Revista Motor Clássico sobre Classe S
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Revista Motor Clássico sobre Classe S
A revista portuguesa Motor Clássico (muito boa!) atualmente nas bancas traz uma bela matéria sobre as Mercedes Classe S, com uma boa reportagem sobre as W111, 108 e 126 e um interessante "comparativo" entre uma W116 280S e uma W222 S350. E essa:
![Revista Motor Clássico sobre Classe S 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U2OAeff59FZ2ee6EQZqJGDpPIjjkyUrD3FZAcHoe3+cQUvEZq/Wihc/NyT9+Kc3YdhdSA1KI9omIA1hdWx1GvFYUNRRgSDjZexTHUneeIMSDp3KrHGzaUDEMSZox7dVZ9MVjF0Bo/8qCi4aKzP2/zrim4lNX6sMK/etH78CE4qBMs5zUzTLemR9LsLFGtch88VePcF+jABpg7sX0osZ9lHdNRJO1lTS0Tz8rLpmPyd5WPxSPJpjy7mQB1BM0ShnrbwxqSFN9XTfnjSwioJabKGm7eUJ/l1m/8A6lmP2Iv44rHtVN3om+nz97VawqAkc6YK4DC/tA4tcR/J6YNQkzKKqRyPI3csa7polpQG/SBmkoHY7cseR/k7csqCbcqWJMDBdIiEv6Ni2mU0VBAIok7kAnDZDxQyHitc123zUilH4lmCp2IVIkP7SEN9+N/5dZv/AOpZj9iL+OLGV7ALGZHmlLRRCYkxxkAiGNWIdm8MLa3C6Td02/XHkv5NpROkXfrqIckiFjvGY1pbYKVZnoMzJy3G4s5TxUyu4obB2nlSRpUz06yPRcgIAxAABKh9BNAb1i63b/OEV+cpq9IoB943xBwLsqJ8w0UzJIkcc7ssDXL+hIRQ6orshZmGwVjQNA1i7xjsAAZpIpdEcKi1kGsh1hWZwzAIyIAyqCyaru1AGAGHioGHigE8wd++knneQ8pXFttuKYybUfLlgvD25zaABeI5gD9ZInPzck/fgknYuVwIDmGcK7RsqRECMrHHI7m38SKXVSRXi2F3WEfiGQCvIok1KhIBaNkJKkiijbqduR3++pkI3qCmRvRrinaaXMrozGfnkQ80pFU+jKjqGHvxLk+108KLHDnpo41FKqxxUAP96/nhWjA6gYyWOlNDEynip2Z1lNGe7WTzI0cuemkRuatHFR/vWPhiPhfaKTLDTl87PEPsgKV+Cs5UfLBjj+WWPMTRw8Ny0kccmgf04fbz0yb73uBgY+YW6fhC3+rPMny13gZeanZk3lT5jtvnHFNxHMV+rHEh+aEH78AiISWLSSOzbszKGY+pJks/HDJkfo0tauH5iMcrWZ2X7oGJPwxZ4jHDGgjaHNd2CSumeAny9mWFHGx8upxMs6lE0nHehmU7XZmAaY8/mUA5BlR69B3jNQ9MR8R7VZiddM3EMyyHmAqID6Hu3Wx6HGmWm4eGGpeIGiTRWA2T5kOpOPY4ci7E9/mwOoOUQ8/IpOQB8+WGFMmwKUtIFyhMfcAUHYD0Rf8A8mCvA4lnziU+haG59NI3r3YuZXg2VmlSOHNsrSOqqHyjjdjSgkMQOYs8sU+HSW1A+0dunLbbE7PKZSho1BXXe/yX9b9zYzHPPzQ3rjMHtm8Uy55mEeM1IrIf1lKn76w19j+w8+cHfBliivaRgSzEbHSAQSBuLJHlvvjbhvbXMyukRCOZGVBqW93IUfecdN7ZZpMnw5lW1WkhXTsaYhTVcjo1HHI2pjalI06NH53mJ1gcVppsBknQJPzv5LJFjLQzrIV3CaNIJH2SGIDdOXxGBXZfsW+ehMySiKnKglSSTQLHYjzr54M9mu2cWWhGXgjjCKW0mSVgfExbcd2eV+eGvszF9C4WrE6isbyluWotqe/jYGOZicVtDC0y15klwDDDbi82EjhrxTtZTcbcLrh2fyDJJJGpDiN2QMBQOhitgXsDWK2u71X646V2dymQy+X15qszmyCe5okk37CqQAxPMk3W+DnaLs7k5OGyznKJlpBAZBpQI6MFJAbTV77EHzx0n7XbSqCm9jtcuaAJPIakc4hI1hIkFcZil8zewHwHIe4eWJ5fqkEivZN8vd5Y6vwLsRlsrk+/lyxzmY7sOyVq3IB0Ip8O186s0fdgT2kbheYgCQxpl86xjCxCNo2Duygo4ChTsSL9LGCzbFOpUy02OImC4aDnGsc0HUiBJK57VLz2Pyv1xs3KxYNUCLuvIeQ9MdhzPZrK8Pywf6E2ecEBvCHY3dtpbZVFcgOovqcL/aPL8PzTwxcP7tcw8oRlWNlXTTFiykAeGr235jAo7Zp1XeFjst/FaBHHeB5pXUS3ffguaxLV1t934Ykiy/P1rwjkaNi/M3547JmuA5DIDLx/QjmnlcIWMYkIsi3YsCFG42FD5YCflR4HBlRBNl0WJmcoQopfZLBgOQIqtvtYmH21SrVWsDSA6cpMXj6yE7qRAJSI6Su8caKTKTpCr7TFj1+7nyw+5D8lsmm5swiMfqqpaj79S2fcPngL+S6VPziplIBKOELH650gc+pXXjofbTsvLmpIJ4JVSbLnUiyAmMm1YE1uDagXvY2xl2ptKrSxDaDX5AROYib3geXNNSYHNLonkuZ9quyMuQeIs6SRSNpD1po89LDetrIIJ5HA+fPNIyR2rC1UADkCQNPIWMXO13Hc+8qZfPBFaFw4CrQJogMDZDKQT9/UYp8JlDZvLAqd54gB0GqRB8t8djAmsaDTWILuLdDw+yrdE2TVxiTXnM2WSgZ5VX1qQi+u+2LXDyYywDyp4rQ2dNbUGUHle1jfCDxvKTtPmpk1FDPKSb28Ujmj+O/phn7P8IjmgR3zcasR4lePdTW43IB36+WOp2zLNd+JWF2GeJcz8wuicKzSTLqBZTyKluRoXW+49cWpcqDsWavgfxBxyfMGKCVkCiRl21h9IO3tAAWB1G+D3BuKt3BbvfESVWBrZm25hz7O56npjO+g0XB/PRaadZ5gOb9bdVLnJcnI405iIUdw6R2R79A2OIn7ICZS0c6lbslVGn7jQ92F/OqTIxnyMp5AMqsCQoq2aIspJ53pGGfsz2rysGW7pYo45AxtJDOqsGG7FjHu31aPSq8saKVVtP5QqatF1Q+IqTsz2IaHNQTNKpSNtdVudFkelWMJXZ9SYo2AJ0pZrneOicJ4hFLM+YjJKiOdVKg6FREYgbClXw2Lrc+/ATszw+LuVKRvsq3bEXS/VA5+e9D38sZ8VWLiIF09OmGthVvpknlJ8/8ALjMGvoaf1LftN/HGYx+L/gngcUidg1X84ZTVVd5189Laf71Y6h+UrgU+cjy8UAsCbU5sDSNLKGNkWBqOws44rGx9QR1HT1GGmbtLxOEKr5idAyBk1ollW5MCyWQfO8c/H4GtVxDMRRIloiHTG+9vNWsqANLXb059u+HZSGCPLRQwrmMw6RRkRrrALKGewL2G1+bDBvtoo+jxZZTp7+aKAHyXUGav9xCPjji7Z+XvRMZXMwIIkY2wrlV2BXlywRHFMxmGTvp5JNDaksjwt9oFQKI88Y/hFUGnNScpLiTOpiI5CB91O8NvbVdb4xlZoYkTh8aKzMFZyAdK0fEdR8RuhZvrscQdvZD9HigsasxPFFbcj4gx1V0IWiPXCpnHzpRTNPmNGpSuwUXQdd1UFtqaiT54XuN56WUqss8kgU6gGI2NEXsAbo4rpbFrtex9RzZaSSbyTuknWDusrHVgQQN66RCc/lWgiCJmYWbSSvhaJRp3LE7qATVgnw1e4xX/ACgcNjzT5XLq6JmWdmRz7SoiOzct6LBa9RfTCPH2kzwWhnJNI8whPzZC334HxzsX7wu5ku+91EvY5G+YrBpbLrCqKznNDhN2g3J3kWFuAF96BrNy5d3NdU4VmOIRTxwZhEzERQlsyg0aSL2ZSTqJIHID2vQ48nELcXioDvUy8pcgdSYwgJ+0FMhrnR8sIR7Q507HOSlT5BAfmE1ffiaDUieBmDA6tVnVq+1q5knzJ3s4FLYr3FznOa0lpHhBgzvOkeQEKHEDQXvvT1xRs++cWOBliy3d20rRh/FbbC2G/sivUnHOfykZ+Q5hYJcws/crZIiCBWk5qQGNsFAPpqxFN2yzgtZJ5SvLwFUb5hLv44XTDl5DSvMrE2dS6ySepI3O/XGzZuyn0Hh9TLYQMouTxJIn0UqPzC03Tp2L7DQZ3LmZ5ZFPeMulCtAALz1KTe/4YcewvD87A06ZlmaBWqDW4dyAzUbG9FdOx68gMc74Dw3Nw22VzWi/aG63XmrqV/fjziOe4vJaPLOyHnoCqD8UANfHBxmy8biHPZmBY7SQZb5QP5SMq02RxHPVZ+VPiiT5+oyCsUYjZhyLBmZhfWrA94OKfY2HXnsoG+rmISK5HTIhr30N/dii/AMxyELgV5Ykh4Vmo2VlSRWU2CtggjqCNwcdrDYU0KTaTQYaISOqtJmQnQ8DzcMM8GgZhZZe8VwVU7hbVgxBFadqJ59OWF1ez/FYvCIi0d2B3yj4mm3NbY9HGOKKaGYzo97sfxvFr+UvEwVH0ufe7DIh5A9WQ+WLcrh/imdhUKZHiADAiOMg768xEQCNLUbYkGmU16r54a+y/ZidLfN928n1KawoAvrQvrf/AJwq5ztTO5t44SxKsSdQJZFRQxp6BpRsNtzt5eSdoJpHMhhy+o1v49tNVXj9Bzvy5bYxF+LMWA42n/0FYMgXT3y7LzoWaHiAs+XPntjdFNlRWoGiNQsEgGjvsaZTv5jHMRxadkVO5ywUFiB49tem/r/qj77uzdscRndtRhyurw8i49hUUfW8kX7/ADwgOK3gb93p+tNmb7/xPc5LQTaCGLwShKZaZnhYoAbrcMDfKjhWhzPdnRKNLAUwseHT51YNVe+BqGegBBlhQABLuKHLqeXPnz91YmMLBZGcKWZtXhFqaoUuo8tue+B2lTN4ojy/spXQUT/P8H9d9/8AjjMLnfSf1MP93/uxmHt7jokS/wAIWIzxCVn7rWNYQamIv2VA3Jb2fjjpkvbTJvPHJKkyOiyxuksIZ0uUMqrRARlXUotTQ2bqSJ4fx+VJ4jOsfdB1LsFYkAEE0N7O2GH+UWTJLvEHY7iU5WlkJkkZ0ClTuFKKWNXv4hzOlrxFihYJf7F8TijaQmBpS84dgsKyFYgstbKKUl3RTpAHl5YJQdpMsqm4FGZWKOOS8uoDsiMHTSCugCQ78tgv2QMW+HdocqpowpHH3eXB0RbsQyvMGIWyo0hRexx5BxjJvpUxKtd2dS5catQSRpCSUNgyFV3B8wOuAHDSQl8ip812ohIZFR2jKSCigvV3cMcVE3p9lySPTA7jHarLqJDBHcoUiJmy6Kqh5EIStwe7RTTMDZPvxe4hxTKmOcKniZQEqEKxIjQcyulV1aiSNBFWLsYUMyIg1PFMpq+XQ8jz5YLyeSDid0JmHavJd6hWOolVq/m41JqCDQCHsnZjqoi/PUaSsxKJJJHUMFZ2YAgAgMxIBCUoNVy2xa0QdGlHvjJ/AYjZYukwHvUjFTszksv3qCCLfrg3qGmqxRy0KMQBNGfc2C8mWNVan4jBY1wBlECEuz5PVY2956YDZmYkgREqi3W5F+bGvM/hgpxVizCCPmx8Z9PL8caZjK6VOxAFm68v8MW029m2TqUMx0S5JK4NFmJvzP8AHFvM5eeIWWIAI3WQ9fjj3hCB5wzcgdvK99I+77sT8bkJ8Pr+7/z92NLeaLtRCrQcQn2qab4Sv/3YKvPmgEKZjMklbap3FGyAPa32APx9MAcmCJEB5FgCPecNHEcoqsAlr50xr474kwobIfF2hzg5ZjMn3yM343iwnanO1ffOf7UcbfimCfCYWHeEkcuY+OI+Gg61AYit9j6ivuxA9AgFaZftjmeTGF/7UKf9GnDN2elizKkzZfLWOiAozDruSRfpXy54U+LzSvIUJpOYqrPPrV9OWGvs5kTFCX3PhJF8+V/uxpa0Ft1mcXB0jRCeNwJHmWjiQVY00W3vluQy38uR5Yo5aYlh136EfEcyPvOLfFlJWKYf1a6/XYA9fO/nijnDpcSdCN69efy3+/GSo0TC0scYlF80Wb2WrfkAOXWt+fxH8ddtwLar3ZhVkcxQ38qwMzRCFaAO3Uki/PpeNos6zbE1VVVD8ByxgNIiyuJRDvh9hvn/AI4zFH6Yvk/+vjjMDs0uYo3kki7yMzLcepdfM+GxfLnt5YYfzrkjoDCMiIbVlX7unlZpVRCuzlQgDEVuTY3wulserH6fj/HGanVLBoqGvdwV3gObysQuZFbVKSVeMuUjEchABA5lyi+e1+uCEGfyRCMVjDrpLquXbS5EDAqPCdI75hz56Rz54BmEeR+WM7vSCTsOpOLKdUkgQna7kmGTP5Uq4Cxgrq7pzl2I2hUBpABbgyljp9Bt1xX41xPKOJ2VQzMrIgML6iRHEkLIxFRIpDlgaJ8jtcGW4VI8YkCnuz9b+Ncvji/lOy7PX6RR6FjdDnjojD1XCbAc/wCpVD8TfKGkny6wk1YvO8Qvl8NeYyMUbFT+krqpoevTA6ahZCgD16epwzNkuN832/tY3Y0AwRKCwR0R4T8rGCOdZtBCrbDoBy9T5Yqz8WRfrN8FJ/yj54kyPFySAqSknlsD+DcsWswbaZ+eVoZiHkWYUNyfA3Da2Nlttg233cvX8MWJuAF1IMjJfkrsSPcaHzOG7jPDJV0lo5XBA9lGaiRbV+rfL8MCk0A14kP6wK/iMXCix18yj69Rh+QoXw/gMUcTIXa331EFdwaB9hqojzxZm4AJQAMzFZJZgVPQfaC3sB5dMFliPtB29KO341iXuJW+vJ8GP7jizuvNVDaAn5UvZPsYQ6uZsu4U3p18/wBoLuP3YuZ3hJLE93q9UYH/AJbwZXg0p5gn3oT+KnF6Hgk1AUoA/Ur9wxU6hH6grxi836SlqHKmNW1ZecqRzWvhZYAp8V+GPcnnoUP/AMHQqr1OW/56v4YbouCzKdlT3/6bHh4awPikiJ8mkDH3UQT8iML2Y9lP2o5jzCWcvw2PNPqh1IwrVHJWqiT4lI2ZefkR688MU0YRNNUQD8AB92LGUaGMgaDru7U1flswNfPE3F4BKjeF47UgkLYFirssowwBBvoiXNc2AbrmuYk/mkQ0g2pBsWfCzkb9Nh057eWB5gJRbAFbeg6j95+OHyThEeUSEsyyaSWCldmUhqvciiSd98adqeMpKndLEkIFEqqrZNA0SBYq+XmMVOBcZAVjS1oIJSC0tIo51tv6cv7pGIkoAsefTBOTh66aBYXvuPK/3GvhiBOz2ZZGdI+8U8ipBN+VXYxTUYQZKLXZtEH78euMxY/k5nP/AJef9nGYSQnuuh8KcTTJCCAzmgSBWwJ6e7B6Ls+Wod4QTfOF15AnclaHLCT2Ly6jPQU5Y6m+PgfDlw7NXnNNL7Ug5Neyv66f3YrbQYR/ZTBBUzSFQQ+xF8wOePI4xOe7UhupGodMc+ywyARbdmOkbam8vfhi7MGEtphVlsczfKx1OC2i0FGE057iMseiJAqaVCeDma28X2gfLA/hceqVtwreLrspqzvfKtQHvGD65aJ1CnTqVSQQaHnVbjVfUfdgdwfhMcjyzMNVuQqk6fZNE+tkH0x0KFTs5WPFUe2jiCqcsi+YOBeflOkkUBtV8ufp/rbDD2v4dGI42hKxSE+JfbVgRewDDSR8Nr22wpyhhGe8dLsVQ2qm6Ne9188bH1Q6iXNXKpYU08U1riOKqGU72Qfcp/7sXOF5xopEkVSSGHOgPx+/FUSbbFm9wA/DE0QIYWorc+J26A8wCMcsGF38oTnmOLs/tMybnYPq3vyCDEcec29ucrQPsLW/9px+GBMPEk6Ih3B/Rg9R5ljiSWdPrRsPaHin/wCkpWGzKZAiUHFY4m8QidSfEO7Cv5mioqwN9z0wZizkbH9E5ez4diLH3dDhFzc6Mp0WLAOyCvs+1d/di7wjOlJhrPN7oVZ38RAHoDtyxqoAulYMYQyLalNknFSp25jar2xUzHG5TyNe7BPMx5VwGJKX9oEHC/xpoFQ93IS5IAFEczRIPoMXMLDuWKq2sDGcR5ryDMtO5USg1zuQKL8tyLODMeViy66swDdWFG+r0BB0nAbhshy4+kLGviBUcuvLb4YGT52WQMoNAkFthzII1D7NHc16+mM5ryYNgtwwga3MLu5orxDtIU9gx5ZT9VAGk+JA8J9CVwEzXEtYaQLLJprxu5oXysDfn+tha3J0gEm+WCcWTkCVI/dqfqs9b+ei/L0xpc1rVipvfUPv/PspDx2V2JBEerZtI57eZtvjeIsjPbKJCxDc9tRF8qFgn59cXcnwjw3djn7/AHc8XoODIDyJr12xndVbuW1lB51QziUHdd20RXW4JcD6l14SCSRzr4YPdkQyRMGBBLXuPQYi4rKuXgkkoDSpqhy93r++sXuzHElzEKNsGKKWW9xYB+PMfPGZ7pC2U25XIp37YzEujGYqWi6Q+wbx/nDLaV+sa/YfD9wbtO88pQkVpJ6b8h9kefnjn/YTMMeIZa0oaj/yPhp7KzQtmKjSUMFJtwumgV+zv5H4YDNEiQOH5qbu0CZQDwjdmA6emLsPFDGy993am70qd/8AxgDCs/drrzIUaRso35chvjfLSlSCncsfNwwYnzJBIv4YZgkpXTC6Bm+NoYllEi7GgFKmQHz0hbP34m7LcbGUUtPE1PZBo7ajq0nbbc38ThKTicwGlsvG49JV+4Mo+WLEfHhWh8rOoO1ooJA8hRONTRTuCFkeK0gtIRHtPxjLyUsL2xJJXqDd1VeFfERRrkMUAj0NJayL8N3Xw354sH6DCBKI8w2rc60kX32dFA42fOmaNdERjWrWwC9HXuaF72OnTFudoolgVBpPOKbUItoh8qOQdpT/AGrA+/G8FhwfAKv6oY+XW8azZejulHzY1+JxYyLtYCs2o7ARmzzF1W/K8YoXSVoZ9iPYDDT1VUGx/VC4xc4Ax/Rw8x7Icnf1DkfdjfRPW4eqO8oLdfJrxGsj9CG9nYRRqOfnpU/fiIqGeXUVGl136uCNmG2nSD9+GTsVll3fug7C6se7f12/D0wv52JgkhKqjA0KZiTZ35sRyHTDdwuRMhGZBLrcKNUYok+g9caWNJpGN6xVXgV2zoBdFO0kqmGSF0UqRTLookkHccuVXY3usJWe4VlFVWgeUnULVnah8OV4t9oe3sWYBEcbiRk0gnmBfWia3+Ow2xTynDWOV70b6SdQ6jYUa8vX+GLsMzKCXLNjauZway9pKJZjhzFFJJAobdOnLEknCu6hV78Ttt7h6eV19+JuHTLIjH+k3577YoZzMnQSDYHI72L2AF9P8MYiDMLpgiJVHLWqnTSje9Ion+0ebfE1hF7R8VkQ90hK0f0jCtRbyBqwoG1DreHaacJEzeQwkcfyFRhyWLFzrsfW2Jr0JJ59QcWOMBVMbJHJOfYjONLk0LG2BZSepo7X60RhgBwr9gl05QersfvA/dgtn+LJEpYkADqeX+J9B92KleFH2tyzy5Z4owWdx4QOptQPvIwd4JwJMsqgMxIVV3a1FAA6R0si8AuzPFlnYvyUMFW+ZsarroPCdvvw3rKDhSmatsZjLGMwqdcz7K5zuM3DNJqKIxLaRZ3VhsPecOfD+KcPifXEM8WqqfUy70eRPOwMYvCkHQf69+N+4A5DFTS4Jy1pSBw7ssoVdUQuheok/vwb/MGobhfgg/E4ZVsdFxKJq8vgMESiYSfm+ywCMykjSpNC96F0N6+7CXBxxOjzL76YfcLx2KTODHCeN8PME8kfRT4fVT7J+X78WtJVLgE2cH7V93IjfSaVTZtCLrpua+7F/P5fVJmmZSUkjj0syE6w0UxBRtJ3EjxkkHar6Y5pi9w/Pyqyqs8ka30dgAOuwNYfNxSZeCL9oeKETTmKWaIBmEaLSIdJI+oyjTW4Okk7XzvDPxfOvAZQrNpXLKysWYnWZGjRiG6t7XUFVsVeAc/aZhsuYlYeT6XH95Tim3ac7hoMtIDV64RZrlekryxJUhF+B8fn70BpIq7t3LKo1eGN30kjSbtaPlhhj7VTa8vGzFzNGWZbdSlIXHhaRvCd6JCkgE1RBKRH2gy9ktkUBKspMU0ibOCrCiWG4JHxxbk7SZdpe/7uVZgpA3j0mwVttEaljR5mzy54KEJ4l4Z3yhUzWVBDFirDQ91Q1bkV1+OLWRyGYK6Hy+VnA+xOln5FT8zjmM/aHW2t0UueZUlSf2Ti1l+04A9qdR6SAj5MTh85AhV9kCcxXSvzAg3PDZ0PnGdX/U/4Y2eOFRTJnI/ejn4f0YwhQdrwvLMSr/ajU/guCkHb+YeznF/3lZf+oYgquGhQdQY7UI/lsxlYQSubzEPXcFfuMn7sDWfJMd+IOb3ItQSfiCPniL/1AzDCu/gb3sf3hsUsx2olPt/Ra9dA+8IDg9oeKnYt0AV5UyrTRpFLNIpdbLkkbEGtlVK2u7uumBfbGNvo4ZvaeRW/a7w/McsSZLjqSyKo02xNlF50CfaYBunICsZ27hqDK89UmpiPRCVWveS2EJkJ2tgqg3Ho8vBHEAXcLuo2UE7nUfeTthS4nxCSZ9TknyHQe4dMHOG8KLHlh14TwYLRIwhKtAQb8n8LMpsMEFHfkT6fC/ux0CCKsaZeKhi9GmFlMAs0nHmJ9OMwEYVMg4ia8TMcOLcCgI3Sj6MR+/EhCUgu2Ks0p6Y6A/ZrLnq49zfxBxWk7JxdJGHvAP4ViQpK5nm5H6YVOPZB5qsbjka3/wDGO3SdjAeUo+Kf44qS9hm6NGfmP3Yl1LL55l4NIOhxXfIuOhx9AzdhZfsofc38awOzHYOX+qv3FT+BxJKELhJjI6Y1rHZcx2AfrC/7JP4DArM9ha5ow94I/HElSFy/GYep+xfkMUpexr4MqQlPGYY37JyDocV5OzUo6YkqQgt49AwRfgcg6Ygfhcg+qcGUFCsV40AxKcnIPqnGn0d/sn5YkqQjHZ6QLIpJoAiz5C6J+AN/DDrxAfS5tQNxxgRx8uQ32rbrhG4Rkp2Yd3E9+ZBA+Z2x1LgvDe7RQd26n1PPBmygF1nD+HBBywTd441DO2mya2v2dN9f1hyvr0BxLHFgfxiWUSRrD9IVlXXqAkMJ0sx7sKi6XkfSFPeEBVII3xzsfWfTYCwwSeXPiD+Fa0BEEzsQ1fpF8PtCmsVXPw7cx88XI8wlAhlIJAsMDuwsDY9RvhUy+YkYRFmSVTPBGWeEOz3CsuYWMigBauKpiCWAqse8N4h376RGsSrmV0oAwZVXLggPq+sNdEDYEHnzxjw+LxDqgbqN/u34TECE5WMZjTbGY7KrlV8sluo82A+ZGGLiHEGEjgDYGvuGAOQ3miH/ALi/cb/dhO45xwfSsxTkVK4O9cmI/dhwkcukrxBsSDPHHLY+P6Rp70qOdWf3YJZbtWT9cN/uk/OhhoSyn8cQfvABWjSSxve7GkAVvtq6+WLa531xxztfx8ssciyutWpWNiuvdLP+7d4Uv5QyPKAsuZTcqf0jECtVG9VnkPQYEKL6HznFZL0IKNKQ5W0FtuGpgSa6bc+eLYzx23x899ke00v0yETTzGMM1hnOnwqxF+e9c+uOwQcWjYWCa862xIUlMn08+Zx5JxBuh/DC23HssDRmRT5Ft8ejj2WO/fxfFwPxOJCMq32icu+VB6pKxr0MYH4nCp2l41FlGhRoZZXnLBFiUMxK6dqJBJOoVWGbi0gM0OkggZcEEcj3jc/7uEjtrwp8znOGhVm7tZX7x4rBjB7rxagPByO58sKRdONEYy+YiaON5VOXaS9Mc9JJsxX2SetWPQjHuYTLgkNJECDRBdRR50bOxrCV2m7OOMyyiPNzwtle7jYJ30hbvQxVnZT3Z3J17UBQ64yfs4+njDPlpGlqFYGKEs1hhIYyBTk0LK39+BlUkpqzEOXAtpYgL02XUC6Brnzog16jFfO5OBA1slqL0hl1GxYABPM9PO8LvHOCOkcEEOSIByTM0iQGSTvmjpkbVtGTQtq1dBuNtuD9nnLzPNlpLThsSxF42FSiNFpbG8g3Fc+eJlUlFJMrGuV+lNGwQIX07aqUkdDV7eeNOCSRyxvKcvPDEkfed5MmlGXnamze2+Jo8lKOBrCY3Ev0Zx3ZU67LPQ01dnyxCvZWX6Bl44nfvJFgM8eakfuwqDU0YULqS2oEeQrBhS6zIdpsu+XWZEmIecQJGFXvHkIU0AGqqYcyPwwxcCzkeZiEseoLqKsrCmVl5qws7/xwh8N4Xm0WKeTLtpi4r3xSON9ZU93rdFItoxpUKR+tfLDf2DyEkOVkMqNG02ZllVHFMFYKBqB3BNE0cSFAmAJiAsDmFiMZ8UerWrMpPsivC3Oje4HTnvU94o8P4+xzUqOiARhr2IZFXkzE7EH3fOscXbNKpUYAwTAJ1jgB+VpoHKSUO7K9pmzrhO7niPdmRSJRJ9YIAQynSSx2utr6Xi/mFvNRjVqKrIzHSost3YB8IGq1UbkXVeWKebzeUggzRGWKd7IBMYjpYs4LXqatOk3Q5WduZxr2eCawYu80LAgHetqe2Z2JY9bsV0qqxXgcGG1+07MtgwLgjS95J1PvRK6sXDLM+/JMOg4zHne+uMx3oKqU/CYv5xD6MT8kc44Hnc53k0jFlGqR2BPqxPSzj6D4L/SX9lGb7q/fjmfbPs+skUYhhGsH2loACtwQau+nlXzYKtyVOHMdEjIizNYC3r0mqv2WQnmPdtg0RCi6pYIAa2AMtk+X9PtXM2OQPXACfg88EMgawrHYXyOx+re+wvleBOXZ1ZT4tqItTzH9kYKVOvEZIbVJMnHoGoqbmQ+Kt617k0B1rAzOwQBw2XQh76uSDqBFUVsHxMNjV154H5mfXtrrkfFq1bWAL02RR+4YpFHLlQT0ohWKm+dkr09PvxFF7lIhqd90RBuzXfi8Iul5n+OHOLhRzEcayOhQ0VQEBiALA3O3T2q9RiXhfCw6kbsWQqS6EqbFE+Jdj15YBZns1mInaRH3qt0kJrysR1XxxFEcyvZzQztNl49I/o0WdmY21+KpKAAJO3M4qtwtSG/m6Dchale9vP8ASsB9+AOWhzsT6wSWYWdQkIvzHg2OLOTnzRkRSijU6gUr/WYA8xsKPw2xFF2jOxaZtP8AVwQJXuEh/eMCeOuwCaS4W21FLv2GK+zvWqvjWDWdGrNZr0dFHwiT95OPO5OAWZmrXh6opuDiJQKfOzIIaBJZBrGkklvD8K53vY50QMU04pmDW21Xfdtv/Q2Oe1FmH+76Yae7ONTGcKaTjvWpmMpNF6YPvySovEcwi1ufDeooxN1IQp33sqov192LnEMzKJAFuiq3sWAPjJ2ur2GCmazccZAd1UnYLfiPoFG59wGKfEOOQQrqdxy9n63xHT44nYkD5kTjGOdIpjf9fshw4rOSNiBS2e7Ph3js89xTH+G2/p4jPZ2HIc0YcxH4uRq9Tc+XXkcC17TzSPsYoE03bG23O2xI57+XLlyuPPdo3jWxmkdr2VUH30xrE7F0TPv1R77h5jsx7+iMHiMzUKbfu/qMCLMV6t9uZ5WK9xx7HxPMEragWa3VtyvdhhtdWS5HoL5A4Um7bzA+2GFWdtxd7eV1R+OCOQ7dFjTBW862Yee3X51hC2NXFWsr032ZTaeW/wC4Cb+EsxgjL6tWgXfO6631x4YZQSVzEw95DD+8DtgP/K+D6xKjfmD8OlffgB+epZM0pEjCNmG0bal0+XhsXXPrgvpUngBzQ7zAKxPaS9xPh3wnFMtNoMeqFoyb0PAuknnZCad8SZOBw8kjlNTldkBCgKoUAAk1sPPFLi2eEMLOkpJFUrVvZryB/wDGK/Z7jrTzGM6SNJYEAg2Co8z54Wnh6FJ8taATw5/4oKDywvGgTDpx7iTu8ZjXCohV+IdoEyMbSyRvIrfoyEIB8fXf3YXl/KBwt/ajzsfwjI+5ice/lNH8yP8AtE/fgFwztNAoqVW1FIxpEZA1LHlVMhVaB0NC9EUQCaB1HTRKZtMObMIlxPi3CMyulc5NDe/iyzN/yAfjgcOBZBq0cYh//wBI3j/5mwN7U8ZgnhVYg9hw24bzn1OdTEENrSj7WxDE0uFfQdtjvy25+7zxMyYYYEcE+v2NST+h4lkJD5fSAD8t8Tx/k8z4NxvG4845UJ/vEY5yybWRtyutvdjzuKPs0avlvXn7vXEzKd15runAOC5xWVJoZtCg+J2Qj02R2/1WDc/DGoju2+R+7bHz5BnswnsSzr/Zkcc+XI9cFB2m4jCxX6XmQwNUZS+495YHEzpThTxXSeJcOkjUszWo/UN/KzijwJg88HiDAypyU/aX12woQflE4qKrNO3WjFG1j4x3WLsP5VuICifozkci0O/91lwcyTuz10rvz3uYYAG53G/6hKf9OJHzbAWQgHmb/jin2UcywrI9FpF71q2GqUlzV3tbUN8IXF+NzZk+IEJzCCtPx3395wHVQwLVg8E7EuIGg1Kb+Idro478SGuZAJA9/iAHxIwqSdtllbSHVieQZgB7gqnSfjeAnCcgmazphmNRQRNKwLEA6QDuRyHiHIdD54a8/wBlstJGqSCFAFVWeOEhWaZlERy7gWRbDZtQO11gjO9skwjVq0cNVLGszRYkpcz5k0ySozIz6UJiKX5BfCLVd9wPlgLmOFMd91XpYJ3876k+u+MyLt+ljYgtC4Qk7nZq+NGxfkBgt3J8x8j/ABxkfUcwxK7VDCYfEtz5bH6ceaDxcEk5BifRY9/xxv8Am0rYJf4gD92C4hPmPkf+7HhiI6gfA/8AdhO3dxV42Thm3DPv/aAPlwGCjUdb1z3Gw35YspwqOwfFY5cv3DBERHmav3f443WVFjkZ11aQaNkchfTniGo470rMFQpySwHfut91QnzKRj9IwHlZ5/AbnFfL5iCRqQx6iRsfDf7dA4M9g+za5gfSZk71dTd5uLUKt+FT7R1MqgVQAYnpi72l7IxHLFksyLCZw/cmIabfSps7vSb8iLBobg6W4a2t1xau18zrMGXnqqUokkKqzpY2AFVv5aARgv2Wybw5pT4WtJORv2dF3X9oYUeDu8sKvqW9wdiTtt59Rhz/ACf5QnMSMzA1HQoV7TL5k/ZxS0+K+q6dczh87RDSOW9OX0t/sr8zjMW+4H+v/OMxr7Qrz8hKX5TgTkj/ALRP+rAWTtNl++ExMh0GQKoViSJHi3tvZBQOCvyAvALhvbriU0qRRvGXc0LRQPMknoAAST6YJ/n3jBUPEYp0PJokDDkp6gEGm5HfwvYGk0lbBCoRmPsoUsTkbEKnnc3AFfu5C381ECr3bg2rqQSSKogYvZbj8KLEWeRmjRCihT4GSDuiAWFAlmLWNvALxHJxzjYu4+SljUaEUoUnkedMDXOjeN34txwD+jF2RpCJq8IUk1fK2C39o6ee2Kzs9pEF33HRWd85Knx3iUL5d443Zv0lxoEdQFMkjkOD4DQbZhTXsdhgkvH8v3ryPJLIHtQug1HHK4LruLNBQCN+fh64iyvFuMywpPGYmjdCy0q2akEegD7ZY2F6jfGkXFuNsyroA1GrMa0PaNmr8PhajyNbXgfDmxGbjvG+OXJTvnJW8h2my6CMEvapAjNobcZcxMOl82l/ZHmMUvzpDrgdpiTC8pI0zNqEiIoppAW2o+0fd0x5FxzjbAER7Gv/AONfrAML328JU78tS3Vi4sv2o4q9aWjLHvhoEY1Xl1VnFAbmmFVzo4A2axpkO15jgeXBTvnJXoeO5YNHpd0Ead1ZR7ZFMBBVk8SG0dt7smiKOyXPuzEaqLGrG9Wautrryw2TcZ40rFdAJBYWI1rwOENE19YgC+d7Yhz3aPi0Sl20FBXiEYo2zKpF0WBIsEXsV88W0cEKR8J198EDjJ3LpHZOMvko0G15dAenNB5bjCxnuzOYVj3YQr0BJv8ADC7ne0fFok1uEChSxIRDVOUN11DCjV6bW6vEycX4yb8C2PNE53p0jfdtViupVhzU1caE6wq6WLqUiTTcRPBT5Ps3n4c19KhVBJyKlrVloAq3oQPnhhznFOIaT3OSaNyiooacNBH3fslI+VjnyHTnWEyTtTxVSqkICwYjwpVIodiTdABCH3I8JB5EHFyTi3GQ5UouxYFu7XT4GCkjrVkEbWQQQCMOKZAiyoe7O4udcm5VLhXYvPRFyVRy48QZue93eCH8nM90y0P7WKs/aDi6KzsqhVBJOhOgLHa7vSC1VYAJrFnL8X4tIshRom7vuhQjskzoHRRSncg1vQva8VOoAm8LVSxtWm3K1xj6fyFv/JvP/wDysP7WI27P58H/AOFiv0YY1k4xxm1GhbPTQg6yACyQDfdswIJFC7xFluN8WkR3VVpCQ2pFU2pAbn0XqTQFHfY4ndhy+6s+J4j/AJH0b0Uv5pz4/wD6qftD+OIM9wrOvG8ZywUsKsMPjtjyPj/E2ViXhRldowjqqu7x6S6KDzZQy3ZHMAWdsTNxfjADWqLQB3WME6mjQad/FZlTl9oYndhyQO08QQWlxg20HRR9jjm8g473JvMisXQqLZH0lbAvcEbEWMFeNcazeYgbLQwZpI5Ce9ediXpvaVAWNA8vIAml64GnjHGbru97r+jTcggUDdE2VG3PWn2luLKdpuJyAGNomuEzVoUHSJTCbuhYYX/Z3vpi0tI3hYLIpwbs+wNGEqpN0DQugPhy6YdOF5ERghIgl1fma5WeZxz8cZ4zpJ0L4W0ldC6ttQ5eVih5kirsYG5ztzxKJykhRHABIMa3vuPmNx6EHkcJ3eTaFe7EvLQ0uMDduXY+7by+/GY4t/6i577cf/DXGYPd3KrtAlfLztGyujFXUgqymiCORBwRPaXN7/ziXfn4ttqAochQAArkNhtjMZjWQqQVovaHNAEd/JRBBGraiEU/3UUX5AY2XtJmxf8AOJd7vxfa3PzO/vAPQYzGYkBGVHluO5mNVRJ5VRa0qGIAolgR5EEk/HEi9o80G1CeQN6H+3QrlX6R9uXiOMxmJAQlaQ8ezKilnkAtTV3uqqg5/qqo9QovkMRy8VlYUXJJMpLfWYzhRJqPXVpH34zGYBaOCMlSPx/MmrnkJBJB1b2WD/8AOA3wxrPxvMOpR5nKtVgnag2oD0AbehtsPIYzGYMBCV7m+OZiRWWSZ2VhRBOx31H5tufM0TeNk7QZkcp5B4mbn1Ylif2iW95J5nHmMxICkqIcWmHd/pW/RgqnoCoUj1BUBd72AHIDFj+Umbu/pEt0wvVv4zbb89/w25bYzGYkBGV7n+0WYlVVeQ6VUihtdqUJbzJRivlROws4rycXmLBg5UgxsNO1NCgSNh+sF6+pxmMwMo1hSSpv5RZrUrd/JqUkqb5XrBochtI/7Rx5D2gzKAhZ5ACxYi+Zbdib531HI7+ePMZgwFJXmX49mU16J5V1vremNlrst7yeZ69bxIe0ea1iTv5NYGkG+gKEDyoFENfqjHmMxICkrf8AlPnLv6TL+1+HQHkb9F+yKqx8UlUKEcoFiMXh2tGdpCp8/ExPwGMxmBlHBSSrH8o81RHfyUbvfnqNm/Pc36dKxRzmcklbXK7O1VqY2aF0Ph93LHuMwYQlQYzGYzBQX//Z)
Interessante que essa revista esta sempre atrasada alguns meses em relação a Portugal, e a Mercedes Enthusiast deste mês (julho) traz na linda capa um comparativo entre as mesmas carrocerias, mas S63 AMG X 450SEL 6.9 (e também uma 560SEL). Um bom mês para quem gosta de W116 como eu!
