dzXEvqK5pXeRtxdue0jnmZDYmgPg6fhKNnko2dfvqYVA/gcV/F7FGoCuSyolZ/wHKA8jDC40C7c9bjJK+hd2YabQgWGBA2Hk3C69pQ0fwDpOh43ZZXQuLuEa1qvgUng5nUVyzBwr721B7csVUqG40XdcFpz7spiiuLRM1Yn9jl6nBnvSjinTg69YtI27AvQDXPBPto11QcEhd3UKuaWhFr2VDt+9WjbC/UvkwllplSseshrcqgJhXbE+XQtEec5R5vnnKM5oTJtJpu++m2K/YIPn7+WwD3Oq+1kRckyKuUYcpXRcpu3C07hVxhopQe3LFZKju2Pd6vebgrVb/+jKOa0t5Z75GT58mo0O5G1Uc1+ZIg+4745rSFd7NbokBP/zTBGaBbW3o9nXDYHB/3FO4V99SU6tYyZiD4ZUHEL2ECO7pfCh2fb/LLWW5vjsZuf0X7rQ9d9Pfr+AxHjuafmEydM/S2kBc80Vcow5T+FED5xJ1orSlOhS49SpEHxEqia8YCTWwplxfv3guwTXzbRQecg7JIAErcYfdt+CaNhuVuokrPdwrpv6KoU1t6PZVw2Dg2ZT+IWeQAr90tPvTSsWcvtEoP4CQV+ae5t/zVDZHWbr1fKNwukY6bftuKvulHuOpo+lX7l1bCca6iGtSK3DN/Dres1121aJ/aD/dfO5V7rEU2fXoP9xEpJpX5EUezgAkTpl+yzDol/2P/kN92NMZI0MrOm1Zk6EWlkxkow9VBZOh9jYi16qxK28RVYR3vclQxX0LrnnW6pSj/6xBXNJU368o/qzq9jWnt/h525rLcpZSfsSVSgOHGt6qADKqQeE9LTnNl1fXVpZ9UtORwatH2Wn77qayX94xnmH0e48a7FViI65JFeOayUSnJKvcczgMXos7kuu3TIyNdn4T1/6KGirTFr3IQ1y9ePOrUVyT97xb25EHQzI8JSq7yZtxy3DfhGvCWtYF8novYeqvGNvUhm5fk73RWopdbBNLKz/iKiViluFtCiDr5TLhPc2n0vwfwvMtU97rcpQc9u8p23c3lf1yj/Gcowl/NCauSZXimqEsUQGd7/+ITHUIQFMv20xt159PoZoX/gBhBB7qPuFtPrj4mlxw8TW5TRhVccfPZ+KaVCGuuXMY4paTh/5ozHhS8Ktpepn90TtrE9f+kPAHCCPwUIlr/x3fLSKuNWFUxR0/n4lrUmW45s9Sf3w4T7sEHo1Rbx1QTxavW9f3gVcyUI0Lf4AwAg8VJDziGriIa00YVXHHz2fimtQWXDPy79AQC6q3cCgb82dViWt/SKHDz9xjAdISCRVEIOER18BFXGvCqIr7uu2vGEtXi7gmtWkyVDztEn40RsU1r1E8hOzfnUy1rYZOeOChgoRHXAMXca0Joyru+PlMXJNa/ajBEH2Rh0CswKNxdpt8S8z09/wmpOLnaig84Q8QRuChgoRHXAMXca0Joyru+PlMXJNa/yKPjSr/54qp1oU/QBiBhwoSHnENXMS1JoyquOPnM3FNastrcjeIsPZfFP4AYQQeKkh4xDVwEdeaMKrijp/PxDUp/iNU1GFqKJHAQwUJj7gGLuJaE0ZV3PHzmbgmRVyjDlNDiQQeKkh4xDVwEdeaMKrijp/PxDWpUlz71fcpFC1PNSf8AcIIPFSQ8Ihr4CKuNWFUxR0/n4lrUqyuUYepoUQCDxUkPOIauIhrTRhVccfPZ+KaFHGNOkwNJRJ4qCDhEdfARVxrwqiKO34+E9ekMnGNoiiKoijqMOUgEXHNUWavUVRcDSUSeKgg4VUJo9a+g/R5kY6M+TCvv2dUxR0/n4lrUsQ16jA1lEjgoYKER1wDF3GtCaMq7vj5TFyTIq5Rh6mhRAIPFSQ84hq4iGtNGFVxx89n4poUcY06TA0lEnioIOER18BFXGvCqIo7fj4T16RKce1++TydPk+nz9PlJ91y+rzch2EYhuf7fH4/ta+e1y9nyfu3WWD873z9NzzfZ7txNpq2bNbVgqFwhD9AGIGHChIecQ1cxLUmjKq44+czcU2qDNfu3xNXGUjyW4Z/17NHS/fv0+VH+er5Pp++rs9xO1/Xp73Ov+v583R+PweXyYzj3O6intnawnAUiPAHCCPwUEHCI66Bi7jWhFEVd/x8Jq5JrZwMfb7PY91Lafm5eKj0vH6pXz2vX6fT932QRbL5qxng7G+NkVVy03BNwB9VX/gDhBF4qCDhEdfARVxrwqiKO34+E9ek1uGaw1KixZ64HGtjw7/rWf/qfvm0cW3hv/v3yf5Tra493+fLjyykTXOpZDVE4Q8QRuChgoRHXAMXca0Joyru+PlMXJNag2uCpUSLqWw59bbvu/ZVANd+LgvqDcMwiHvXfGtZXfNqdRSC8AcII/BQQcIjroGLuNaEURV3/HwmrkkV49pITt7N/tqt/fOdatONa8pX6mTo/eKVx8y3/iSshWsL/A0/F7EYBSD8AcIIPFSQ8Ihr4CKuNWFUxR0/n4lrUoW45tW9vBYxK3q+/ptvXFO+ch9ZWJ4SkKRlwZych7VwbfmKjxpACn+AMAIPFSQ84hq4iGtNGFVxx89n4ppUEa6Zl26YSUm/ZaqcWW/TuF8MOcmv7G0uT5W6L/I4nd9PZ3Lz52IX81wy44s8kOUffo/+Y1T/kE2xFm8j3e2V356zAPhYBhIecQ1cxLUmjKq4r9z+69aZQdP+bIby8ED9SxES1xy1OE5RgJKJ9OjnI9t8mgnqdeuCLa5et66/3Trvq1B73gKBnF8ift26D0vTqOWRpcKjxr27vezxrkSRQ1IZNlO8G1M0Qi2MpYsC1tMWvZ6xerR/DOEe8kzlirHYN3T79mFwCTSQyDm7X6TMmP1kXuGek5PaUZr1o2cahXt4ZyM16yK/r+iBLe7qj6WMRfPCO1+RqrhmD86vW5e4TM4VcU2qCNdk3Qv+v62dTe2q8OE3n+OXsWD+5Ldoa7487Aq1Zy4QAJHQGSdAlkv5zgv+t3DN32KKdzfIC0N0kWY9BuiRurXI9NFgXRzX/BWtL7zzRkVcczI5gO/Wt6HdL1JxzHNoK9yDXuGjIP9HzzIK9/DORmrWRX5frwc2uvtB6C3qIZC//ZCpimv7EJoj4poUq2vUYVITabw0lFU289FvceRzXrw9dwGthNM/tBCcgps6KIsv7b9ft67r+86+Il8ulVeesYIlJhUZU+4F1TWvizRrb3tKl5qT2ZgA4uv4SXTe+LRvYVwr7vaNw2DijOb3UGD3i1Qas03Rpe6RalDwKPAXy/DNw7VgZ+9gpG0wvWt7u/tHjtsSOASyt68r8HNuqeCHRFyTIq5Rhyk+XaLDWRTX7KHD/jbUnlwxFaq3bGBDS/DWBbeOa8vkjNhfNa54eKNj19kjZ6QDl6DC7gW4FuoF56NdUHBIXd1CrqlcMXgG3dDtG4fBR//R325d5KQ2EeOeZYqymLfVSPKqa6HdS/zoWUZDTh/uZORtMFEaUu4AACAASURBVPb7ZvVAobv/Y7ktSYjc+d61SYEpiFUirkkR16jDlK6LlE2GWrdpOYWRUHtyxWSocqx3HlbQ6WQykJe5Cze4tblX9IyeCG/c0Os1bzDBu6IYpbrvjGvR8uT0V+J0Fv5pxM5osW/o9u24ZgLUeyEyVbpWRTGnu36tV/AoWOWcyYVaH+5kpG0w/vumeqDY3d8TpyVyCORtP6iMYuleU6PENSniGnWYwo8a2KfzeZgJ3RCmrT4Mgz2LFKSS+IqRUPU1/cmHEFkGPH1uMN9G4SHnkAwSsBJw2H0LrmkTfOq9f0WlB8XUXXGZ1/RRfEO371Bdcxl4uWjoH04YBQWghEpi3uqa46XPfBdSYs6sq16K38lI3WCoui+U38tR98REaOwQyNp+RBoUP3r3Cm+f/CWuSa3ANZOL/vM+bovys80/tXKPpTiapgTYC9QpAEVe5OEMe+KUqd8W8VIeEpgmJOLTa6EVnbYsXJPJqT1qMC7uHwqBWTl7wUgpIFZgsGApQMBWDO5kqOK+Bdc8a3XK0X/WIC5pGl4xfzI0p9u3XrXG78K0XDdWuWwVxLx5pE3npJ6BxWf2jOqa14f7GqkbjPy+kR5Y7R6dCU01p7YflzJqO4B4cPYS1xw5vWZOdg/veR+/RWSLO5L7P6pTWTb5TVz7K2qoTJuFa+E5j8AFjKXl1hJxz7s1UysPhmR4zuoxAl5iSLlvwjVhLcsfto+Yn44c9MI0smIM18q7fccXeah7ZxfbNhoZFcS8uaRX8iKP5X6vzB+91EhcFvyikXusuNt3Lk9Kf9vYb5cori36FVw7SsQ1qVJcM5TlT2Hrk9rLJwFoWpFjSjrrK+LaHxL+AGEEHuo+4f1eQeU3xdfk5ouvyW3CqIo7fj4T16QKcc0t+IpbTgLPv8w3aigXusr1wKN3LkGIa39I+AOEEXioxLX/ju8WEdeaMKrijp/PxDWpMlzz5jbH0q952iX0/It6N4Z6snjdur7Pu2mTak34A4QReKgg4RHXwEVca8Koijt+PhPXpLbgmlFyJl2dWA/eWWLfkElc+0MKHX7mFhCQlkioIAIJj7gGLuJaE0ZV3Ndtf91w+qsREtccBSdDxdMu4edfVFzzGt33Cih3J1Ntq6ETHnioIOER18BFXGvCqIo7fj4T16RWP2owpF/kMVhrqa9bstvkW3Gmv8ULZPZ7Zoo6XvgDhBF4qCDhEdfARVxrwqiKO34+E9ek1r/IY6O2/dPFVIvCHyCMwEMFCY+4Bi7iWhNGVdzx85m4JrXlNbkbRFj7Lwp/gDACDxUkPOIauIhrTRhVccfPZ+KaFP8RKuowNZRI4KGChEdcAxdxrQmjKu74+UxckyKuUYepoUQCDxUkPOIauIhrTRhVccfPZ+KaVCmu/er7FIqWp5oT/gBhBB4qSHjENXAR15owquKOn8/ENSlW16jD1FAigYcKEh5xDVzEtSaMqrjj5zNxTYq4Rh2mhhIJPFSQ8Ihr4CKuNWFUxR0/n4lrUpm4RlEURVEUdZhykIi45iiz1ygqroYSCTxUkPCqhFFr30H6vEhHxnyY198zquKOn8/ENSniGnWYGkok8FBBwiOugYu41oRRFXf8fCauSRHXqMPUUCKBhwoSHnENXMS1JoyquOPnM3FNirhGHaaGEgk8VJDwiGvgIq41YVTFHT+fiWtSpbh2v3yeTp+n0+fp8iNaztd/cpnT5+U+DMMwPN/n8/s5bePf9fx5mv98Xr+cJe/fZt1ls8/32W6cractm3W18Cgc4Q8QRuChgoRHXAMXca0Joyru+PlMXJMqw7X798RVBpLmluf163T6uj6HicYELd2/TcvEZyOuPd/nca3797y6kUV1NpOZGOZ2F/XM1haGo0CEP0AYgYcKEh5xDVzEtSaMqrjj5zNxTWrlZOjzfbbKacMEYd/3YRiGn4uHSs/r17Tw830+f19mDlvWcotk8wZngLO/NdZWyU3DNQF/VH3hDxBG4KGChEdcAxdxrQmjKu74+Uxck1qHaw5LDSMefU+sZU9cTjOe/67npfB2uS9ls/vl08a1hf/u3/bsql5de77Plx9ZSJvmUslqiMIfIIzAQwUJj7gGLuJaE0ZV3PHzmbgmtQbXBEuNcqZHv65Pm8B+Lqfv+wh55/dzSOLaz2VBvWXjzt1sbjCyuubV6igE4Q8QRuChgoRHXAMXca0Joyru+PlMXJMqxrWRnJQb+X8ukuHmm9imG9f+Xc/OMwSn8/uuTYbeL155zHzrTcLauLbAnxIMVV/4A4QReKgg4RHXwEVca8Koijt+PhPXpApxTda9lllR/5mDGa2WG9cmac8QuE8JBEt3+jys9xUfNYAU/gBhBB4qSHjENXAR15owquKOn8/ENakiXDMv3bAmJZea2cxYVhXt8jMMw/0iyCnyIg+vAjfSoTO5+XOxy3sumfFFHsjyD79H/zGqf8imWIu3ke72ym/PWQB8LAMJj7gGLuJaE0ZV3Fdu/3XrzKBpfzZDeXig/qUIiWuOWhynKEDJRHr085FtPs0E9bp1wRZXr1vX326d91WoPW+BQM4vEQ/KAPW6deqI5ay1uHe3lz3elShySCrDZop3Y4pGqIXh7qxiPW3RI3XZe6Ee8kyVblcuA2zzVd2+YhhcItO6Phik9yOujjoecyS8FQHk5OQuexoxOmyP4lkXOtSM3e/spj46hY76PXHNHpxfty5xmZwr4ppUEa7Juhf8f1s7m9pV4cNvHmiWsWD+5Ldoa7487Aq1Zy4QABF79JPxWEOWPXqJtQZn7f1xzd9iinc3yAtD7KxmPQbokbrfewbr4rimdLtyGWAtfRiuOanrdf1S2vWjUVJL7YpNMcfCWxNA0GvvPQ0aHbZH+sGeyqrXrfv4sHFt1910D71Yn6f3LqYQru1DaI6Ia1KsrlGHSU2k8UrRP71OH/0WRz7nxdtzF9BKOP3DDiFKPxZsumuJJV63ruv7zr4KXq6cVw7lwfOUt6s57gXVNa2LvK1421M6x5zMxgQQX8dPoomNb+j2bbgmtxqaU5pjccMOdEVS2bjmJUZ5ACGv3fc0j2N+cY9028Tl0JRzU1g776Y89GJ9ntx+XIFNb6ngh0RckyKuUYcpPl2iw1kU1+yhw/421J5cMRWqG03XdfoYJTYZxbVl6i9VGUqHp0UV6cBl2iLsXoBrnon20S4oOKSubiHXVFlR3/iGbl8zDE4QqPWgU/9wl4ilVpkSMYfCWxVAXnVthz1NMOgBeyQ33T9SFiuquuW7KUanQJ/nbD+iBAkGJhNWibgmRVyjDlO6LlI2GWrdK+IURkLtyRWTobrn8tfrNQdvtfoPMMRxzb0gNlWe6IgXHcrdqOK4NkcadN8Z15Su8G52S5zRwj9NcK580YZuLx4G3VOmv+E5C62iyxKnmlrFisUcD688gIx71/bZ00wu/NU98i1jFv5gtsU9uJvqvWtan8e3H1dG4W6vqVHimhRxjTpM4UcNnEvUaWBbqkOBW69C9BGhkviKkVADa8r19UvZElwz30bhIeeQDBKwEnfYfQuu+dbhnph90+O8YhpeUZl9W9vtpcOgs+VH/9E/lquEeCJH4i9U7sRxOIL8AHL6Z5c9zZl1PWKPsrNumWjXrw3L3MO7qe9zqCfWntY1Wnz07hXePuU14prUClwz6eI/e+I+GqP8bPNPrdxjKZJ/SoC9QJ0CUORFHs4AJM5o+m0R2kXyo/9QH/aUs2Tp+besyVALSyay0YepgslQexuRQlPsyltEFeFdbzJUcd+Ca561OuXoP2sQlzSNcny4ulbc7Ruqa9o2TWTR+A+prnnhrQognZM77WlG2emX92hYuS97V9fEbmp5Hz6s1ldhlFHbQdK9ztjENaliXDOZ6EC2GfTFL+W2uCO5WoVYprNMthHX/ooaKtMWvchDXL14Y1YU1+Q979Z25MGQDE+Jym7SbuRKuW/CNWEt6wJ5vZcwVVfUTihml1d2+4rsDZXTxLc+WwbjL1Q8Zi+8TQGUvMjj140O26No1mWU8Te6O5vXR6ctFfq6Iq5JleKaoSxlClsF+WU5AWjqFchDvl2BuPaHhD9AGIGHuk94mw8uviYXXHxNbhNGVdzx85m4JlWIa265Vdxy8tAfjRlPCn41Ta8YP3pnbeLaHxL+AGEEHipx7b/ju0XEtSaMqrjj5zNxTaoM17y5zbH0uzx7Eng0Rr0dRD1ZvG5d3wdeyUA1LvwBwgg8VJDwiGvgIq41YVTFHT+fiWtSW3DNyL+5RiyoPpyibMyfVSWu/SGFDj9zCwhISyRUEIGER1wDF3GtCaMq7uu2v244/dUIiWuOgpOh4tmT8KMxKq55je57BZS7k6m21dAJDzxUkPCIa+AirjVhVMUdP5+Ja1KrHzUYoi/yEIgVeDTObpMvsZn+Fq+s2eV1LlQl4Q8QRuChgoRHXAMXca0Joyru+PlMXJNa/yKPjSr/54qp1oU/QBiBhwoSHnENXMS1JoyquOPnM3FNastrcjeIsPZfFP4AYQQeKkh4xDVwEdeaMKrijp/PxDUp/iNU1GFqKJHAQwUJj7gGLuJaE0ZV3PHzmbgmRVyjDlNDiQQeKkh4xDVwEdeaMKrijp/PxDWpUlz71fcpFC1PNSf8AcIIPFSQ8Ihr4CKuNWFUxR0/n4lrUqyuUYepoUQCDxUkPOIauIhrTRhVccfPZ+KaFHGNOkwNJRJ4qCDhEdfARVxrwqiKO34+E9ekMnGNoiiKoijqMOUgEXHNUWavUVRcDSUSeKgg4VUJo9a+g/R5kY6M+TCvv2dUxR0/n4lrUsQ16jA1lEjgoYKER1wDF3GtCaMq7vj5TFyTIq5Rh6mhRAIPFSQ84hq4iGtNGFVxx89n4poUcY06TA0lEnioIOER18BFXGvCqIo7fj4T16RKce1++TydPk+nz9PlR7Scr//kMqfPy30YhmF4vs/n93Paxr/r+fM0/ykXvn+bP5fNPt9nu3G2nrZsXLTwKBzhDxBG4KGChEdcAxdxrQmjKu74+UxckyrDtfv3BFUGkuaW5/XrdPq6PoeJxgQt3b9Ny/P6dToZXNMWnmRRnc1kJoa5/eR89XV9ustQMMIfIIzAQwUJj7gGLuJaE0ZV3PHzmbgmtXIy9Pk+W+W0YYKw7/swDMPPxUOl5/VrWvj5Pp+/L0t1TVnY2uDIfy6uGWur5Kbh2rwuBSP8AcIIPFSQ8Ihr4CKuNWFUxR0/n4lrUutwzWGpYcSj7wm67InLpYS2FN4ud1k2cxc2G7RwUK2uPd/ny48spE1zqWQ1ROEPEEbgoYKER1wDF3GtCaMq7vj5TFyTWoNrgqVGOdOjX9enXYH7uZy+7yPknd9Pe5ZTWXgYS24Ovbn3rjnWNq65W+NkKJrwBwgj8FBBwiOugYu41oRRFXf8fCauSRXj2khOyt1mPxfJcPN9adONa/+uZ+cZAgfIrJvY7hevPGbwy5uEtXHtfvm0J2QlUFK1hT9AGIGHChIecQ1cxLUmjKq44+czcU2qENdk3WuZFfWfOZjRarlxbdJSXfMXTpTu9HlY7ys+agAp/AHCCDxUkPCIa+AirjVhVMUdP5+Ja1JFuDY91OlMSi41s5mxrCraXC1zycl+kYdY2KvAjXToTG7+XOzynktmfJEHsvzD79F/jOofsinW4m2ku73y23MWAB/LQMIjroGLuNaEURX3ldt/3bqPRd3tJVqCw/SvRUhcc9TiOEUBSibSo5+PbfNpJqjXrQu2uHrduv5267yvQu15CwRyfonY3szIfGLU6m4vv0WuZlYuVOSQNATsDpxK5FmKRhgKQ6HweUPeV1Yn9Y8ho2M8U7mFQABWFKu6vXQYjP36wZ9Jfjt+tzrq/JiXaPN+hSKv4M+xak8jRmIvIl9tNFKzLuK+426qeZV13Vuwd2H5QTstyWvkAhHXpIpwTda94P/b2tnUrgoffjNMLEf+/Mlv0dZ8edgVas9cQAt1HP/cxV+3zjsTK2SptvwKrqlb1CLfQ3oYy4htBTN+9ADd6pjpo8G6TFzzt6BdBlhLH4VraohuHIHlvQ5M9klIuTE7R1nWr1DgpeaD+crLh6Rv0Mjbi8hXm4zUrIu477ubfhBKD6eucn8L11ZfFyoirkmxukYdJjWRxotF//Q6ffRbHPmcF2/PXUAr4fQPGcLr1nV9Lzfgxxksyk0bsK+Cl4vnlWcshQz8yO3wo+7l1TV7Dbv0GDpRyxUf/fi7r6gKpF02dPvqYVDf1fBJTenAVJ+EtArXuttrWOEYqQb5+eBp7qQM3zxcU2rZwnC9kWabdwmwx27KbWk9nLrKzdm+Lru4pxzbrK45Iq5RrSo+XaLDWRTX7IHC/jbUnlwxFaqzrD5Mp64+5crL5EyqMpQObxwtu06ZBQng2jLiBtxXTIY61/pmsmbZigPo8QjzTb0t6C4bun23asQQ+ZnMt7ID16kg5uk0vN4tr7qmGATyodxoCO7Fo//ob7dgh68wcrf9yLDYczcHbwgTPZy4ys3Yfo6vafEmZ3cRcU2KuEYdpnRdpGwy1Lr/xxkqQu3JFZOhWkOfH+C8hB+lMoQt3LCUd6YeyDipRM9Yr9e8QWsboera7WV/9N1X4NrSv6b0qLi7TQUX5eGfJjhXvmhDt68bBoM7pv9My1puB65Ubszu+X7dZFbGvWux3cmfRMvkQntrj345xncw0iwzLfZyF3kle/hgXFv6YEdaI655Iq5Rhyn8qIE1SZD/qIF+Kg63J1eMhOqt6V5SRgbqwGgZ4gbzbRQecg7J9C0lPq757qtwzcgvkSrmhSUkxTS8Bb32uarbVw2D6bPza76p70PjxY13AhVN5220zPGKbDtvMjFmFNmLUOl9ndGyoQ/dMGKxk3uwI92b42KGv3Lv2nraV0Rck1qBa+bXCT3vY9UdlHPXdEZVU+jhPS6Vn90UvCIv8nCGPZFU+iNOWlVimpCIz7OFVnTaVjwZ6v0RaLHbvVk5+5iJXKvGCgxW+S9dXXMnQxX3dZOh5p6a8Ezjcl4pHN+laZTjw9W14m5fc3oL9V7wZ3K/3XzyK6+ura+QpHOy6JdaZxTai32NhsJ9+Q13UVuTPRy+ys3ZfkSpIc6uMm4UcU2qGNfM6PIIPO/zsp+VC1/h+8BmJ5Y5kRDX/pAaKtOuxLXs4trCDfKed+uaZZlikJvIeWlCvKI4x5By3zQZqtz+JsIT09I5x7owVbcQ6IRN3b4me8Pn7WCE7rcbKxX5MYfKe7t4ebuT2w+rjfzrA1MO39nIPVZci9/aTf9oVhJGv8rN2z6GiGtSpbhmKEtUQG0+c25QsCe25bSEVy7xc5m49oeEP0AYgYe6T3ibDy6+JhdcfE1uE0ZV3PHzmbgmVYhrblXXu/dkuXa1zgLzzRnKha5fiZDXA8S1PyT8AcIIPFTi2n/Hd4uIa00YVXHHz2fimlQZrvmz1B8fy9MogWflhsD9EOGTxWN5qydx7Q8Jf4AwAg8VJDziGriIa00YVXHHz2fimtQWXDN6zC+ID92Got7AEyex5QF74tpfUejwMzkD0hIJFUQg4RHXwEVca8Koivu67a8YS1eLuCa1aTI08LyPWl1T3y0kb8N1HoVOv0eAaksNnfDAQwUJj7gGLuJaE0ZV3PHzmbgmtfpRgyH9Io/BWkt9LE15yE4W50TJbrdXulAVhD9AGIGHChIecQ1cxLUmjKq44+czcU1q/Ys8Nqr8nyumWhf+AGEEHipIeMQ1cBHXmjCq4o6fz8Q1qS2vyd0gwtp/UfgDhBF4qCDhEdfARVxrwqiKO34+E9ek+I9QUYepoUQCDxUkPOIauIhrTRhVccfPZ+KaFHGNOkwNJRJ4qCDhEdfARVxrwqiKO34+E9ekSnHtV9+nULQ81ZzwBwgj8FBBwiOugYu41oRRFXf8fCauSbG6Rh2mhhIJPFSQ8Ihr4CKuNWFUxR0/n4lrUsQ16jA1lEjgoYKER1wDF3GtCaMq7vj5TFyTysQ1iqIoiqKow5SDRMQ1R5m9RlFxNZRI4KGChFcljFr7DtLnRToy5sO8/p5RFXf8fCauSRHXqMPUUCKBhwoSHnENXMS1JoyquOPnM3FNirhGHaaGEgk8VJDwiGvgIq41YVTFHT+fiWtSxDXqMDWUSOChgoRHXAMXca0Joyru+PlMXJMqxbX75fN0+jydPk+XH9Fyvv6Ty5w+L/dhGIbh+T6f30/tq+f1y1ny/m0WWDb7fJ/txtl62rJZVwuPwhH+AGEEHipIeMQ1cBHXmjCq4o6fz8Q1qTJcu39PXGUgaW55Xr9Op6/rcxiGf9ezR0v379PlR/nq+T6Pa92/59WN/l3Pn6fz+zm4TGZimNtd1DNbWxiOAhH+AGEEHipIeMQ1cBHXmjCq4o6fz8Q1qZWToc/32SqnDVOR7Ps+DMPwc/FQ6Xn9Ol//+V8ta7lFsvmrGeDsb421VXLTcE3AH1Vf+AOEEXioIOER18BFXGvCqIo7fj4T16TW4ZrDUsOIR98Ta9kTl2NtbPh3PX9dn8pX98unjWsL/92/7dlVvbr2fJ8vP7KQNs2lktUQhT9AGIGHChIecQ1cxLUmjKq44+czcU1qDa4JlhrlTI8ucDYX1b7vg/JVANd+LgvqLRt37mZzg5HVNa9WRyEIf4AwAg8VJDziGriIa00YVXHHz2fimlQxro3kpNzI/3ORDDffqTbduDb4X6mTofeLVx4z33qTsDauLfCnBEPVF/4AYQQeKkh4xDVwEdeaMKrijp/PxDWpQlyTda9lVtR/5mBGq/nGNeUrpSYXL93p87DeV3zUAFL4A4QReKgg4RHXwEVca8Koijt+PhPXpIpwzbx0w5qU/Hc9iznKpWUsqt0vhpzkV/Y2L3d3AfsuN2dy8+dil/dcMuOLPJDlH36P/mNU/5BNsRZvI93tld+eswD4WAYSHnENXMS1JoyquK/c/uvWmUHT/myG8vBA/UsREtcctThOUYCSifTo5yPbfJoJ6nXrgi2uXreuv90676tQe94CgZxfIh43oI1PzjIKj5qVu9vLHu9KFDkklWEzxbsxRSPUwnB2X7Oetuj1zNKdY1OohzxTueIQ/Gk2dXvmMBi0Tp3R8lfM34lIzFavfXx8yOuWFY45Oen/GiKGjUahPtzdSE3XnP4c49rirhp5O64cFCV7F5aKa/bg/Lp1icvkXBHXpIpwTda94P/b2tnUrgoffvM5fhkL5k9+i7bmy8OuUHvmAgEQcYlgCUyQkfVXKPjfwjV/iyne3SAvDHf3VesxQI/UrUWmjwbr4rjmrxj4aSz338O1iHWcfEtWDPXM+ph1qi1zDHpFjgIvhk1GsT7c1UjNOu27SVq2b3GXRt6Ox8LL337IVMW1fQjNEXFNitU16jCpiTReBsoqm/notzjyOS/enruAVsLpH3YICkfKZULzBsvfr1vX9X2nXxavPGMFz/UqMqbcC6prOV3kb0/5Vc3JbEwA8XX8JJqAsQ3dnjMMJqwjuBz/mbzTv9oz62LWf4Byx0g1KHgU+DFsMEpe2u1mFLIVFhH/PdyNURyWQt/uOxm6pYIfEnFNirhGHab4dIkOZ1Fcs4cO+9tQe3LFVKjustMp3q9mqdW1Dx3XrLkUd39jw360ktF19sgZ6cAlqLB7Aa5pu+99tAsKDqmrW8g1dVZ89B/97dapp48N3Z6LPiFr/6cR0tMpY8Wwsio0/u+7yjGvuqbRcGFtJrZToT7c3WiRNyZECoglP2DC3UWlYNZty+e4r7azor6+ScQ1KeIadZiSdZHCyVDrBhunMBJqT66YDDWIYtb4pN671vV9oLomSnGv0LCbE964oddr3mCCd60eDbrvjGvKycO72S1xRg3/NNbPb5/J/F1e1e2ZuBa0HryfRg9fq8JFVowqp0Kjd3e5Y8a9a95REI+h1CjehzsahTeZ83jT9v4URuGsi4XzO7gWaS4WcU2KuEYdpvCjBvbpXNztFL71KkQfESqJrxgJ1VvTWUcSmjIg53KD+TYKDwUTc4nJUBfXfPctuOZba33j3niTHucVU3fFUJ11+XtVt5dOLEZ67jXfv/cxM2I4nZQVk2Fkx5yGh3zHlROvBQCTMEr14W5Gi1+ksh5eaY/+DI44+UfT2tO6BsWP3r3C26e8RlyTWoFrbsJ5NK+Md/YkuzZFMA7kXmqJfJtSYi90pw5X5EUezjgrUkhPKu2yf5oViJ8RQis6bSXVNXENq5WX/MQPzMrZC0YujWMFBguWAgRsxeBOhiruW3DNs1anHB/eswZxSdMox4cpubjbs04eEWvlp3G/1dMptWJU+RNqMphyx3ROqj9x+XieUV3TfsQdjYbCfYlkxWr3wO1y+UfT+iqMMmov5enwVHSxiGtSxbjmHL6P9INgcpkw7GmPyTgzHOaYJ661qYbKtDn3rtnVkeQy3vRW6J53a7My9ZPhOavHCHiJIeW+CdeEtSx/2D5ifjpyiAtTdUVz8tDP2au6vfRFHv70lHaa03bEQ9r4ihElYg4T5QrHkhd5rOKXEqPwZcHeRrGU+a3+9PdFZF3O0YQ/GhPXpEpxzWKq14pn5dzFBKCpF3LjutZXxLVmhT9AGIGHuk94mw8lviYXXHxNbhNGVdzx85m4JlWIa/4Vin754l1iKzMSfjVNL7w/eqcwQFxrVvgDhBF4qMS1/47vFhHXmjCq4o6fz8Q1qTJcU8b3Nbg2BG4QUU8fr1vX93l38FLYwh8gjMBDBQmPuAYu4loTRlXc8fOZuCa1J64Fn0HLfUpH2bz1nL32KBfVkkKHn7nHAqQlEiqIQMIjroGLuNaEURX3ddtfN5z+aoTENUe5k6HBZ9BycU27gdJ604ByvzLVkho64YGHChIecQ1cxLUmjKq44+czcU1qw6MGc0PBizyiTfLWNfnemOlv+4lhz4lCFv4AYQQeKkh4xDVwEdeaMKrijp/PxDWpbS/y2FUZ/2Ix1bTwBwgj8FBBwiOugYu4WNc4IgAAIABJREFU1oRRFXf8fCauSW1+Te5eIqz9feEPEEbgoYKER1wDF3GtCaMq7vj5TFyT4j9CRR2mhhIJPFSQ8Ihr4CKuNWFUxR0/n4lrUsQ16jA1lEjgoYKER1wDF3GtCaMq7vj5TFyTKsW1g9+wULQ8BS78AcIIPFSQ8Ihr4CKuNWFUxR0/n4lrUqyuUYepoUQCDxUkPOIauIhrTRhVccfPZ+KaFHGNOkwNJRJ4qCDhEdfARVxrwqiKO34+E9ekMnGNoiiKoijqMOUgEXHNUWavUVRcDSUSeKgg4VUJo9a+g/R5kY6M+TCvv2dUxR0/n4lrUsQ16jA1lEjgoYKER1wDF3GtCaMq7vj5TFyTIq5Rh6mhRAIPFSQ84hq4iGtNGFVxx89n4poUcY06TA0lEnioIOER18BFXGvCqIo7fj4T16RKce1++TydPk+nz9Plx1rk3/X8eTq/n2KZ0+flPgzDMDzf5/P7aX11vv6TGxwXvn+bP5cln++z3WhbP99n4xIMj4IQ/gBhBB4qSHjENXAR15owquKOn8/ENakyXLt/T1DlQtLz+nU6GVz7dz17tHT/Pl1+zOrP69fp9HV9BhaeZCGgbWdimNtPzldf16e7DAUj/AHCCDxUkPCIa+AirjVhVMUdP5+Ja1IrJ0Of77OpkD3f5/P3Zamu/Vw8VHpev0w5bZjw7vseWNhaZkQ6F9eMtVVy03BtXpeCEf4AYQQeKkh4xDVwEdeaMKrijp/PxDWpdbgmymOXu6yETTOSS73Ngqf798xq6sJmmWXCVK+uPd9nq2Jnr0hWwxT+AGEEHipIeMQ1cBHXmjCq4o6fz8Q1qTW4ZrHU8/p1Or+f9sSlqWwtFbifi+GzUQa/lIWHseTm0Jt775pdqHNwzd0aJ0PRhD9AGIGHChIecQ1cxLUmjKq44+czcU2qGNdGcpruNvt3PTuPBTiMZe5LG29cc/RzEdRl3cR2v3jlMYNfDtUNw+Dg2v3yac+xutun6gt/gDACDxUkPOIauIhrTRhVccfPZ+KaVCGueXWvSUt1bZknndHK3Li2fOU/c2A4TEyDjrKqZc49bYODa/72KSjhDxBG4KGChEdcAxdxrQmjKu74+UxckyrCtekJUGVS0n6Rh1Vym6tlMzktX83rioW9ct1Ih87k5s/Ffk+HS2Z8kQey/MPv0X+M6h+yKdbibaS7vfLbcxYAH8tAwiOugYu41oRRFfeV23/duo9F3e0lWoLD9K9FSFxz1OI4RQFKJtKjn49t82kmqNetC7a4et26/nbrvK9C7XkLBHJ+iXjQWHMZuOYmhUfNot3tNf4/FGFYkUPSOPpBrBlIoxFqYThdpFlPW/R6xhr1+8cQ7iHPVK6otbjmq7p9xTDo54OtYG54P+LqqOMxR8JbEUBOTvp7KmL4NaPc7Mo0iuSYus19d3MXrcc1EbTTkrxGLhBxTaoI12TdC/6/rZ1N7arw4Tef45cjf/7kt2hrvjzsCrVnLhAAEZeBBGs6oX70D3vs8oL/LVzzt5ji3Q3ywnC7SLUeA/R6z1pk+miwLo5r6oqixVn6MFzz88FWJDe8llBXbIo5Ft6aAIJeyaPAiuGXjPKzK8tI26D1hQcs++7mTvodXBOXa5tEXJNidY06TGoijdedsspmPvotjnxUirfnLqCVcPqHPhYFWdPetn4CfN26ru87vTK0ZiiPnXnVk2XKvaC65nWRZu1tT+lSczIbE0B8HT+JZoHPqm7fhmvhM3gULiYFuiKpbFzzEqM8gJBX+iiwP/2Skb/YBqOw75RYUVzbupt7aYfJ0HGnWF0Li7hGtar4LIYOZ1FcswcK+9tQe3LFVKhyWYc1zd9mwHIu9z90blimR8T+xi5TowWGrrPnaCIduAQVdi/ANc9E+2gXFGTv+VvINQ2t6LVs6PY1w6DIBxFaKDf8H3GtEjGHwlsVQF7RS6s8Ja5NdjJaFsrdpbxffNlgrHS7427upD2rax+LdoM14pov4hp1mNJ1kbLJUOsGG2eoCLUnV0yGqo/1C1l6s0uzk3fNvXCDM9YvY1/0nBKtmrxe8wYTvCvKAqr7zrimdKB3s1tiwA//NIFZYFsbur14GNTyQXyv58bg/YhrFYs5Hl55ABm3lHl7muqi3Yw8v41Gygb9EUtZap/d3EW/MBm6Z2ltIK75Iq5Rhyn8qIF9Op/HvOSjBiH6iFBJfMVIqIE17fXlnEBOsD43mG+j8JBzSAYJWC4Rdd+Ca9ockHoTeLomEjf1VwxtakO3lw6Dfj4sVwnx3AhtpFy5E8fhCPIDyOkf4ZMZw3ajyawQJjJqk37uKBeAv7ebW/Qr964V4GhaxDWpUlxLPc+l/FwCucVR8+g/rHsvqb+syIs8nOFMnNH0Bxu1y/5H/6E+7OkMkaEVnbY0rqnztmIW1CzjHxaBWTl7wci1amw+yDoyAwRsxeBOhiruW3DNs1anHP1nDeKSpvp+ReljVbdvqK5p24zkhvIjrlRedc0Lb1UA6ZxU9zTSRTsarcKIxJ1/gQ1Gq2t77OZO+r1HDfYqsRHXpMpwzSnqznMIy2WqdrdL4P7wpXpqDjDi2l9XQ2Xaohd52LfBiasZ7/Jm1lKRE/e8WxuRB0kyPD2qAO+OMaTcN+GasJZVBttHzE9HBgNh6q8Y29SGbl+RvaFymvjWvwJQfsRVisfshbcpgJL3ayhGO9wkFzbKz65SI3+DVpb/1m7uIvzRmLgmVYRrouoZhGx7Mls/Mh7yLQrEtf+A8AcII/BQ9wlv80HH1+SCi6/JbcKoijt+PhPXpDZU18Q1ipxw6m6v2GtlHr1zpUFc+w8If4AwAg+VuPbf8d0i4loTRlXc8fOZuCa19t418eiNfm9G5FzwunV9H3j1AvVHhT9AGIGHChIecQ1cxLUmjKq44+czcU1q9ZOhSzEt8MRN7AkY9c434tpfV+jwM7eAgLREQgURSHjENXAR15owquK+bvsrxtLVIq5JFU+Gikdvwg/IZD0bHng+gfqTauiEBx4qSHjENXAR15owquKOn8/ENamNL/KIPCATwDVZi5v+Fm+t2e3VLRSQ8AcII/BQQcIjroGLuNaEURV3/HwmrknxNbnUYWookcBDBQmPuAYu4loTRlXc8fOZuCZFXKMOU0OJBB4qSHjENXAR15owquKOn8/ENSniGnWYGkok8FBBwiOugYu41oRRFXf8fCauSRHXqMPUUCKBhwoSHnENXMS1JoyquOPnM3FNqgjX9npvQtHy1J8R/gBhBB4qSHjENXAR15owquKOn8/ENSlW16jD1FAigYcKEh5xDVzEtSaMqrjj5zNxTYq4Rh2mhhIJPFSQ8Ihr4CKuNWFUxR0/n4lrUpm4RlEURVEUdZhykIi45iiz1ygqroYSCTxUkPCqhFFr30H6vEhHxnyY198zquKOn8/ENSniGnWYGkok8FBBwiOugYu41oRRFXf8fCauSRHXqMPUUCKBhwoSHnENXMS1JoyquOPnM3FNirhGHaaGEgk8VJDwiGvgIq41YVTFHT+fiWtSpbh2v3yeTp+n0+fp8mMt8u96/jyd30+xzOnzch+GYRie7/P5/bS+Ol//yQ2OC9+/zZ/Lks/32W60rZ/vs3EJhkdBCH+AMAIPFSQ84hq4iGtNGFVxx89n4ppUGa7dvyeociHpef06nQyu/buePVq6f58uP2b15/XrdPq6PgMLT7IQ0LYzMcztJ+err+vTXYaCEf4AYQQeKkh4xDVwEdeaMKrijp/PxDWplZOhz/fZVMie7/P5+7JU134uHio9r1+mnDZMePd9DyxsLTMinYtrxtoquWm4Nq9LwQh/gDACDxUkPOIauIhrTRhVccfPZ+Ka1DpcE+Wxy11WwqYZyaXeZsHT/XtmNXVhs8wyYapX157vs1Wxs1ckq2EKf4AwAg8VJDziGriIa00YVXHHz2fimtQaXLNY6nn9Op3fT3vi0lS2lgrcz8Xw2SiDX8rCw1hyc+jNvXfNLtQ5uOZujZOhaMIfIIzAQwUJj7gGLuJaE0ZV3PHzmbgmVYxrIzlNd5v9u56dxwIcxjL3pY03rjn6uQjqsm5iu1+88pjBL4fqhmFwcO1++bTnWN3tU/WFP0AYgYcKEh5xDVzEtSaMqrjj5zNxTaoQ17y616SlurbMk85oZW5cW77ynzkwHCamQUdZ1TLnnrbBwTV/+xSU8AcII/BQQcIjroGLuNaEURV3/HwmrkkV4dr0BKgyKWm/yMMquc3Vspmclq/mdcXCXrlupENncvPnYr+nwyUzvsgDWf7h9+g/RvUP2RRr8TbS3V757TkLgI9lIOER18BFXGvCqIr7yu2/bp0ZNO3PZigPD9S/FCFxzVGL4xQFKJlIj34+ss2nmaBety7Y4up16/rbrfO+CrXnLRDI+SXiQWPN160TTQqPmkW728se70oUOSSVYTPFuzFFI9TCcLpIs5626PXM0nljU6iHPFO54vA73b5iGPTzwVYwSO9HXB11POZIeCsCyMlJf09FDBuN4r6l3Rg1UrLOfOFvf9/dDP1wzgZTR/2euGYPzq9bl7hMzhVxTaoI12TdC/6/rZ1N7arw4Tef45exYP7kt2hrvjzsCrVnLhAAEZcIBGs6oX70D7t85wX/W7jmbzHFuxvkheF2kWo9Buj1nrXI9NFgXRzX/BW1ywBr6cNwzc8HW5Hc8FpCXbEp5lh4awIIeiWPAiuGTUYp39JuTACTyLrlC49W9t3N0A/nWKeP+p1xbR9Cc0Rck2J1jTpMaiKNV4r+6XX66Lc48lEp3p67gFbC6R9qCGHWDM0bLH+/bl3X9519FbxcOa8cyoNnXvVkmXIvqK55XaRZe9tTutSczMYEEF/HT6KJjW/o9m24Fj6Dq7khwg50RVLZuOYlRnkAIa/0UWB/2mCU9i3sxnKjKbGiuLZ5N/UfzrVOXeXGth9X4OfcUsEPibgmRVyjDlN8ukSHsyiu2UOH/W2oPbliKlS5rMOa5m/vEleZITDcsEyPpCpD6fBGx66zR85IBy5Bhd0LcM0z0T7aBQXZe/4Wck2VFfWNb+j2NcOgyAcRbCg3/B9xrRIxh8JbFUBedU2rPCWuTbKNinx3M1oSJla63Xc3va1J68RVbmr7EcXoe/Dq65tEXJMirlGHKV0X8S8KY5eJ1g02TmEk1J5cMRmqPvQtZOlNUsxO3jX3wg3OWL9UeaIjXnQof73mDSZ4V5QFVPedcU3pQO9mt8QpLfzTKCvqu7yq24uHQS0fxPd6bgzej7hWsZjj4ZUHkHHvmrenqS4qNcr1zVOGkZV1/oilLLXHbvpb862r4VqkuVjENSniGnWYwo8a2KdzcctF+CaMEH1EqCS+YiTUwJr2+s5WvAVzucF8G4WHnEMySMByiaj7FlzT5oD8XXKWyig/KKbhFfXZt1XdXjoM+vmwXCXEcyMSf6FyJ47DEeQHkNM/wiczhhVGcd9MZdQm/dxRLgD33U1/a4r1702GBq9K7Su8fcprxDWpFbhmfv/Us13Kzzb/1Mo9lmLInRJgL1CnABR5kYczAIkzmn5bhHbZ/+g/1Ic95SxZev4tjWvqvK2YBTXL+IdCYFbOXjBSaIpdeVtHY4CArRjcyVDFfQuuedbqlKP/rEFc0jTK8WFKLu72DdU1bZuR3FB+xJXKq6554a0KIJ2T6p5GuqjUKN83T6npSH2b0eraHrsZ3pplHT7qk9tPShm1HVrd64xNXJMqxjVz+DqQPc8nLJes2p0v7kju/6jLJu0jjbj2V9RQmbboRR4mQ/3yiXdJM2upyIl73q2N+BMbifD0qAK8O8aQct+Ea8Ja1gVsHzE/HTnoham6onZCMbu8stvXFXUCP7/zrc+WwfgLFY/ZC29TACUv8lCMdrhJLu1bprzX5checpnpV3YztDX1ANtSoa8r4ppUKa4ZyopPYWu1WAFo6mXbQ75dgbj2h4Q/QBiBh7pPeJsPLr4mF1x8TW4TRlXc8fOZuCZViGvuNEPwlhM5+dTdXn41TS+zP3rngoC49oeEP0AYgYdKXPvv+G4Rca0Joyru+PlMXJMqwzVvbnOsBLvP3ej3afjnBfVk8bp1fR94JQPVuPAHCCPwUEHCI66Bi7jWhFEVd/x8Jq5JbcE1o6WYFnhES30aRtmYehccce2vKHT4mVtAQFoioYIIJDziGriIa00YVXFft/11w+mvRkhccxScDBXP3YQfQlFxzWt03yugPatANa2GTnjgoYKER1wDF3GtCaMq7vj5TFyTWv2oweA9dxN5WCbwuiXxCh75fM3H/Mj9ol1e50JVEv4AYQQeKkh4xDVwEdeaMKrijp/PxDWp9S/y2Kjyf66Yal34A4QReKgg4RHXwEVca8Koijt+PhPXpLa8JneDCGv/ReEPEEbgoYKER1wDF3GtCaMq7vj5TFyT4j9CRR2mhhIJPFSQ8Ihr4CKuNWFUxR0/n4lrUsQ16jA1lEjgoYKER1wDF3GtCaMq7vj5TFyTKsW1X32fQtHyVHPCHyCMwEMFCY+4Bi7iWhNGVdzx85m4JsXqGnWYGkok8FBBwiOugYu41oRRFXf8fCauSRHXqMPUUCKBhwoSHnENXMS1JoyquOPnM3FNKhPXKIqiKIqiDlMOEhHXHGX2GkXF1VAigYcKEl6VMGrtO0ifF+nImA/z+ntGVdzx85m4JkVcow5TQ4kEHipIeMQ1cBHXmjCq4o6fz8Q1KeIadZgaSiTwUEHCI66Bi7jWhFEVd/x8Jq5JEdeow9RQIoGHChIecQ1cxLUmjKq44+czcU2qFNful8/T6fN0+jxdfqxF/l3Pn6fz+ymWOX1e7sMwDMPzfZ6/FQs/r1/Okvdvs+743/n6b3i+z3ajbf18n826wfAoCOEPEEbgoYKER1wDF3GtCaMq7vj5TFyTKsO1+/fEVS4kTcg1Edi/69mjpfu3aXEWfr7Pp6/rc9zy1/Vpr2NRnW1nYpjbXdQzW1vCo0CEP0AYgYcKEh5xDVzEtSaMqrjj5zNxTWrlZOjzfR7rXuPn8/dlKZj9XDxUel6/1IWf16/T6fs+SP4bpq9mgLO/NdZWyU3DNQF/VH3hDxBG4KGChEdcAxdxrQmjKu74+Uxck1qHaxZL/buePy93WQmbZiSXepu+8P3yaePahHTDVB5b/lSra8/3+fIjC2nTXCpZDVH4A4QReKgg4RHXwEVca8Koijt+PhPXpNbgmsVSz+vX6fx+2hOXprK1ENjP5fR91xYO4NrPZUG9YRgGce/agnGDO+/pWnMyFE34A4QReKgg4RHXwEVca8Koijt+PhPXpIpxbSSn6Ua0f9ez81iAw1jmJrbpxjVl4bs2GXq/eOUx860owg0Ori3wN/xcxGIUgPAHCCPwUEHCI66Bi7jWhFEVd/x8Jq5JFeKaV/eatBTMlnnSGa2WG9e8hRcOc58SkKRlwZxzT9vg4NryFR81gBT+AGEEHipIeMQ1cBHXmjCq4o6fz8Q1qSJcMy/d8CYl7XdzWFW0y88wDPeLIKfIizy8CtxIh87k5s/Ffk+HS2Z8kQey/MPv0X+M6h+yKdbibaS7vfLbcxYAH8tAwiOugYu41