![Revista Motor Clássico sobre Classe S 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/Xibx+akH4geWOYTTeqe8Eb9LvD7lizad6GaJVDDpYsjf9ZWFfA4euLhyFM8ExcvekjK+roMwzRyooVhoZgxAqwVB69aNV9+KMrNi6UsM2Sxnec87m84I8nI8ayMEjSlO3izWD72O+wGJmq5zuymygC6p+ldCM+wuz2MYs+Ox3+eBW95Fmi6BD6R+HhQDK+wH+qf8AuxbfN5qeRyucO55yWYkWGKRi72FBjceBPUiugOCKrTYIFpC5J6P+KxZbNxzTEhFRgSAT1UgbDfrjmpuAdJVnCRZdD496TcqIXGX1ySspC2hUKSPaJath5Dr7uuLOrNiykKZm6V/RLwlnnkno9nDEy35uwoAe8LqJ8rHnidEXlO82hCPR1xeLK5tJpyVQRsthS25ArYb+GFpuDXSUXCQup/8AaZw7+Ff+af8AuxfetU8hWc76RcmuWeeItIQ2hU0supyLA3Gwrcn8TQxjVESsGGVBwr0pZJ0BmLwvXeUozi/cyA2PiAfdgCq0olhSd6UOcMvnFijy+phGxcyMpXqK0gHf3kmug6+Eqjw6wTMaRqujejLh7wcOhWQEM2p6PUB2JF+R0kGvfi1OzVN5ugPDeWMtJxBp0izdpmHYyFoey7RGJIq+006tht4j44QNGaVQkwuh6cWSJf51zWXXLiLNFlizLiEstd0sCbJPRe71o9cK8iLojVBeAck5Tss3HG0+mQmCTUy39G3VaXzPj9mFawQQiXFRf9k2T/hMx+0v+DA3LUN4UHbkLKDM+r9lnrrVr1w6dFga+uqgTXS/dhd22YujnMSmLM+jfKvDDCXm0w69JDLZ7Qhjfd8xtihpAiEucoxDHFw/LQxDWyB0iW6JuR6BPQUC2/uwwhohDUoPxflnKcTld37VHy7GFipUaqCv5GwNex28fdhXNa8oglqNcP5diiyoypuWEAipabYm66DYHp5beWHDQBCBMmUi8W5E4erTkNmUEBjDKrIR9LVaS4J2vez9uImm26cOKdeXuUstkrMKd8ijIx1MR5X4D3ChirWNbokJJ1QjnPk7KSmTOZl5l0R22gj2UB6AqTfzwr2NNyi1xFghfDPRnlJV1Muci3rTI8VkbGxoDCt/PwOFFJpTF5Rfg/o3yuXmSZHmLISQGZSNwRv3R4HDCkAZCUvJCEQejTImZ4A+Z1Rojk6kqnLgV3evcN7eWE3TZhNnKI5f0UZEG2M7jyLgD+ioP34bctQzlMGdny2Riii0dnHJIIkVF6F77x93iWN9cMSGiEtylweiLJDbtMx+2n+DCbpqbeFYk9E2RUEmTMAAWe+vQf7mBumrbwq3yRy9lDlpUWCZsvPpcHM9mwcEd1l0EkbUd6IsYLGiEHOMqHN+iPJMbR54x+irqR/TUn78bdNW3hVYco5Lh00J9VzObd2AjYmIrr7xC6SyDUApayCOm94GVrTotmLl0lRYvp7sVU0scI5aaDNST3lyJJJGLdiRLTkkL2uuqBr6vQYQNgyqkpjJHnh0qE8e4SmZ7EOV0Ry62VhYdSkiFeviH+7CuE6ohacr8GGUhMXaGQdozBm60x2BNmyBtfjhA9jBdw8UTJ4IvhTiqA1ePEeqGRx4KkcgfWRPewhMenSfFg138qrEnbQwjTJqt/yHqju3kaFXf87jFaGMoVyRSeHRrBB+iUsc3UIZzDwcZqIRNWntI3YMLDKjBipH6wFfPF3CUAYWvAOBrle2VNISSYyKirpCAqi6QPipPh1xmiFiZRXTgoJd4ry28sshWYLFMYjMpS2+iII0NqAXUAAbB92ELZKYOTFpw6VQZ7Ll43VSoLKQC661381sah7rxiihnLHADlRLZj+kYNoiQxxpShe6hZqJqzvufDCtEIkyjmnDSlVGDhmnMyz6tpI400107MyG79/afdgcZRmyIBcZBL3MnKxzj207xoIWjCoFu3PeLFg21BAKAIo774VzZRDoR7JxMI0EjBnCgMwFBmA3Nb1Z3rBQJW85pWN1QJsi62614/DGlAJV5X4emXkklLxXIgGmCBok7up9bKWYayCd9thWEbZObo+eNQUx1+ypY7H2RuT08jhswQylDuIZuDMS5XTMAY5+0A0k6qEkRW/DvN1PkPO8KSDCIBCZNOGlBCeNuNJQS9m5UsukrqpSCauxR9n/AHtt8eF+IKpZQZGuYWvpBHC9pldmFpPfLgDAtMcUnw5nMqcqTMx+iiacGWMd/WvarVgHul/kNjdY+afuqgqiP3ODbONspynnrHz1tK6xSq2hp8FFlpZtaibMvEEjOvVmEJZhJJ3KE2xeMx94jYDYqcGrSpgHLSkl3wEQMrb3bwM24zxCanQrPgtaSFCnE3YZPXKB2MWmYetqe0f6I6iVl/SEo1HUQD03oN7K1pq5WTmMt/TPZHatdvLLawniqDB4ox2HK3zBAgbMuJ6WeNDly071r1s0hG5paZK2+rQxqFCuxlEVKWhM9kXEAN7+M98pWYarVc4U2kka9D1VGPMwGVDLJGYwpV1JkfUPpCCoWK0LMylgGKVY07A4c0a4pkU2nNMg2Ee7rLrwAYMZuM3Ku3ZmKJ9z6IvyjxHLQZSNA41QoDOUSSix0pqGpFJshbodb95x62zN6zGVq9UENIETBIE6WJ0lSrbKxPYp5bk2uOAnnyCLfuxyf8I382/+HHu+20efkUv/AI/j/gH+TfVS5XmnKyOqI5LMaA0ONz7yMM3GUnHKD5FRrbDxtJhqPbYXPaHqozzjk/4Rv5t/8OB7dR5+RVP/AB/H/AP8m+qly3NOUc0JgD+srKPtYAffhm4ui6wd/ClV2Jj6Yk057iD5Ako0Fx0SvKgoNnOaMrE7Ru5DKaI0OaPxArHM/F0mOLSbjoV6tDYmNrUxUYyx07TR9SpG5iy4hE+s9mX0A6G9qiaqr6A4PtVPJnm2mhSDZGLNc0MvaAzRI001mFHl+asq+rTIe6pc9xx3V3J3GA3GUnaHyKpU2HjqcZmakAdpup04qL92eT/hG/m3/wAOF9uo8/Iqn/j20PgH+TfVTZjmzKIzI0hDKaI0Od/iBguxlJpgnyKnS2FjajA9rLHTtN9UQzHFYkhE7N9EQCGAJ2agNgL6nFHVmNZnJsuSngK9Sv7O1vbvaw011sq/C+Y8tO/ZxOS1E0UYbDruQBhKeJp1DDT5K+K2RisNT3lVsDTUH6FbcU5hy0B0yyDV4qAWI+IANfPGqYinTMOKGF2VisS3NTZbmSAPlOvyVOLnHJMQA5smt438fl78TGMpHj5FdLtgY5oJyi3/ACHqi/FOJQ5ZdUzhAdgKsn4AWTi1Sq2mJcVwYXB18U7LRbP0HeTZCF53yX8Iw/8ADf8AuxD22jz8ivRP4ex/wj/IeqZYiGUMOhAI+Bx1AyJXiuaWktPBcs5yOniJaZNcY7Ngp+sgA2/a1/fjycSYry7S3gvvdjN3mzMtIw45hPJ3/UItNleH59oxG6wSLYCiNULXW24o1W1E9Ti53NcgNMHwXmsftLZjXuqM3jTxkkDrzE9QFQ9JWWVJ4yqqC0ZLEACzZ3PmcSxwAeI5Lt/DNRz8O4OMw63S3BWeauH5ZMlC6pGspCVpABax3rrr52fGsNiGUxSBAE2UNk4jFPx9RjiSwZtZIF7ROnoh8EN8JkZlB0TgRsRuATHq0nwBbVfzxMXwxJ4G3kux7w3bLGsOrO0OZAdE/KFjlnN5SOCVsxHHJIH7isoLFaXoSKq7P242HfSawl4BMo7UoY6tiGNw7y1sXIJABk6x8k0cA5fip5xRizEdiFkFKD3gOpBr4Y66NBt38HDTkvA2htOtLcObPpujOCZJFp5370k8oPAJwczoMfZn2xY1d2tqO/XHBhSzP+ppHFfVbZbiDQIw05sw90wYvKauDcOgzcqZmBewWB6KBFpyO9exFbGumOykxlVwqMERw5r57G4rE4Gi7C1zvC8SHSezNovrolzmDLqvEWQKoTtYxpAAFEJYrpvZ+3HLWaBXgC0he5s6q92zA9xJOV1+Ns0XTPzry3CuXaWKNY2jIPcFAgkAggbeN37sdeKw7AzM0RC8HYe1cQ7EilVeXB063gxNis+jbOs8LxMb7IjT7la9vgCD9uDgahLC08Ev4lwzadZtVo94Ge8cfAhB/SVl1WeMqoBZCWIAFm+p8zjnxwAeCF6f4ZqOdh3hxkB1uluCxxrisbQQZOBIyzCPWxAADkDoegaz3m8Nx51qtVpY2k0ckcFgqrcRUxldxgF0C8loJ16cm8ddNW7l/lWLLx0yrJIwp2ZQbB6qAei+7x8cdlHDNpi9yvndobYrYqpLSWtGgB8zHH6cEhcEyyNxJYyqlO2kGkgEUNdCulCh9mPPpAGvHCT/ACvrsbVe3ZhqAkOyNM8b5ZuiHP8AkR65GkaqGkRRsALZmYAn39BeHxjf1QGjVcf4fxBGCe+oSQ0nrAABU3InElIfJzqCptow4BphuyUfGxqHvDYbC1Bek75Ke3cI4FuNoGDYOIPA6GR4HpCr8jzCLK5vMaQZI0XQxG4JB2vyJq8JhXZKbn8QrbbpmviqGHnsuJkdxH8StOQuDpmp5GmGsIAxB+szk7t59CfecDC0xUeS68J9vY1+EoNbR7JcYtwA5ctQmnjfI6yPE8AjhCHvAJWrcEdPHY/bjqq4VriCyAvCwO3n0qb2V5fOhnSxnVLvpJDLnYy4JTQpA8CAx1AHzPj8Rjnxh/VBOi9j8OZTgXNYYdJnpYQfT5ohOeG59UjRlyzg7Ds1QmxWi60netgfDFCaFYBot8lyUxtTZznVHDeN/uJHfGo8E+wQaVVf0QB9grHcLCF8o95e4u5mUocR4tlp842TzMKaUsCV3rfSDQ2BW7rZvDHI+qx9TdvGnFfQYbBYrD4MYzDPMnVoE2kjrPgkvm7IQQzBcrJrGmyA2rS17AMPHoa6jHFXYxroYV9NsnEYivRzYpsGeIiRzI+winpIkuWAEgusPfAPRr6HyOK4wy4dy4fw4yKVQgQC+3d0R7gvJOTeNJO85KqWAk21EAkHTR8el4vTwtItB1+a8rG7dx1Oo6nZoBMdnhMcVY5+iSLINGulBaBEFDYOt0Pd1w+Lyto5R0+qhsF1SrtAVHSbOk94OpSxyjw/KTZeZcw8aOXpXLKrgUp7urwux9uOXDspuYQ8wfNe5tbE4yhiWOw4LmxcAEgmTrCY+Acfj7R8ooHZZeI6ZjIDqCFVvoBvq634Y6aVcTu+AGs8l4uP2ZU3bcW736jrsDdCZPOeHJJXI8ULZgDMdn2fZn84QBq7tdfHrjiwoYX9vSOK+n22+u3Dk4ec2Ye7rF+SasnxCHISx5fLkTrmJAWftF7hYqgHdWjtvRrHU2o2i4MZeTz04Lwa2Fr7RpOxGI7BptMDKbwC7iUt8ySqeJswYFe1i3BFbBL36bUcc9Yg156j+F7OzmObssNIvlfbj+5NfPnH4fVnhjkR3kIFIwOkAgkmumwr5468VXbkygySvA2Fs2v7S2s9pa1s6iJMRZZ9GXDGSB5WFdqRp96rdH4Ek19uBgmFrS48VvxLiW1K7aTTOQGe88PkAEE9KEgM8QBBKxmwDdHV4+WI44gvC9T8MMcMO8kaut1souNcrouSizEB1UoM29+0Ab92kmiPLfwwtSgN0Ht+apgtrPdjn4etaScnDTh1nWeeiZ+ReYRND2crgSxDcsa1J4Nv4jofhfjjqw2IzNh2oXhbc2W6hW3lJvZdy4Hl6eHBJnAZVHFFYsAvbyHUSKo66N9N7H244qThv56lfS45jjsstAvkbbjbKjPOcynieVplIUxajY2qUnfy2xbEOBrt+X1Xm7HpvGy6wI1zx17HBR+kHhHZSrnITSSEWV8H6hgR4N+I9+FxVPK7eN4qmwcZvaRwlbVugPFvEfL6dy05IyBmyeeiX2mVQvxAYgfaBgYduam8BNtmuKOMw9V2gJnukSofR1xePLzyLMwjEigam2AZCdmvp1PXxGBhKgY4h3FV/EGCqYmg11IZi0zAvIMac9Ah3OOhM1J2E5kV++SHDAMxYlQV2obbdcTrwHnKZXZskPfhm76nlItEQYAEG/NOOdz+Xjmi4dmIlkiVVHbSOBRKkg+zsb2sMOuOpz2Aik4SOZXz9HDYipSftCg8tcSey0a37784hKnO/DcrBIgy0gYMDrUPrC9K33O9nYnwxzYhlNp7BXu7HxOLrsccQ2IIgxE87dOi6vwBH9Vg7S9fZJqvrekXfvx6VInIJ1hfD40M9pqZNMzo7pSHzZl4hmcwZMnqKiF2cZlwWE0hhU6Ah3tDsL8PPab6FNziSL9668PtjF0KYpscIGlgoeVTl/WgqZNQyhmDyTSNWmTMRjumPSH1ZcmjRGraypxmUKbTIC2J2xjK7Cxz7HWABP8AKznpMnMMrmHy+qTOBXlCzv8ARdoIgt0K6yx3enYki6xnYem4yRr1WobYxlGmKbHCBYdkeit8A4x6sFjjyiRrLLMCTmGamhcROSTHsL3skCqsi8PTY2mIaFy4vF1sW4PrGSBGgFvksT54cQky6y5RTchj/fDq0Z0LI4I7MWQmlhRKta6WIN4FSm2pGYJ8Hj6+DDty6JibA6d/egzjIiURHKlWLkEtPNSoGjUMSEIOrtUI02lXbisT9mpcvMrt/Psf8Y/xb6K46ZSHLmRsru0rQTKJ5DpjjKu8gJUNS6UO4W7G9EEkYekJgeam7bWNcWkuFjI7I1gjlyJQzP5jIxSSI2Sc9nJMpIzL7pEkjK4sfXMMq0fZ0E2cD2aly8yn/Psf8Y/xb6I1HwuGMwSRZRHf1hots3JpWWMkqAWQar0m7AAIrfrgjDUgZA8ykqbbxtRhY5wgiD2RobckHzM+RWMyeqN+eZK9YlAKdk00ct6fYYKbJFLTGyFwPZqXLzKcbex3xj/EeiumTK5cyt6jGeydlLNPK6jSCS9GM2goWVVtOoFqG+GbQpN4KVXbOOqjKakdwA8xdM/FOb2ieREy4k0SGJQJAGaRURyCukhUKuArE7nTYAYHF8y8rKgOYigzXY5hcoHObnkjBOYkQ6k7SrXRsSsTEjajQ364g7D03HMRr1Xq0NsYyjTFJjhA07IKjyfMcaQerR5P6OULamaT/XDMHY9kWK1lj3ht3vIE4YU2hmQCyhVx1epXGIce2IgwOGllpxBsplJXj9V3YMiEzzEMhjZpGNRtShVYApqN1sOoQYemNB5rpftrG1AMzhYg+6NRpwVSRshpLDKEp3iG9ZkoIjSozyKFLL3ojsA1K1tp0tS+y0uXmVT8+x/xj/EeivZePKZicGXLKgkmlV3OZkFdmJSz6SigqeyNEGtyLtTguw9NxkjzSU9tYymwMa4QNOyPRGOLccjRcxkhle1jhSNIlEhBlGqJGVSV2eNpEA3NnxXFcjcuTguFuJqiv7QD25mep6KryfxyCOQLBlwsUzR9/tnZjrfMRoQjIP4FmYXsG8aOBTptp+6qYvG18WQaxmNLAa9yH8d4zk5zLO+TOmNnDyLI6u1Ijr3FStbBqpyKqib2CvoseZIVsLtXF4ZuRj7ciAfCdFUzrZOFHD5MFow5Y+sykMyRvKER1TxRT7QQWGrVpOE9mp8vNXO3cdmnP/8AEeiOyjK5uaZ81BpZIFktJ3tt5gECFUpwsDGjvv08cM+gx5kqOG2risMzd03W7gf4Q/KepwRR5gZPWwenUyyOI6CsNjGLc6hptdF/X6YDcPTBmFSttrGVWlpdAPIAeeq6uVxeV5MKvNkY2JLRoxIAJKg2BuAbG9HfBQhRrwqAHUIYgd9xGt79d68bP24y0LC8IgHSCEX1qNfMHy8wD8hjLLL8LhNXDEaJItF2J6kbdTtvjLQtouHxLp0xRroJK0ijST1IobE+NdcZaFheGwjYRRgBtXsL7X6XT2vf1xloXvyZDpC9jFpFgDQtAHqAKoX4+eMtC8vDYR0hjFdO4vjd+HvP2nGWhZHD4goURR6VNquhaB8wKoH34y0LUcLhuxDFdV7C9KqunStvhjLQtRwfL9ewh8/za9R08MZaFLLkI2JLRoxYAElQSQDYBJG4BAPyxloWxyaGu4ndJYd0bMdyw22JJJv34y0KA8Gy9UYIa/k0/u95+3ARUrcOiOq4ozqrVaL3tPS9t68L6Yy0L0nDoiSTFGSWDElFNsOjdPaA8euMsom4TlhuYIet7xp18+nXGWUU4yYNv6sDZNt2d2TZO/iTveDlPJDMOa9lcxkzIDG2WMnQFTHq367jfck40EcFsw5q4OHxatfZR67J1aFuz1N1dnxwqZaDhUG30MWwKjuLsD1A26Gzt78ZZZh4VAhDJDErDoVRQRfkQNup+3GWWU4XCNJEMQ07rSLt1O2225J28zjLK3WMsvacZZYrGWXqwVkJzfMWXju5AxBo6Re48LG1/PFW0Hu0CmajQl3iHpEjT2Ii38Zgv4asdLcE46lTNccAlriHpRzH+riiH2t+JGKexNHVIa7kLf0i50nvyUPJFUfeVOKDC0xqEhqvOhVI885s9Z5D/vV+FYqKNHkhmfzU+U58zSMGWZiR1WQlkYeRB3HxWj8cK/DU3CwWFR7TddT5O5vhz6HT3Jk/ORE7j3g/WX348urSNM3XWx4cjeVz0UhISRWI8AQThHMc3UIte12hVmsInXtOMsvEYyyBZ3jb6QYY7ViAHbobPVR4jqb92KNaOJUnVOSUefs1nPV1MU7I5lVSVYKKY6d62A1FdzigyjRTzE6rmvHeE5iI/T5tJmuiqZkyFT7xe2CCSkcYRblvlfI5gGMO5zHYs4JCrGrgils94/HpvjOcQs0BybuXMjw6TJKs+TRZR3WKoFc+ThyQQfn1vaqwrg8Gydpplt0a5a4nmYH7CUPPl/8AVz7akH6MngaHj+PgrmzeEzXxbUJtfiUQ/wBYn7Qwm7fyVM7ea3GdTwYY2R3JHO3mhg5qyhbSs6E3WzDr8cE0ngaICow2lXWzZ8hiUq2UIhhki9jLJI9JXMphRctC1TT3bDqkY9pvieg9+OnDUs7pUqr4ELmU3EACqDZBQr3Y9gMyiy4xc3QjOyGzRvBEwnIHBXIeA6jXbaj5RRSv95VRfzxzOrP4NPzgeqHZRbLck3dx5tiP1Y0F+RJZiPsxE1KnQfMlN8lDF6Ps0Sb0KDdAuDQ+68VFVoGq0nkrOW9HEwIJzEa0b2Bwu9H2P9rX+ymHhXKgizK5qXNkuoFaFC9PMir+FeOJOJdwWEDijGSkjjzPbHNS9mCahqMJZsdQgcjfYavLEn0nkap2PZNgnTKZ1ZACLFiwGBBI86PhjlLSF0gqxeFRQvj8hMZjU7vsfcvj9vT54IEpXGyFZ0a10qWUAd2gDppdIIDbbfCsOLKJkpezPApZLSUiWNkKnbQSdSsCVjABIIFHY9fPDbwShkMaIVLyRClaiFHhdD727334cVhwCmaZHGFBm4IYBoWZNdGlFMdvA0dj8cRq48U2zC6MJsw4qru2m8Ss8ByE2YGo5ns1onuxrfdNH2hv8jhX4+GB0aqztl7uq6kTcWstePZaPJRuwkMzutxySU2gqVvukhKIbxqiBg0MU95J0U62FZTA4pPfmXMuPz7/AO4QK/mkP446DUPNRDByUGf42zMS0sm4BIZ2qyBdap02u/AYmXKgantOboZMugj78uhb0KCdYFNsgduvibsXROOZlB5fM2710uq0wyOKYF5zWNI1aGZ27NdTaQtmqOx3G48awlR7aRykE/JTNQuOYLomLLJKzedzcmbVBlJliWQFpZJI1TSpBtQrEtYG1jx3rfFWPsRCm9t5lCuNcmdvm3zDZgd8AV5AeA26dNvdjqpVcgsFFwk6rWLk7KR7uxc/H/riu/qHQKeVvEq7FBlo/wA3Ap+Iv8dsDtnUrSOAUz59wNgqL8gP7sDI3itmcgOe5lhj3fNQqLIsNe43I7t77g178HNTCGV5Qd+d8oxpZppT5RwufxAxt+waBbcu4qnPztGBfq+Y/wDFeOIf0mvCnE9ERQ6rHBebxPmYYRBH9I4U1K0hF+NqnZ7dfawvtLim3AAXRXykUBlmChmWljvca2LdB09nT92Ive6oQ1XosDASoeEzSI7SzP326Kxs/DyF9KxSoAWhjVHMQ7MUTl5zhp1CuJA7IENKW09SGJC6aF3fljy972i2LhdlolJud9IQkv1cLFoOl2lBaz+poux1FsANtrwXOdAMqZQTM85ynrm3H8lCg+8spxOTz8v+ksnmg+e5mDbNNmpB5GUKPs0tgx3+X+0PmlyHMtPPX0mlToiRZCKvckkDc2etb2PAY6KbbQmsAirZyFQfWJR2ysVGsTEkbUfo6Xptub7t+OHNKmfeRpVKlJ4fSMEKovMKxnuZh2G9aYiAL3Ptyn8MbLTDQOSq+vVfUNQ6nVQ5nmsue+00o06RqdFobdNMd+A+tgt3bPdCm81H+8VY4RxrIsr+tRNqFdnZkk+N2SBt8MMHt5JCxyIS865ND9DlitAAUqADYeJ364xqDgsGHihg4pLn8y4M8kURttGskKooaQOnU7eWOavXNNmZWZTzGE0wZbLoNKkAfAbnzx4r3OeZdddQpNTvyFxWfMGSRsxIY4qtfastfnvQrwx9NUa0WAXnscTdMrlpT9HOrH9EqQfhucKHZdQnyAqs8VxOzKDIuqkDbsVvbcdSKI67HDtqwYU3U1ydvSLPJQhigQnqKlmYX4d1VW/icHeuKG6AQvO8yZ5wdc+YQdAAsWVHyZiW+7Cl7vuyOVv3dAZpldl7R43b/wCbNLO3/lgLgA3/ANyibBGMtlyYH06qV0YaMuqCiGU07nzKWxFisVU5QjNzAjvODe1S5lpP6EIvE3kHj5+idoPLyUkeW002jSo8exjjX5Szkn7BeF+9I+qP39wm3kPh8rTrPbEICImaR3uVhpsWqoVRC7EqCBQF71hgCUpcAuizpKToRl0KSVAUkg0FBJurCjbbrvi7abR2iomqSMoVnh3BApDOST9p/uHwGM6sIhgSimdXJS5ty1ZmTS+zjeuu4oqTflW2PLq4Rz6m8a6JXWyuGtykSlvOQw5fJZlhRfUjKr3R3qtiDXU7Ypuy1sOMohwdoEsZTNM6BymTjBv2jLe23TWcYMCBgcFpJxAA7+pH4LK3/Fg5RzR+Svck9i+cIZlIfVsqEAE1sATuKBFXuSB44pThK+YQ3n1QM46g3QAuit7eR3HzwrzdMwWQWOJNrkrzAX/ngADiUSXcAtxDF/CGv4v/ADwYbzQzO5KxHFl/Eu33fgMbK3n5LZnclROXN7AkedYGU8E2YcUb4Bl9Fsy2TsBR2H/PBNAPHaS77KbI6D+oPvwvsVNb2t3JdC5Jimy8EcmXXtYWldcwu2uqWmXcbrvt/kGnUNZmYiCgAGGOCY86Y9Vq5BBse4+dEA4qCSIIRDgDIKxxDMrKoHe7QlQxjBNEezMpAoFfEGrFjwAwoYUznthc45r5VlMpaNLLkmWENJQO5MsUaOutHO5AsqxOGSTaUs/ufm6JlJhXiMhf9KaQnGy/cIZh9lT/AJEzlgCLMKPG54MuP2VH9uDBQkKbh/Azcof1XvxlT9NJmHvUri1SwRqQeGGFJ3JDeBXeHcrGu9NNVmxDHHlhsLIJPfNDzXDiiRqfv5JTU5BMPB+AZSNyxhRSpXU8tu6lhYJMoZfIbVROGNJrbpC9xRo808OjOn1mLX0JMgPy1WaHu6YXOAhkJ4ImnEbUGCNpgehSgnxLnY/7tnAdfVYQFyPnPn7iLSPA3+iBTRSO9RHn2h3IPUFaxBziDC6GNaROqEcnZg3Nrdt9O5Baz3upu/xwacmUKsCEdzOTWUUXiYeTEj+sAPvw5YOKkHkaKs/L5AsRqR5ppb+qTgbtq2dypPwpehWvljbsLbwrWPhIUhlOkjoRg7uEd6VDNwDWxZ5GYnqTX92F3XVNvuikg5aUkABmJ6AWSfkMHdAIb1xRvLciSkWMs/zFfccCGI/qFb5jlp4RckJQWBZA6m6H3HDAN4JDmGqjTLKPAYeEsqVIh5Y0LSpOzxoWXTuSUKxsg0qNV6fDcDHm4Rx3fzXdVu5GszC36Kn4HHa15XO5oVCTUP8AVt8jiwcokKlm87GEPbLaDc9oFoe/fpgkAoBxGiVOJc7cMUMqGMsQQpSO6Ph3tNDCtc2QJT5Hm8K9OsMclyMqorg/SEaShXze7725rpXvGLyctksCUBm5rykYYNmFa0K0lyWQQQdlIotf1qqhWM6qwcUwpuPBCf8AtEgTVpgeZj0LBYwDXeOxY94k+A8MRqV2E2VG0nJf4lzxNLDJAIolSQU5osx3v2rAG/u2xKpiC7gmbSA4pWrHOqpg5S4vm8rIHyzMFJ7wIPZt8b7vz64rTzT0U6gBHVPfNnGuH56KMz6Y51NFla6HUjuaiVPkehx0ZaZPbK5pqj3Qgk3E8qYVgyiMFjYszn6xYAdNz4Dc/Zg5maNQLX6uVZZcZKjcfLOcIBGVmoiwdBwuZvNNkdyQ+OMk6QDd1Q635Vhkqux8NcizpX3Mwv7Ov3YTMFQU3FWIeEWQNa2fJSf7sAuPJMKXVMiZL1ZNSnslJosy95j1o7g/IADE9dVTJGi2h5uy8RP+kM7Ab6EU18bfCuhO0FLOf5oLZhZEkOkE0dAarHkG3JPU2KGAXCITBt5WfyllWYs4ma9zQC2fE7k4IqECErqQJlW4TkZrWN5YnAupCr3XuUBvsv4YYVSkNEIcy0axUGVEtgwUH5x4zmFCGKV0UkhtOxvw3G/S/HHl4Zwu0L18TRLQHFK/5dzX+0z/AM6/9+OrMVyQF2Lk/gAj4eub4jNmCzgyAGeVdKfVBAYWSN/nWHaXExKk8NA0XLObeZGzchCaky6nuRlmN19ZiSSW/DGe8myZjA2/FL9YmnWG3O5s+/c4JJOq2isJkpD0jevPSa+07YIaUMwWxyde2yL8W1H7Ev76wcvNbNyXriX9N/hSD/iJ+7G7IWusDOEewiJ7wLP7TWR8qwM3JbLzUUsjObYlj5kk/jgSSjYLaPLMcENJSl4CN8My5UVXU3i7BAXO90lPXLfIOYzkPaxvEq6itOWBsfBSK3wTUDSg2mXCQu7ZOIrGinqqgGvcKxzLqC41zJyfPkopc07xlRYpCxb6S127v63Xw64sagIhRZSIdJSascPYEmaOyNRQpbXRIG903hY8/jiasqvCs4RqZCUZAaG+ogjSdOletEjwO+2+CFlZ4rnZnjUsZNC7AFSoHmRZJ+4YJmEBCFvAQusFelgXuBarVbbHV86+OETKu+ZbzA/3lwLIrAzLeLr+0P78ayys5AMxDq3e1WOt2ATYq/KvswyCb11EDUbPjtizbBcriCVLlOHQSyJHmaMRI11tpA8bG438seTQZuyHvMdOa9vFYg1Wlg/6UMvKHCoZAxzqSKrA6GYUwB6EKLo49RrGcV47nv4Qtue+f4M2qxjX2YG6qPaPh7VUPkcFrmMB4oFr3EcFzqSSIdI7vpqkJ/qhcSLm8ArAO5qI5z9GOIf7mr731HAzdEY6rB4hL0DlR5L3R9i0MbOVsoUDszG2JPxN4Eko2CysJPhjQhmCsxcPc+GDkKU1ArkHBWPXDhiQ1URy/BAOuGDVMvJRKLhgHQYZLKsR5YDBlCE98pc4Lk8v2RiZ+8WsMB1r+7CObJVGVA0Qupxy6kDAdVsAnzF1eIrpXPOK83Jm4BHJlFZXj1yK0hOllkjXSNMZLGnVwaBIK7d7HhYnahcxzaUtdIAdY8CZg2/aW9DPJWbSvdI+f5Ly8jq6iSNZdJVUlpRrfQoOqI6GPdtS2xJUWRR46e2MQ1pa4glsyS3WBJiHCRrBAuLmBo26arz8n5cq/wBEyshUaQqltJ1DUf8AR2Yr3dmQODvv3ScSbtrEAt7QIM3IEWi3vATfRxaR8wsaLfsqp+4LKtHruS2kCIIzGdXdDatS5fVVX0B8PPDnbmJD8sNgCSSCIvEe/wDUhbctUuX5LyrxtrknCCIyr9IB2ir475dbXvbGyRqGwvAqbbxYIa0NnMGm2h6w838ON0RSb9/9LbJ8t5WNYq7bTIJAamQ1LGa0A9kNQdtlbbqu2+Cdr42XBpAjL+03abz71iBqO+9kNyw6jzRDg/A8vMEtGCuVRg2Y31NCJtKgRjUNLAblT7RqhvLFbYx1LMA+Yk2YIgOy3kmNDz4CZNs2hTPDzWvDOWsmpVlyhFMiv/pUp0yM7oVqgG0lQbNe0NhiVTauObMVuZHYbcAAg8YmfJNumHUeaY+EcGy8qFmy4WmoFZHZXFA6lY6SVskXW9WLBBxyYjbWPpOAFabcWtBHQiDf520N0Rh6R/b9VzubMWKXZfvPxx95Rw8HPUu76dy5KtaRlZYfVKfFODEuWjagTdHwPuxYt5KbXc1Q/IreJwMqbOsjhDY2UoZ1MnBWODkQNRW4uAeeGDEpqK5DwRfLDZQkLyrsXDFHhhoSkq3HlAPDGQUywDGWWyxYyy204yy9owFl7TjLJz4PzpmSSjBGRInOkLROhCQLvxqsebtOs+hQz0zBzNEm4uQF00XFzoKWzn5Fiysh9Xc5uCWQKsKDsTHErjT1LKOzjRtV+wu4oAfM7pj6tVgzDdvaPePazOIM8veJERqea7ZsOqt8r8SlmzaQypGk6wPJJUS6WYsjRyq1XTdqWI/SQ+eIY+hTo4c1GElhcGjtGQIIc0ieGWB0KLCSY4qNzmVTP9+E+pCyOwSmIhLgju+Dkj+KT4nDj2dz6HZP6v8AyNhnjnyv3jkte/T0VKfi030v0Yj0cOGZ78MNs+pe8NJI7M6R5NY8KGLsw9Ls3mauSznWEG14uJ6jzQzHylEszm5I+H5ufurKiRsI3hiDAX1IS1Mbndf4h8brlZTpvxlKlq0lwkOdGnM3kce/kiSQ0lFOMsBmcnFG8ZaSUrOezjZtYRZQx27rnSjfsnwGOTDSaFZ72mGiWXcBElsa3FyPHqmdqAEkxc05lMupCwrPGI5VkECgDLuEiUAdAweRlvyBHTHuu2fQfWIJJYczSMx98S4nnECe+OKlnIHVMfEZcxo4iweMrlZWemhj75EQYE93drKgk+CjHm0RQzYdpaZqNAs51hmgjXTpzKckweib+U8s6QW5Q9oQ66ECd0omxAAFggi/LT5Y8XaFVj6sNBESDJm4J0n7mVZgMLhJ4pmQAxjiAIsaiF269DID0x+oe0tmP4J+i8zdBXcnFxCZdUWVWRbq0oi6urEnWt8D2hv2D6LboKx+RuK3+8D+z/68b2gfYPohugthwTi1X6ga868Tt/CeeN7U37BW3QW44Hxj/wCHt+z/AOvDe0j7B9Ft0Ft+RuMf/D2/Z/8AXje0fcH0Q3Teaz+SOMf/AA9v2f8A143tP3B9Fty3n5r35K4x/sB/Z/8AcxvaPuD6LbpvPzCz+TeMf7Af2f8A3Mb2jofA+iG6bz8wsNkOMDrkSPiv/uY3tA+wfRHdN5+agkXii7nKKPs//wBMKcW0a/QoiiCqOf4tnYdIlgVNZpe6xs+QpzvuNsFmJa+YOnePqsaAGqtB+JH/APar/n/xMb2gfYPohum8/otZMxxFb1ZeMV1sjb/zMY4ho1+h9Ft01SZDivEkdZI4I9Q3BBB63/8AM6EXiOJFLEUzRqgkHo70TMYGnMD9Fdh41ngJGXheRAkBEhEQ7wJ3DVNuCeox5DtmUSQ11arLbgSbdR2FcVTyCk/dbxGCSMeoZKOTR2cfc0toBvQv016b3obYR2xMNUBa6pUIJk9/P3NeqO+I5ffzUY49nyszfkzI6ZD9Oey2c3ff+m37xvfxxQbJonL+rV7Pu3NuFuxayG96D7+aiHFs44v8lZBhpC/mge4KIH572RQNYb8tptMb6qJM6nX/AA1W3vQffzWF41nEVohwvh6rIRqQRABinSx229En4XgnZdNzg41qsjQyZE6/s4rb22g+/mo/yvmUAP5K4coXvA9kBRNb/ntug392CdnMIM16vif/AKLbzoFZHFM8U0/krIlNINdjtpBLDbtulsx/3j54UbLp5s++qzzk9B8HIAfJbexaAsji+fCyL+SsiFlI7Qdls5U6hq+m3IO++Mdk0yWuNWrLdDJtzjsWstveED7+a0b0o57LhYjl8pEFUaVEbgBegqparatvLEXfhvCVXF5e8k6yRM9ZbKYYhwFoS7x+J9WylhQYMD0BoEbe+8ephSC1SeLynvkzmGWOOOPsUrdlKBlA+rbqrqpbYWxF7j5VqVAxpMi3NZrCY6q1mOMZ5ZnaGMOHTQK0gAdSbJJB6mz1JxA1qUF+a5+fks5jhZVzPm2gSImljbWveJN/JfjgA6DgOiPs5iFdXmfiNkNNtt9Q/PfSN8M6q6LSn3HUK0/O+ZUd6W680VbPx36AYm7F1LAIbkaL0HpKnI9hSf1h4/KsUFesNYT+zNK9P6RZzVBFuun/ADBw+/qcI+/miMOzmh+Z5zzEh3LdLoNp28NgBhDWqc/vxTtoM5IdmuaSpOsWd99V9N/sxMuqO0+iYtY1RjmksSFUah4Weg8d6HSsSc2pxNu5Tc8DRBuMcRMzZe2tlzUVr5dffX2YeiwszT8J/hRcSdVrLPmDPIwBoMNIl200KqlJre9gceoajZUQwwruVWc6tZ6rRCUBVVVE37IHv64hUcXHspgyFvHrCNbUCKrY9NVeZ2vFjUBS5CFFl+KTwrocgqSeuncddjXnhSWudm4rZYUXH+InMTQSKQTHd7VW4PTx6eGHaQ2UImyuvzFKIJE7DWX27oPmT4t06DGpNyiwQdCxwric4Uj1c0Vr2t9trPvPxxRzHFwdGiTsxEqw65hnVxlX2YnwJo+HTb5YpkdMwhmERK3z2Un7It6tMdhsqMdwDfTfa8IWGE4eJ1VfgfHWMiRMmhCjLqNjSQCdz03Za388AEAQi+5lGDmlMY763rG1gHdQOhOMHDKhHaSHzKtPGP1NveC7kfcccdcy8/fBWpiAn7I8LQorNEjWgonYURfkBZPX8TjwsRVrMggkDnCpFkx8G5dVArNFGsjV0AOkH3kbkiyB0AF+IGPXwdBz2h9Yk8gfIkfRSq1ABDUaaJe0K94Kq795tyfn4Affj1xYWXGSUk865VmmjVJpUVhtUjKL95v8cXFTLTLiJhLeUuce4esOjTmZn1arJdtiunwDeIN/ZiWGxL60y2IjjzlPUAZF/JUlV0cKZpKboVkce7pq86x0MeHNJjRTLncFZfKOupkYuT7SsbJPuY+PTY7GvDHLXw1Otdogq+Hxb6dnXC8wDEaN+78D3eoIO4O3Twx4bg6mYfZeu17XtkKVoNO5O9Wd9+mw95uziRfOiYFVG4YsgFimrc7nr7rGCaxaeii5Cs1wl1lOg+BJ0nehsD7q/wCeLsrNcy6iBJUSM1Zct7XrUW97/Wqz/b78NaXR8J/hAj6pj4fOxsb2BfXc+PU194xapZxhBugV3Js1nWN/O16ff9uFtwRXs0ir4dT4Bfx/sxRqCosoo23d/Wo/K/n08bw+Qu0CUkDVWsry+PzkqhV8EJ+8+I+H/THXTo5feuVwVcRNmeKuqYQCCqDr4Affjog8Fyh/MoVlox1AG/nv+OLQp53Hii8hRY2PZgEKa95rb78LBTNJJS7zdxrTOYSsjdgiBQjONyuonY9dxv1xyvcJXe1jrQVHwPj7s8auXkD+xIylnjINaZDXfW+jHceO2JFocqNJEypeC8anbMiHM/pEaWjUHx39kHcXv44jEG6raJCp+kJdOYTpvECKFba38B8MQqjtGE9O4TZLx6XKS5XQCyvAtp3abavrDr0qiPni2FH6Le5JVnNZXuG+kDKjuv2kJDHulNh7u7qrbboOmOoNUjCnn4ycxDKMrmIkmZxpbUrGhpvu71YBFEbXjdVoCWc3k+IM7Qzv2wKFkcBQoYeFgKQavrsdsWpvEwg9tkDXgGav6QFR+qmr/i/C8Xa1x4/fipOc0cERg4BLJVyPt0JQj/gvwGHFNreP0U888EbHChuO3UMetnx+Gi8DdAaBLdTPwFW0MMxHrXx3FjyJHUfLHNiMMarSOa6KNXdkLTPcMm30hWHmrA7fbfzr8MeE7ZtdpuPBeiMXTdxQF8tMjUUkVVWgaJ86sixYHnhHYd4ElqbO0mJQubNMZKAcltiduhFeWwvGY0QtoVTRyzQ+frUQH9IYoQAHf2O/hKTMd6dsrkZxZbsySKJ1vufE+z539uOd7iTYlWDOi2aMrIWKwqtAGnY9L/V674qzCVqzRDiOpSGvTpGHAHotZs4H2SMHzJXV9x2/tx3UMAGXc4uPfA+/muWpii7QAKoMq/gigXfgN/P4472sDRAXK52bVaPwosbKx7+YB/sOGypZViHhKCtWivcg/wA/dhoSmCreXyMJPcSz5gn8en2YMwhlHJEWyUZA1U1EEDU3Ub0TdY2YoBjReEGycztO7mRIW2FhEZnUFt2L2ABYAoYidZlXGkIrmOZzCgSGpHN6pXVBuemyKo29wHTe8KagFkwpkoHlMs2alUyS1JGC6lQtgWVqq6XZ6eGI13S0FVoshxBQLn6EpPGrOZD2Q3agfafbbHBqT98Fd1l0PI8MGZfJK96F0EjffTG3yvf7hhqLppNamIg5kp8w8FyxnmXvhkldSyt1IJ6hrHkdqx6NEywLmqN7UoHmOVT/AKqZH9zgqf7R9pGKqcKIRZ+HvL2yhBZKtqUCwPAlT4bf3Ym9wBEpmtJlMvL3NcjpplQNRIMjELZ8goXw6WSN78sTOIawx9FRtFzhP1RY8dyryRQo8iSy7eSo2+zfZ4BsNUxrqLDUNwLpaeFFV4YLFVcjwjP5pWPrMIWyFDR3qHnXhhKe1g/Rvf0XZi9kezvyF02+wqGT4S8ct5mRWTdaUFRq+qTR9nVQNefux3iu4tzA2XlvptBywqKcyuo7kMAP6yyNiRrPPFMKTRwVhucswvspCFodIX8QD1DDA3rtZW3TUTnyEXZrK+YmkcyKNLlSpViNrCg9CPHHDjXuex1uFjaZXVhqTSdYQ7mbIrEcnpGkHNR7Cq8f83jxsM9zt4HfAf4Vi0gieaYps4qAM57tgbA3ud/HrVnHXSp53hqpVfkaSqfOXE0mMRy6m1Teg114Lp7OS63JpfHrj2jYdleY0Tql+Pi8ib61FLq72mwO/vVoSNShaOkguvwwucpt2FLDzA21xqx8dIkFfsrKPvwd45DdBO/DuCNMloKPjr8DQNCgb69ar52BTMpZVZTk8aWaZ226KCAB/GLDvfgMbMUQAgsfEk7TslF1sxHT7Dv9uCHJS0pd43zpbmBYqjvT21kHexYAIpb6E4k+oeCqynzVTLZXx2UfpMf7T186GIGSriArDzxKKXVI3n7K/wCI/wBHAsFrlFOV+Hi0zAu2WRT5e2KHxGk/b78CsOwCjS98hL/pI/fKfyI/rPjj4n74Krl0nISFIoWU0wjQg+/SOu/T5jE6ObIFa0JOi5WzIlmlLRy9o2qu0ZKJPXZGs1Qxc1CAADHylKGSZI81j8jZi94VUfqy2fkCi4duMy+99P8AZQOHzafVbnKzREXYB9/iPh8+uLMxdOoeqk6g5qaPRby7FJlGMwJdzo28DVknwNsSabY79cRgOmU5cRokR+GQjMyq/aLLEwKsh6AdNiPCh4Y2f9PK4SDIRu2pnaYIuEM4hzJmMu7JFmZCp39hPf7veftw9KjRDbD+U+Ixdeq6XumPl9EKzHM2Yc28zsbDbhOoryHux0AtAjguQyTPFTcOhbMB3CxgBqOpnG5DNtRoClPWh0xhEW/j0SnVXW4K9BiUANAUhbxK9Cb2re/DDhqUlBM5I6ztGlOyOQrAdSD1Fk15+7CE3gBNFrlN/FM5K6ZFZnDumZitvMm7vzxy4mk1jSRxa7+FVlQuInmjnHVRoe+zLRBBTcg9NvHoTiFCd4IXRWjLdLXL3H49LpmGCva6dYaqptVlR19ndh5749FrzxXC5o4JwCZeRVZHWfbcJIGIP6OlSa+ZA8dsUkFTghC8zPlsvmCrQgsmkhq/SUN42RWqsAuaCmAcQicXNUVECVkDXa03U9aIFjxPXB3gQ3ZVrMc0xsp15kuAPZK0NvE6V73z2wc4QyFIscDTTFYbZ3ve9NX1YsegAN3iUybKkQLpv4rwRppJ2mlTRJtGjA60m0qAFujpchiR5bjxwyQJLnzAVVaRvaHdUm2r4da+NYm6ysL6Km3EZ2FZdNJ/SNFvl4L+PvwhqhqYUyU2cptMsCJKulk1d/UWL6mL2R4EEnfqbHlhX1Q5sJm0y10oHz0bnS/4If1nxycT98Ezl0fhz/RxgD/Vp7vqjDUR+m1PKmbNeA/Df8cPkRzL0bluqn5n/P8AkYQsCYOVfPLITaharx2qt9t9799Ylum8U+cqPgvMLZAyiQLpkOpbHR/Ib0G93j54qx+WwSPZmuuY5vi59cZ9WnWSpJaqvxJ9xAxek7K2SJUarcxhD3yDzMT20LMd71k/L2cA1gLwfBMKROhHih+f4fLEQHU7i9t9vl8MOyo1+im+m5uqgy+ckSxG7pfXSxF/Gjik8kkLZpZX9p3N+bE/icG5QsjHC3SM2q0a62b/ALvuxdgAUnEonJmNTQe7Mxfi2OXG+6f7XfwqUdfBM2YzW2/e23G//T7ceeDdegQkzjs1m+xUe/f+/b5Y66bzzXM9o5ISJovrK4+xh99HF8yjCs5bNIrBllKsOhKH+wnBzBCCmbOZfK5qEPHJHDmPFVnVFY+ZV2FfL7MMMpSnMFtPwNzFGE7KNl9uRs1GQevhqI60bq9vfjZQtmKl5fyf+kxdnPGxQ6pBGxYdmNm1Ed3SbA6ncjAa2+qLjZM8XMMUietNDMsWVkbsmayJnKMsY3AAJYA0Ol+/FJi6nE2SbwvgAIBc7n/NfHHnVKpJsu9lMAJjy+RVRXvGI6qqvKu1AfZioKmQkvnY3Ml/wY6/xnwnE/fBTdZPmSzx7Ja8IwOq1YUDfx6/DDUR+kO5VYMzgOcBE4clMTCRJHomXUW7NjoGhZBdP4hgNyDfgRvjS4x1/wC+a9c4XCtzgh0tMRmF+0WmOz0niOoK8mUl0CSWVY/pDG6iInSRJ2V/nLI1UbobHz2Il0ST5dY5pjhsLvCym1zrSO1E9nN8OsTx8lnh+VeSSeIS00GkfmwQXIaxu24DDTfj1wGguJE6dE1bD4elTp1Cyz5/dwEQdOIM9FNJwgsQplcBo1YExrotjHSHbYkyVe4GxPiAcnX7skDaABO7BgkRmMwM19b+789EvcW5Qy6BGMJOqVkJZIwNK6wDaqDbFdhZ2Uk1Ysy4EXOqD6OHfSeQxoIaDYumTE6k6A36mBMFDpuS8mQdgD5g0B8iTiwqOC8TdtVf9w+VHR2HzU/btg71/JbdN5qGTk6G7Egr3jr77v8AuxQVuYSml1Wn7kB1Vlrw/wA2ThhiGjglNAnitDy2boaDtdhun21hxiWQkOHcqGfyRiOX1ULzMRqwdu95E45sU9r2nL8Lv4TU2FpvzCZOHZDtlkdpQiRhdTaS/wCcbStKOu5Nm/t2GOACZm0L38LhqdVokEuJIABAEASbkFEIuTQ4Ru1AD6BXZtYMjKq2pawhu9Wxretxh20zrPkqvoYZpLS02n94ghoJN8uttOfGxQfjfJcUcUb61fWdJqtm0q5o6jYGrSbANjpRGGL3MAMypVsLhyx+RhBbBEngXEXEDlNpF9ZCWcxywnga/wA/bhm4k8QvJNAcCh78uNX4Yp7QEm5Kj/c8b6ivPbB37UNyUS4by+6OHSdkdTsVrqPI3je0EaBHcA6lMk+WeV1fMZmWcqO4JHsC+tDYA/bhH4h7rJmUGtur2XRKoEfb9nXEJ5qpU5kTxcAe8/592GASkrzSrW7g11pgfL/NYcBKUn84uGmQrv8ARgbfxn+/CgGT98FJ+qAcXA7dzQsEfgMdGH/pBLJa6Quh8E4pnJ+GtLGrTzpmOxCmSWuy0K26iRR10jahQG2PGxdYUsaKT6pawsnhrMcjyXpN2hXLS4Bsz8DfHTqieWzpPEvVnLOpyomkieSRhFmFBYhG1bi6Nm/cccVatWOB32c/1IB+JpMAkcD4Itx9YPgQLcGtHysEN5N5iXN5iKFo1PaQyPmCddtINbAA690ClBvZ64vtKhWw9F9XeO95obfhYXtrMpWbRxDi0ZtO63dyWnKXHo87NBE8KajHMZQNYXugNHp758Abxto0K2FpPeKhiWBtxN7Om3glp7QxBI7Z+RIS7ynnxLJmjLFHIPVpZgjayqtGpYKo1eySdwb6DfHftCiabKQY4g52tkRJDjBm2ql7biKgIe8kRoSY+qKpkdWRyM0HDIZ3lMqy6YpCO4+hTav3CQDZO12fDHEagbi61OriCwNylvaaNRJsReOQUY7IICm4NwXJ/lTN5eGKKeEQs6BrfTIqg6FYHcamIPXoBe2FxOKxPsFKtUcWOzAGLSCTciLWCLWtzkC6r5vldZocsJctHlM3NmREojvS0RFs5UswBU3W4JrpijMeaVSoWPNSm1mYkxIdNhMDXusgWSBIgyh2f4hkoMw+XGRibLRuY3di/bNpOlnDhgAbBIAWvD4dNLD4qtRFY1iHkSAIyCbgRF+RMpSWgxFkH5s4GMnm5suDqVGGliBZVgGF++iAfeMdmz8V7VhmVognXvBg/RK9uV0KvwsUVr/aIf8A8mLVtD/a7+EG+iIckcVlhzEKRsVWWVFcKzLYYqp3Ug+/r1AwmOBFJ72mCGkgjoJXVh8XUpN3YggmbtBvpxCJ838yZpM5NHHNIiQu0SAO57oPmzE7gLdUDpG2IbPbvMMyo8klwB8R0iyq/aNcEgQL/A3XnprdMWezwlzHCYZIomjzMMTSK2th3yQQtv3VFAgeB88eQ3eihiqm8dNNzg24sAO7xRqY2tUGRxs65sBJ6whXE8jHk/WMxPk4iJpGiykRRgoEZI7Vjq2BWu71fqKAvF6FZ+L3dGlVMtAc90ie0PdFufHRulyuQgNkkdym4Jwoz5CCTL5DLSzPmGidmRtIUdGanFbnc+XhhMTiRRxlRlWs5rQ0OEETPIWWaJaCAlDiueiM6SRZeNAqoHiIOhpF9s1qvQT03vHs0KNQUix7yZJg8QDpw1HcpkiZATvzNy5l483HNloUaFcwMtmIWBIRyQA1XellYEG6DAeZGPCwWOrvwzqdd5zFhexw1I1jvBF+iq5gzSO5Q8PyEcn5VEWRy8kmXlUQJoY7do0ZFaxY0pq69Sx92HrVns9lL6zmte05jI+EEcOZjuhYCc0DRQZEZccQy2VzOSy6PraKcIG0HtBGYittepW2N7d4/EPV35wdSvQquIgObMT2ZzTbQi47kBGYAhe4XyvHJl+ImSNFzGuRYFQEAHL0z6ASdjqC7k41faD6dbDhjiWQ0uJ/52E90SsGAgzr6IJzOkS5bIoIIkleHtpHRSCQxZYwbJG6jUffR2x3YE1HV6zi8lodlAPSC7hzsOiR8QLIdl/zafA/1mx1P94/fAIDRRcY/PSfH+wYfD/0moO1TRw+GJuGerSesq0mYWbUuVZ1Godmqg6hq1GqPiTQx59WliRjvaGMBAbl96JvM+6Y5QnBbkgo9w7iyrmIXaDOrHl8scrGzZZi8rGwSaNLRGy2T16Y4a2y8SaLmiCXvzkTAbHAWvPE2Tio2e4Je5CUZXOGWRMyUTXCmjLsS7EEURfdcDvadz1+OPQ2rh6+Kw27YBJIJk6RflflwU6ZDXSqvKiTZTOJMmWzE8SllNQuC6MpFgUQG0kMBflvveLY7DOxeGNM9lxg8wCDPzHBBjsrpVk5SLJJmHjXOSNLC0KiXLGJY1l7lu5Y6moFRQAJvEnU8ViHMFVrWhrg4kOJkt0gQIE8yjLRMKTiUh9Sy0GX9bGYyRdpAMu66WlbXuQbXTRqx3qvbCUMLV9rq1KrBkfA1mzRGkcfLqiXDKADojiZ2Bc/LmzHm09ZhaIx+qt+eZaejYsjQSRV3q8scLsBjDhGYeAcjgQc3AGQNOsJs7c0oXlJ5Mllhl8rBnJpWnScPJlnjVezrZUBZiTQDHbZsdlTA1cXX3tcBoylsAyTPMwBbh1Sh4aIC0zXDMvNmGzLwZ9dTdpJlRlma2YkkCWwBGzBuq3V17mpsx9KkKDQ0wID5ItoCWxqB1hYlhM+SXOa83PNmpJsxE8TynUEZWWlA0qBqAJACgXW5Bx3YTDNw1BtFujR48SfFI52Yyq3Deqf/UQ//kw1bQ/2u/hZvos8tSIuZy7yFgqSIx0rqJ0kEALYskgD5+OBjGPfRexgkkEXMa26rNIBBKa+KZTLyT5ycrmpGmE4jiOUddExBYW2o7p1O23XHnYenjWUqVHKAGlsnNMgaiMvHvTksJJV7tomzPDpEGbYZKGMMBlHtlXUyuO9sH3r4E745xg8VucQwtE1CSO1pPy4eaOZsg8lEc2ZJs5l8xHm5MvmWMiMcu/aRzblCqnegqstXusfgLxT2CsxlGpSaG1GDKRNnN4yY466WJWzgkg6FQ5REORhiR82j5fMPL2qZN2CsPD2xRWrO+1dNsM6hifan1d2HNc0Ngu//K0tyxKCcS4OryxdhFmex7NO1lOXkJLdWkCWdiCpADAUcd9A4gU3GoBmkwAbRwEx5wkOWbJjfjnq3Ep8yYcw2UnK+sLJAyabNp121KwVgbF6iBjyzsyrUwDKLobUZ7pBt14aEWjuT7wB88Co8vGDHxJZY83H67MNB9UdtKiUut7i2Yvp0+BrreK1MLiWvw7mNB3Tb9qJJaG8jpHzWDm9qeKD8VyxIhly4zU+ZEza5mgkWygXQgFsNS6Gut9t+mOvDUqxzMqtDacQGgzrOa8DWUriNRqmfiXMDPxLKzwZXM9jFqaRexeyZi4lNVuKXbzKHyx5dDZFVuCq0ahGd0QeQb7v8pzUGYEaJO50dnzDSCGWKCljgEkbL3I1CgCx7ifnj18BQfQoBtT3jJceZJkqbzJsqUH5tPgf6zYd/vH74BYaKLOujuX7RV1UaYPY2G2ykdcUptexoblmO71QKZuHc8tDFFGhy/0cfZhm7U2t231O6WoAkHoB4gEPL/hPl6oW5qPM83pIkMckeWZIdOlSZqKoNKq3d7wCgA3YNbjfGl/wny9Vrc1nM86F+z/e4McwmVj2zNYYuRqK3TMxv3Gugxpf8J8vVa3NSTc9uzai0AoxEBe2H5pyw+r9ZdMZ/VRcaX/CfL1WUDc3gxrE3YMqsh37U2EmeYKTovTblK8FArfGl/wny9VluvOh1SufV2eaNI5GPai9CvHqpUA1FHravZHvvS/4T5eqy2zvO3azCZlywcOWJHbAkaZFCXoPdAlO24ahYNm9L/hPl6rLOd52EqFGTLBSFBCGdfYIZdOlQVAYDaztsK640v8AhPl6rR1W+Z581o6EZemAFgzDTV0RS+1bE6hTHYXtjS/4T5eqyXeM59cxL2jSxr3UUKO1IARVXa08dNn3k40v+E+Xqsq0M8cenvh6lRzpsUEvbvAbnV92Fcx75tFiPHunkjICk4bLFDLHJ2sb9mwYKwkAJU2LpD4gGsHNU+A+I9ULc08cG5qllDqogbVXat9ICzmNIdQGlVDFVs1tu3uwQ503bHh/BWV45sndljsLoBUldMQdnVO647oLab6kbE0zAvday2zvG5HV1IidHrUpU3XeOnUHJ0azdaTuWFHWcBaEt5zjfZOyzLBq0zR915wvZzGUsAApU0ZnpqsbAixhMz/gPl6rW5rJ5zjuM6MuOyTRFTTgxjTGuzaLJqNaY2ws0dhWzP8AgPiPVaBzXszzoSoEYgjCbR7TMEUtE5UApRBMMf8ASO5awM7/AIT4j1RjqsZPnVYmDRiAESPILbMMLkrWKK9CLryu6J3wc7/hPiPVCAqqc0JpKsYWtHibecXE7yPp2WtQaQ9+roVW5sZn/CfEeq0dVZn521ksxy5cq6k1LWlhOANLIynT6xJ1vVS343sz/hPiPVayHcwcwDNrGJZItaDeT6S3NbkjswLJ38a6Chg5n/CfEeqyEvmQoVV74A3bcCySdrF1RHWvHCBhcSTbzRmF1J8sMpw/LSQHLIZIEYI8Hay5idgDpG90bAsXXwx8oKntWNqMq5iA4iQ/K1jBae/6roIytBCs8TzWYjfLgR5Qzy9kfUly4ZwrAdozvfcAbVR6V4mjiVCnQqNecz8jc36hfAkE5QBxkR1RJIj6KvJx9xA2f7LK+rLmey7DsBq7PVp19pft+7TWKDBMNYYPO/eFmbNmtMTEcusoZjGbgs/lWQzSRyDL5eUPLphkyezRorFSknR2NAmyAQTXv3szBTa9uZ7YbLhU0JImRwA+fVaTMafJEOXuYopEyyT5NElzEDvHL2cWhyilmoAkqAB9asc+MwFRjqj6VUlrHAFsukAmBfj8kzXgwCNVmXOOqhgmSa41aqiokiXUqtYGoFYqsVZK34jNotLozP1I1d/xgkcjLp42B6HSrkkwVmpMq6pKAx0RD6OlDb3s5YvV/wAE3niAYXNF3gltru1vHDSAJ/uCK9Dm0EUhePLdoAGjGmEBqq13NamYOo8LU+WM6k/eNyudl0N3GOvcBBPetNlUOdbSSUyQbRIQAsJDMugR0dXSQ9sRfgu9YtuRNnPIlvFwgGc3DVvZ8UJ7lcEwEjoUyrALIEIWMFpAY1QV4bmSxv7PhVGGQljXBzxds3Nhcm/dHLXjwMqFcyx06YsqTS3SR0xuRSVo7hmEekWPbq76UNICZe/jxNtCJ7hMnpMQtKVvSDxqeDOPFCkUcQ0hCIYjZKi9ypN3Yx7+yMDTqYRlSqCXESZc7nbjyUqj4cQEsT8y5paJkQg30hh8Nj9XHqjBUB+z6+qnnKh/dLKa1OdjYpEAB+AWsWFJg0CEqZuaZKFSH9hf8GEFCmJtr1PqsoTzFM5ovq9xVR+AGGZRYz3QsSrB5kzMYoMNtjqiiaiPDvId8B+HpP8AeaFgY0VjgvNGalzEUeqJgzqGHq0Ps33vqfo3jkrbNoOacrSDBiHO18UweV07gnKOTPG5iYIyq5ZJVQqCgkZ2UsF6XSD5knrjl/D+Iq1sJ+qZLXEX14a+KNZoDrKdM135R2cNLm1jH0MXsHw9n7+uPcUVNNOAaEcP5lW/Mx9SyC/Z8icZZQZ7N6WcCOHaSID6GLowcn6vjQxlkwxtl3zEkK5eJShAsxJV9PK6sg+HTGWXD/TnwuLK8S0wII1khWRlUADUWdTQ6C9IO3jeMsulcG5UjzGXyeYMs8cgycUYMUmnu6QT4Hck7/AY/O8RtKpQrVqIa0tNRzu0JvPeu4MBAPRWo+QIFLMs2aUsED1LWrswAuru2dlH34kdtVnAAsYYmOzpmkmL9Vt0OambknLF9X0vZ9r2xg1nsu1u9Wnr1303p92JDa+IyxacuXNHay8p/mJ6o7psrVOSILXVJPIsesxo7gqhkvUwpQb7xqyawztr1r5WtBMSQLnLoNenBYUgt8hyXBC0bBpW7GNo4Q7AiMMKYqK9ojxN/Zha21q1UOBAGYhzoGsaTfQLNpgKaHleNdOmSUaardD0FeKb/wCfDbCO2i90y0X7/VNkAWIuVYljMavKFLWKK2vtDutp1DZut3sN+tl20qrnh5AmI4301EwdNNOi27EKSblqNjeuQb7UVBAssFB03Vs3xBo2MK3aFRvAefICddbDu1EIZAov3KQ3sXrQsbDukOqEnvWpsktv8AOmG/MqvIakjWxPKDwiy27C1PKEJBUvKVOxXUNweuo1bHw1ElhZo74P5pWBzQJ5xp3Xgdwt0W3YUw5ai7UTFpGk1K+okAkrpG+lQNJCoCvQ6VPUXhDtGruzTAAbBEX4zzJvc31uRpZHIJlDua+CQSggxIC311RA4O9MH0khhZIOOzZ+OxDIdnJjQFxi3CJiEr2NPBIma5KhVgxklYi6DdnW9g7dnV7499u2K7xBA+U+qjugEJm5TiH15P8Ay/8ABjrbtKqeA8/VLuwoDyzH+m/2J/gxT8wqch5+qGQLdOVIm2LyfLQP+DCHaVUcB5+q2QIzk+Voie+8j/x9BrobHc67detX545K21Kx5Dun1TCmE18tcpZRZA3YRsR01IpojextsbHXHjY3aWJLIDyO4n1VmU2zomHhMWri+YWyt5GLdTRH0svQ49z8L/8As3f3n6BQxHvfJNTcFi71ArqJOx8TW+/j7/Czj6NQWr8DiNnvXVXfQHw+FgGvChjLLJ4JEeoJvrfj/wBNwPKz54yyki4TCsjShKdjbGzuevS6xll8+/8A6jP+84v/AKVP68uMsv/Z)
Abracos!
Interessante que essa revista esta sempre atrasada alguns meses em relação a Portugal, e a Mercedes Enthusiast deste mês (julho) traz na linda capa um comparativo entre as mesmas carrocerias, mas S63 AMG X 450SEL 6.9 (e também uma 560SEL). Um bom mês para quem gosta de W116 como eu!
Abracos!
Thiago França- Usuário Prata
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Data de inscrição : 06/08/2012
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» Revista Motor Classico - Março/2014 - Especial Classe S
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» Matéria sobre o Classic Center - Revista Clássicos 4 Rodas
» (W198): Matéria sobre os 50 anos das Mercedes SL - Revista Classicos 4 Rodas - 2004
» (MOTOR): Relatório da ANFAVEA sobre os 27% de etanol na gasolina
» (W111): Matéria Revista Motor Classico - Março/2014 - 230S
» Matéria sobre o Classic Center - Revista Clássicos 4 Rodas
» (W198): Matéria sobre os 50 anos das Mercedes SL - Revista Classicos 4 Rodas - 2004
» (MOTOR): Relatório da ANFAVEA sobre os 27% de etanol na gasolina
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