oRRFXd9+69bZ8ZE+7MZqcPjsLORj0Xd7SVaMjYRjtATcc1Ri+MUBSiZSI9+Pm7Np5mgXrcu2OLqdev6263zvgq15y0QyPkl4sEelEybR5YKj5qVu9vLHhBLFDkklXE1xbsxRSPUwnC6SLOetuj1jDWi948h3EOeqVwxFvuGbl8xDCoZYimYG96PuDrqeMyR8FYEkJOT/p6KGDYaxX1LuzFqpGRdCGkEq5gYVu/mppEnvn0V1+yx93XrElfB2oHntCSvo6MReiKuOTK9Jute8P9t7WxqV4UPv/kcvxzV8ye/RVvz5WFXqD1zgQCIuHSxBDa2emS5jEte8L+Fa/4WU7y7QV4Ybhep1mOAHqlbi0wfDdbFcc1f0frCOy0ciWtKhliK5IbXEuqKTTHHwlsTQNAreRRYMWwySvmWdmMCmGTWZWTVvOym3dw48sS3H8K1osxLZbR7SRcUcU2K1TXqMKmJNF4pyiqb+ei3OPI5L96eu4BWwukfVgjByo31KTSxsPz9unVd33f2VfBy5bxyKA+eedWTZcq9oLomu0i19ran/KrmZDYmgPg6fhKdNz7tWxjXirt9G66Fk0XNDdEnga5IKhvXvMQoDyDklT4K7E8bjNK+hd1YZpRxOWRfpKzfzYxr2lifx7cfWLOsQG+XExXgY3WNuEbBKz5dosNZFNfsQcD+NtSeXDEVqlsUus2jkpm29YO3roN1XFtmgcT+xi5Bo5WMLhGVHcMymgbcC3DNM9E+2gUFh9TVLeSayhWDRbQN3b5mGJzOW1oPRnLD/xHXKhFzKLxVAeRV17R6Z+LaJNuoyHc3ozlhkp1WWKNKoLbdaUUjT3z7CdAT5fNweH51zZ0Ojm8gFqEn4poj4hq1i9J1kYwLR0vWvSLOMBBqT66YDNU5q8vRUqeTyUBWehZucMt1r1vOaTI6lL9e8wYTvCuKUar7zrimwJB3s1tiMA//NGJnwkWtVd1ePAy6p0x/w8HcGLwfca1iMcfDKw8g4941b09TXVRqlOubpwwjN12jnZZbU0q6+51WNPLEt59Rl0tjZ2wytKAbiGtSxDXqMIUfNXAuUacz7TLsiBZl9WEY7PmUIJXEV4yE6q2pFPOik1+6p88N5tsoPOQckumofFzz3bfgmjbV5e+Ss1TGUK6Yuiu6V/KhomZxt5cOg3L+p38sVwnxRA5tpFx5E8exCPIDyOkf4ZMZwwqjuG+mMmqTet9onVYcQs7k8mDuwM0feRLb1wj60bsXcKk9ieFaAZkT16RW4Jrp+Yf33I07Sj78n2XOBeUeS5H8U4ZsHK4oJEVe5OEMQOKMpt83oV3BTjOU8em10IpOW/rJ0BzWNMv4I1RgVs5eMHIdGrvytmApQMBWDO5kqOK+Bdc8a5V2H96zBnFJ0/CK+ZOhOd2+obqmbTOSG8qPuFJ51TUvvFUBpHNS3dNIF5Ua5fvmKTUdWfKrlZ/IMqpr1vk0f+TJ2b53oWOf3NP7Ecc1d2oiIuKaVDGumUx0KNy7al+Sxf2VrJHc/72WTdrZRlz7K2qoTFv0Io8Iaz5Cj9MbbpD3vFsztfJgSIbnrB4j4CWGlPsmXBPWsi5g+4j56chBL0wjK8Zwrbzb1xV1Aj+/861/BaCdMdcoHrMX3qYASl7koRjtcJNc2rdMea/LUXJY3CUhPu7p7g006ZEnY/uFWle7TIu4JlWKa4ayInPc8pxmhj85LaHO7/fO2xWIa39I7eMaivYJb/PBxdfkgouvyW3CqIr7jtsvf2Q5S8Q1qUJccy8X1FtOAnfI+NU0vcz+6J0LAuLaH1JDJzzwUIlr/x3fLSKuNWFUxX2/7b9ut9+gNeKapzJc82egPz7EsyfqLQhqo3qyeN26vg+8koFqXA2d8MBDBQmPuAYu4loTRlXc8fOZuCa1BdeMklP0amvwzhL79kji2h9S6PAzt4CAtERCBRFIeMQ1cBHXmjCq4q5uf91o6W9k4xYiEfoirjkKTob6z56keS7S6L5XQLk7mWpbDZ3wwEMFCY+4Bi7iWhNGVdzx85m4JrX6UYNBffYk8IxI4HVL4hU88qmuj/mR+0W/ckcjdZDwBwgj8FBBwiOugYu41oRRFXf8fCauSa1/kcdGlf9zxVTrwh8gjMBDBQmPuAYu4loTRlXc8fOZuCa15TW5G0RY+y8Kf4AwAg8VJDziGriIa00YVXHHz2fimhT/ESrqMDWUSOChgoRHXAMXca0Joyru+PlMXJMirlGHqaFEAg8VJDziGriIa00YVXHHz2fimlQprv3q+xSKlqeaE/4AYQQeKkh4xDVwEdeaMKrijp/PxDUpVteow9RQIoGHChIecQ1cxLUmjKq44+czcU2KuEYdpoYSCTxUkPCIa+AirjVhVMUdP5+Ja1KZuEZRFEVRFHWYcpCIuOYos9coKq6GEgk8VJDwqoRRa99B+rxIR8Z8mNffM6rijp/PxDUp4hp1mBpKJPBQQcIjroGLuNaEURV3/HwmrkkR16jD1FAigYcKEh5xDVzEtSaMqrjj5zNxTYq4Rh2mhhIJPFSQ8Ihr4CKuNWFUxR0/n4lrUqW4dr98nk6fp9Pn6fJjLfLvev48nd9Psczp83IfhmEYnu/z/G1i4fu3+XP873z9NzzfZ7vRtn6+z8YlGB4FIfwBwgg8VJDwiGvgIq41YVTFHT+fiWtSZbh2/56gyoWk5/XrdDIE9u969mjp/m1a0gtPsqjOtjMxzO0n56uv69NdhoIR/gBhBB4qSHjENXAR15owquKOn8/ENamVk6HP93mse42fz9+XpWD2c/FQ6Xn9yl/YrDKx1+DimrG2Sm4ars3rUjDCHyCMwEMFCY+4Bi7iWhNGVdzx85m4JrUO1yyW+nc9f17ushI2zUguJbT8hYdhmMpjE+ENgera832+/MhC2jSXSlZDFP4AYQQeKkh4xDVwEdeaMKrijp/PxDWpNbhmsdTz+nU6v5/2xKWpbC0VuJ/L6fueu/AwltwcenPvXVswbnDnPd2tcTIUTfgDhBF4qCDhEdfARVxrwqiKO34+E9ekinFtJKfpbrN/17PzWIDDWOa+tOnGtbyFp8cF3PKYwS+H6oZhcHDtfvk8nb7vwzACn7MYBSD8AcIIPFSQ8Ihr4CKuNWFUxR0/n4lrUoW45tW9Ji0Fs2WedEar5ca1jIXlNOgoq1rm3NM2OLi2fMVHDSCFP0AYgYcKEh5xDVzEtSaMqrjj5zNxTaoI16aHOpVJSfvdHFYVba6WueQUWdirwI106Exu/lzs93S4ZMYXeSDLP/we/ceo/iGbYi3eRrrbK789ZwHwsQwkPOIauIhrTRhVcV+5/det+1jU3V6iJThM/1qExDVHLY5TFKBkIj36+dg2n2aCet26YIur163rb7fO+yrUnrfu7CMMAAAZyElEQVRAIOeXiMUYNWLf0uhu9XXrJBeOTcoXWYockoaAlyBSvBtTNEItjKWLAtbTFj1St3q0fwzhHvJM5Yqx2Dd0e+kwqGaIkfIzad+O362OOj9mkborHHNy0t/VFb4Ro9ABOHgdvtFIzbrI4S8yYYt77siTOurX45oI2mlJXiMXiLgmVYRrsu4F/9/WzqZ2Vfjwm8/xy5E/f/JbtDVfHnaF2jMXCICINvoZjnRCtZZ73TrvbP1ruOZvMcW7G+SFIbpIsx4D9EjdWmT6aLAujmv+itYXe3b7+qtWpeejESynvGmxUFcklRuzl7orHINe3u5s9A0ahQ5AzXqTkZp1MXe52kZ3GYRinT7qfwfXxOXaJhHXpFhdow6TmkjjdaGsspmPfosjn/Pi7bkLaCWc/qGFYJoCW3rduq7vI2Wevu/sq+DlOnnlGSt4nlJPlin3guqa10Watbc9pUvNyWxMAPF1/CQ6b3z/bl89DOp7GD6p2V0U74qkVuFad3sNKxwj1SC5O9pXkzJ883DNS3XR4VuMNNucSwD7ImW7u1PqL7zKzdm+Lru4Zyp7rK4FRFyjWlV8ukSHsyiu2QOF/W2oPbliKlRvWWtDj/6jv81jmUsssVm5ZRZI7G/sMjVayeicGCId+Lp11lyK7l6Aa56J9tEuKDikrm4h11Su+Bvdvls1YtB+JvntUizZcvYriHk6Da93y6uuOQbqIbPeaAjvRbzDVxg5m54zKL4vhTXdhLtPvvaOJ65yM7af6Tu4ALclgTwR16SIa9RhStdFyi4TrdtRnKEi1J5cMRmqHPrsa8lH742W/k6IHXbnVKYeyDipRM9Yr9e8wQTvimKU6r4zrsXKk/NfiQE//NOIndm529cNg8H9ET+Tt9aYl0qBsES5MbtEtW4yK+PeNbk7yiGzxSi+F9EOLzPSLJP7Ulp3irs7W/N3/GBcW/pgR1ojrnkirlGHKfyogX06F7dchG/CCNFHhEriK0ZC1dd0/vTLe+5lpzuShbjBfBuFh5xDMkjAcomo+xZc06bY1Hv/impJiqm74i91+6phMA0hr/levg+NFzfeCVQ0nbfRMscrcvzk155yZl0je7HdaNnQh26oWRR3a9Td2Zqy4786GRrEtS20r4i4JrUC19zfK/UgmNOi/Jjz2Vi561KM3o/+w01EqjFFXuThDDexFDLSLpKnCYn49FpoRactC9dEKoavaPNn5ewjJHKtGiswWLAUIGArBncyVHHfgmuetTrluFQi8wZ6aRpecd9uX3N6C/We8jNp324++ZVX19ZXSNI5Gb3i2rW65u1FvMNLjYbyfSk/bSXcxcgjdzx81OdsP6I4rrlVxo0irkkV45qT7I/Ug2B+Sxj2tMdknFqztgGqITVUps3CNe1ONnVyNcYN8p53a6ZWpn4yPGf1GAEvMaTcN+Gaf7XmBzX5iPnpyCEuTCMr7tvta7JXmTxfeDWyp4/wmy+KlB9zqLy3i5e3O0s/hA6ZjUb+ZUG8w9cbuceKa7GKRjPc/a0pP1/oqM/ZPoaIa1KluGYx1Sv9IJhakrWnuuVEhTrj3zvvWyCuNSv8AcIIPNR9wtt8KPE1ueDia3KbMKrijp/PxDWpQlzzrxGidxYHri7m2zWUS1/lUuDRO5cIxLVmhT9AGIGHSlz77/huEXGtCaMq7vj5TFyTKsM1ZXxfg2tD4A4J9fTxunV9v+qWVApM+AOEEXioIOER18BFXGvCqIo7fj4T16T2xLXMyVC52qLgvSb2DZPEtWYVOvzMLSAgLZFQQQQSHnENXMS1JoyquK/b/oqxdLWIa1J7ToaWvIUh9GYa79Zt64435X5lqiU1dMIDDxUkPOIauIhrTRhVccfPZ+Ka1IZHDeaGghd5hFYbJW5dk29hmv4Wb1Xa7SUv1K8Lf4AwAg8VJDziGriIa00YVXHHz2fimtS2F3nsqvJ/wJhqS/gDhBF4qCDhEdfARVxrwqiKO34+E9ekNr8mdy8R1v6+8AcII/BQQcIjroGLuNaEURV3/HwmrknxH6GiDlNDiQQeKkh4xDVwEdeaMKrijp/PxDUp4hp1mBpKJPBQQcIjroGLuNaEURV3/HwmrkmV4trBb1goWp4CF/4AYQQeKkh4xDVwEdeaMKrijp/PxDUpVteow9RQIoGHChIecQ1cxLUmjKq44+czcU2KuEYdpoYSCTxUkPCIa+AirjVhVMUdP5+Ja1KZuEZRFEVRFHWYcpCIuOYos9coKq6GEgk8VJDwqoRRa99B+rxIR8Z8mNffM6rijp/PxDUp4hp1mBpKJPBQQcIjroGLuNaEURV3/HwmrkkR16jD1FAigYcKEh5xDVzEtSaMqrjj5zNxTYq4Rh2mhhIJPFSQ8Ihr4CKuNWFUxR0/n4lrUqW4dr98nk6fp9Pn6fIjW06fl7veMjzf5/P7aX11vv7TV79/mz+XJZ/vs904W09bNi5aeBSO8AcII/BQQcIjroGLuNaEURV3/HwmrkmV4dr9e4KqBZL+Xc+CjfyWYbh/ny4/ZvXn9et0+ro+Awvb2zm/n4PLZCaGuf3kfPV1fbrLUDDCHyCMwEMFCY+4Bi7iWhNGVdzx85m4JrVyMvT5Pk8Vsp+LBCO/ZXhev0w5bfzzdPq+Bxa2lhmRzsU1Y22V3DRcm9elYIQ/QBiBhwoSHnENXMS1JoyquOPnM3FNah2uLSxlT1NalTCnZfh3PVvwdP+eWU1d2CyzTJjq1bXn+2xV7OwVyWqYwh8gjMBDBQmPuAYu4loTRlXc8fOZuCa1BtdsljJ1LFP08luGn4vhs1EGv5SFh7Hk5tCbe++aXahzcM3dGidD0YQ/QBiBhwoSHnENXMS1JoyquOPnM3FNqhjXRnJS7jYL38Q23rjm6OciqMta/X7xymMGvxyqG4bBwbX75dOeY3W3T9UX/gBhBB4qSHjENXAR15owquKOn8/ENalCXJN1LzErer7+U1tGclq+8p85cIpzHmlZ1TLnnrbBwTV/+xSU8AcII/BQQcIjroGLuNaEURV3/HwmrkkV4drz+iVfsTFWxZx3Z8iW+8WQ0/LVDGRiYetP+542Z3Lz52KX91wy44s8kOUffo/+Y1T/kE2xFm8j3e2V356zAPhYBhIecQ1cxLUmjKq4r9z+69aZQdP+bIby8ED9SxES1xy1OE5RgJKJ9OjnI9t8mgnqdeuCLa5et66/3Trvq1B73gKBnF8itjczDlmvW/dhqbu9/Ba5mj3elShySCrDZop3Y4pGqIXhdpFiPW3RI3Wrt/rHEO4hz1SuOETOHRu6PX8YXALyejzjpBbrwNLw82MWP8eKfso6ZIKpmPvrh42UvVC/Gr/M2cGSE186CXf87fwESx5N2/bO9fZxzR6cX7cucZmcK+KaVBGuyboX/H9bO5vaVeHDbx7Tl7Fg/uS3aGu+POwKtWcuEAAR7fT/4Q1OPlmqLb+Ca/4WU7y7QV4Yoos06zFAj9StRaaPBuviuOavGGPMA3DNyVj1V4+snOjAUJ9sjXmpM08OpUYBr4x8GCbXzF8/tlPeXrgOyuVSfAfLAD2VhLv9dn6CZRxNBduPK4Rr+xCaI+KaFKtr1GFSE2m8DJRVNvPRb3Hkc168PXcBrYTTP2QIr1vX9b3CRyo7yu1N3ND3nX0RvFwWrzmRxAjB29Uc94LqmtdFmrW3vXDB8tGPCSC+jlcdJtYIgemGbl+Fa16Hx4g5owMDfRJSZszKKbjQSPPKyodgMOEAQjsVmqab/hY9n7GD6058wSTc67eLdWOs/J+7/bgCvbylgh8ScU2KuEYdpvgshg5nUVyzhw7721B7csVUqM6yeqUmfWHvrrxM/ugXyqqiBYaus0fOSAcu0xZh9wJc80y0j3ZxwSF1dQu5pu6KficYbej2gmFwYj+v4yKB+XsR/FigVdW1lVNZ6UMma3fSO5pXXXP3Iqvns41iykjC7e5agpUeTTvfu7bY7QZtxDUp4hp1mLLqIgWTodbNIU5hJNSeXDEZqlIqEGH5jy/oDzQs3LCUd+aL8vQQHx3KX695gwnetUIPuu+Ma8rJw7u5KUEL4Z/GWlF0gtGGbl+HPl6tIxCYs/7huLYcEkq1eJtX0e6kf/2w0bR+cC/SPV9gFPbPSMI8ZVJptJAf68/fwbVIc7GIa1LENeowhR81cK5JJwhaqkOBW69C9BGhkviKkVC9NZfJM4f3siZCF0+fG8y3UXjIOSSDBCyXiLpvwTVtLs/fJfdWnFVn6/CKeu1zVbevmFiMQNZrvoXvQ2Ji8exhRCuG7nVcGPbK3p3sul7OTkX2Ir8ry3ovPwnzlDPn6+9n/tG09rSu0eKjd6/w9imvEdekVuCaSYjQYzhW3UE5d03DduponRJgL1CnABR5kYczAPnnLyXNtEvWR/+hPuwp5zDTMwYrngz1/gi02O3erJx9zEQujWNX3tbJMUDAVgzuZKjivgXXPGt1ytG/OzouaRrl+HB1rbjby6tr3qYigakLRX67PBXEPG5+w6k245CJp2Kubzr5i1JihZGvnRyz3P0EW3U0ra/CKKO2c/m61xmbuCZVjGsm9R6Bx3Be9rNy7lfukev/qMsm7QOPuPZX1FCZdiWuZRfXFm6Q97xbM7XyYEiG56weI+AlhpT7JlwT1rKrbB8xPx056IWpuqJ2QjG7vLLbV7wUw4fTYGDO2qEOLNbqF3ns5xXfnYe5QzXz1w8b2ZtXJl0zer7AKOSblYSb3f2i7IqjCX80Jq5JleKaoazAFPZLPiu3fCcATb3keMi3KxDX/pDwBwgj8FD3CW/zwcXX5IKLr8ltwqiKO34+E9ekCnHNrbp6k+TLtat1Fpjv0lAudJUruUfvXOER1/6Q8AcII/BQiWv/Hd8tIq41YVTFHT+fiWtSZbjmzW2OpdapnGbdsybOAurtIOrJ4nXr+j7wSgaqceEPEEbgoYKER1wDF3GtCaMq7vj5TFyT2oJrRmYKMzRfrt7Ao2zMeqpee3CLaluhw8/kDEhLJFQQgYRHXAMXca0Joyru67a/bjj91QiJa46Ck6GBx3DU6lroPjV9PbNN4tofUkMnPPBQQcIjroGLuNaEURV3/HwmrkmtftRgSL/IY7DWUl+3ZLfJt8RMf4uS3S6vc6EqCX+AMAIPFSQ84hq4iGtNGFVxx89n4prU+hd5bFTJPx5M/Q3hDxBG4KGChEdcAxdxrQmjKu74+Uxck9rymtwNIqz9F4U/QBiBhwoSHnENXMS1JoyquOPnM3FNiv8IFXWYGkok8FBBwiOugYu41oRRFXf8fCauSRHXqMPUUCKBhwoSHnENXMS1JoyquOPnM3FNqhTXfvV9CkXLU80Jf4AwAg8VJDziGriIa00YVXHHz2fimhSra9RhaiiRwEMFCY+4Bi7iWhNGVdzx85m4JkVcow5TQ4kEHipIeMQ1cBHXmjCq4o6fz8Q1qUxcoyiKoiiKOkw5SERcc5TZaxQVV0OJBB4qSHhVwqi17yB9XqQjYz7M6+8ZVXHHz2fimhRxjTpMDSUSeKgg4RHXwEVca8Koijt+PhPXpIhr1GFqKJHAQwUJj7gGLuJaE0ZV3PHzmbgmRVyjDlNDiQQeKkh4xDVwEdeaMKrijp/PxDWpUly7Xz5Pp8/T6fN0+ZEtp8/LXW8Znu/z+f2ctvHvev48zX8+r1/Okvdvs+743/n6b3i+z3bjbD1t2ayrhUfhCH+AMAIPFSQ84hq4iGtNGFVxx89n4ppUGa7dvyeuWiDp3/Us2MhvGYb7t2mZ+GzEtef7fPq6Psctf12fg9zOspjDcwsFStQzW1sYjgIR/gBhBB4qSHjENXAR15owquKOn8/ENamVk6HP93msew0/FwlGfsvwvH6dr/+mFc/fl5nDntev0+n7Psgi2TB9NQOc/a2xtkpuGq4J+KPqC3+AMAIPFSQ84hq4iGtNGFVxx89n4prUOlxbWMqeprQqYU7L8O96HuHp3/X8ebkvZbP75dPGtQnphqk8tvypVtee7/PlRxbSprlUshqi8AcII/BQQcIjroGLuNaEURV3/HwmrkmtwTWbpUwdy/CW3zL8XE7f9xHyzu/nkMS1n8uCesMwDOLetQXjBnfe07XmZCia8AcII/BQQcIjroGLuNaEURV3/HwmrkkV49pITsqN/OGb2KYb1/5dz84zBKfz+65Nht4vXnnMfCuKcIODawv8DT8XsRgFIPwBwgg8VJDwiGvgIq41YVTFHT+fiWtShbgm615iVvR8/ae2uOSkPUPgPiUgScuCOeeetsHBteUrPmoAKfwBwgg8VJDwiGvgIq41YVTFHT+fiWtSRbhmXrphTUpaNbOptCZb7hdBTpEXeXgVuJEOncnNn4td3nPJjC/yQJZ/+D36j1H9QzbFWryNdLdXfnvOAuBjGUh4xDVwEdeaMKrivnL7r1tnBk37sxnKwwP1L0VIXHPU4jhFAUom0qOfj2zzaSao160Ltrh63br+duu8r0LteQsEcn6J+HXrPixNo5ZHlgqPGvfu9rLHuxJFDkll2EzxbkzRCLUwli4KWE9b9HrG6tH+MYR7yDOVKw6Rc8eGbs8fBpeAvB7POKnFOrA0/PyYxc+xop+Sh4xtox2uWb9+2EjZC/Wr8cucHSw58SlJKNJgr99OHXn8HY90RfneufY+rtmD8+vWJS6Tc0VckyrCNVn3gv9va2dTuyp8+M1j+jIWzJ/8Fm3Nl4ddofbMBQIgEjrRBMhyKd95wf8WrvlbTPHuBnlhiC7SrMcAPVK3Fpk+GqyL45q/YowxD8A1J2NVWoysnOjAUJ9sjdlL1FKjgFdGPgyTa+avH9upyOHmteTsYBmgiyT00mD/3y4yzsS6Inv7IVMV1/YhNEfENSlW16jDpCbSeLEoq2zmo9/iyOe8eHvuAloJp39oITgFN/WcJ760/37duq7vO/sqeLl4XnMiiRGCiowp94LqmtdFmrW3PaVLzYltTADxdWQ4Wvo9BKYbun0VrnkdHiPmjA4M9ElImTEriVpopHll5UMwmHAAkbJT7HATPZ+xg+tOfMErgr1/O9Oz/o7HuiJ7+7oCm95SwQ+JuCZFXKMOU3wWQ4ezKK7ZQ4f9bag9uWIqVG/ZwIaW4K0rbB3XlqkSsb9qXPHwRseus0fOSAcuQYXdC3At1AvOR7u44JC6uoVcU3dFvxOMNnR7wTA4sZ/XcZHA/L0IfizQqurayqms9CGTtTvpHc2rrrl7kdXz2UYxWePW7VbqWOAuRh6x4xk/6M73rg0mlN2gjbgmRVyjDlNWXaRgMtS6HcUpjITakysmQ5XnEudhBZ1OJoO+D1TXRG3ulTXExw7J1+s1bzDBu1aPBt13xrVoeXL6K0EL4Z/GWlF0gtGGbl+HPl7lMBCYs/7huBZJ1K1eRbuT/vXDRtP6wb1I93yBUdjfGoOsytPuv53oKX/Hkz/o7+BapLlYxDUp4hp1mMKPGjiFkYnSQjeEaasPw+DctxGikviKkVD1Nd0/o3M9uqfPDebbKDzkHJJBAlYCDrtvwTVtLk+996+osqOYhlcMzkGXd/uKicXIifo138L3ITGxePYwohVD9zq2CHtl7052XS9npyJ7kd+VZb3nxh8q9ucr6h7cP/+L0KJrT+va5cijd6/w9imvEdekVuCaSb5H4mkU5Webf2rlfktxtE4JsBeoUwCKvMjDGef885dyEtUukqcZiPj0WmhFpy0L12RyemRp312izqJ6s3L2gpFSQ2w+yDo5BgjYisGdDFXct+CaZ61OOT68Zw3ikqZRjg9X14q7vby65m0qEpi6UOS3y1NBzKFE3eqVtzslvunkL0qJFUa+oo77V9fEUenveMYPur4Ko4zaS3lam6tYKeKaVDGumWR/5DyN4qaVe+T6P6pTSjbZRlz7K2qoTJv7VgL/ciR2AWPJcIO8592aqZUHQzI8Z/UYAS8xpNw34ZqwloUn20fMT0cOemGqrqidUMwur+z2FS/F8OE0GJizdqgDi7X6RR77ecV352Hu9Mr89cNG9uYVUsro+QKjkK84dEodc929ISFVOincPoaIa1KluGYoy5/C1ie1l08C0NSLnId8uwJx7Q8Jf4AwAg91n/A2H1x8TS64+JrcJoyquOPnM3FNqhDX3AqvuOXEbxmmP7rby6+m6UXpR+9cEBDX/pDwBwgj8FCJa/8d3y0irjVhVMUdP5+Ja1JluObNbY613uTTKOrtIOrJ4nXr+n7zXZoUpPAHCCPwUEHCI66Bi7jWhFEVd/x8Jq5JbcE1o+TTKOq9lsrGrKfqtQe3qLYVOvzMPR8gLZFQQQQSHnENXMS1JoyquK/b/rrh9FcjJK45Ck6GZj+NouKa1+i+V0C5O5lqWw2d8MBDBQmPuAYu4loTRlXc8fOZuCa1+lGDoeRplMDrluw2+dad6W/7+eDIUy5UC8IfIIzAQwUJj7gGLuJaE0ZV3PHzmbgmtf5FHhtV8o8HU39D+AOEEXioIOER18BFXGvCqIo7fj4T16S2vCZ3gwhr/0XhDxBG4KGChEdcAxdxrQmjKu74+Uxck+I/QkUdpoYSCTxUkPCIa+AirjVhVMUdP5+Ja1LENeowNZRI4KGChEdcAxdxrQmjKu74+UxckyrFtV99n0LR8lRzwh8gjMBDBQmPuAYu4loTRlXc8fOZuCbF6hp1mBpKJPBQQcIjroGLuNaEURV3/HwmrkkR16jD1FAigYcKEh5xDVzEtSaMqrjj5zNxTSoT1yiKoiiKog5TDhIR1xxl9hpFxdVQIoGHChJelTBq7TtInxfpyJgP8/p7RlXc8fOZuCZFXKMOU0OJBB4qSHjENXAR15owquKOn89/ANf+H82hGOpPrDcbAAAAAElFTkSuQmCC)
http://blog.tirerack.com/blog/letter...me-of-the-time
When I recently upgraded to Michelin Pilot Super Sports, 245/45/18 was the biggest tire they recommended on an 18" wheel. If you were just buying for "street use," might not matter. High speed cornering on a road track really stresses the tires and shows up any "misfit" issues.
Each tire manufacturer has their own wheel width recommendations, but the 255/45/18 sumitomos should be just fine on an 8" wide wheel.
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What kind of 275 were you putting on an 8" rim?
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Most tire manufacturers recommend the 9" as the smallest rim to put that wide of a tire on unless it's a monster sized high sidewall drag racing tire. For low profile street tires though it could be quite dangerous, and it is definitely beyond any manufacturers recommendations.
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