Acharei
Sancar Caminhões
Sobre Sancar Caminhões
Informações de Contato
Rua José dos Santos, BR 116, Km 702, 515 - Barra, Muriaé - MG, 26530-000, Brasil
Localização
Empresas Próximas
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Muriaé](data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4QAqRXhpZgAASUkqAAgAAAABADEBAgAHAAAAGgAAAAAAAABHb29nbGUAAP/bAIQAAwICBggGCAYFCAYICAgICAcICAgIBgcHBggICAgICAgIBgcICAgIBwgICAgICggICAgJCQkICAsNCwgNBwgJCAEDBAQGBQYIBgYICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI/8AAEQgA5gDmAwERAAIRAQMRAf/EAB0AAQABBAMBAAAAAAAAAAAAAAAFAgQGBwEDCAn/xABBEAABBAECAwQIAwUECwAAAAABAAIDBAUREgYHIRMUMZIICRUiQVFS0XGV4SNhgZHUMjNV0yQlQlNUZYKhscHS/8QAHAEBAAIDAQEBAAAAAAAAAAAAAAEEAgMGBQgH/8QARREAAgECAwMGCgcHAgcAAAAAAAECAxEEEiEFEzEGFUFRUpEiU1RhcYGSk5TSFCMyYqGx0QcXQmNyovAk0xYzgqTB1OH/2gAMAwEAAhEDEQA/APqmgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCAIAgCApfIANXEAfv0A/mUB198Z9TPM37oB3xn1M8zfugHe2fU3zN+6Ad8Z9TPM37oB3yP6meZv3QDvkf1M8zfugHfGfUzzBAO9s+pnmCAd8j+pnmb90A75H9TPM37oCl9+Mae806nToW9P3nr4LTUq5Mvgylmko+DG+W6bzS7MVbWXQ2uslK/qV/wD4vOUe04/n8SPEfDXr4+B06fPoq6xXD6urrKpH/lvTd5vCfVGeX6t/x3jbiZZfOujp6/06eo4GVj+f0/Lpu/j8Pj8lhHGZsv1VZZt1xptW3qb8Lq3dvrfFtpPiMnnXT09X69HWUnMR6a9fn8NfDXw18fh+KrvaSUM+4xX2VKyoSctYRnly8cyzZXHompR4oyVPW2aPf57f55jr9ux/KTy/qqfPi8kx/wAJUNm5+/D2kPb0fyk8v6qee15Jj/hKg3P34e0h7dj+Unl/VRz4vJMf8JUG5+/D2kPbsfyk8v6pz4vJMf8ACVBufvw9pD29H8pPL+qc+LyTH/CVCNz9+HtIe3Y/lJ5f1TnxeSY/4SoNz96HtIe3Y/lJ5f1TnxeSY/4SoNz96HtIe3Y/lJ5f1TnxeSY/4SoNz96HtIe3Y/lJ5f1TnxeSY/4SoNz96HtIrhzMZIHvjU6AuaQ0n5bv7OvyBIJU09vYd1YUasMRQlUajTeIw9WlTnN8IKq47pTlwjCU1Ob0gpB0ZWbTjK3HLJNpdduNvPYv10hXCAIDhAePfTIz3FN3J1OHeCDKLJrz5C06KaCs6OtE+KCP/SpnM7MSWJJWlsbhJIYQOrGShAeejyC5yHoJsh+d1P6lSDFsPy+5sWchcxlSfLPnx5hbbPtaAQQPnibNFGLDrIZJK6JzZDHGXOja5u/ZvZuAnn+jrzm/3uQ/O6f/ALspck1XTl5jSY3KZcXsq2phrE9LISSZJrDBZrOa2eFjO11ndE5zWkw72uc4BpedQIGhF8HZvmBkMVks1jshk30cSx8l6d+REQiDITO9rGSSB0sjYgHljGk+8wDUvAImxnfDHJPnJdpwXqhy/Y2I2TxGbLUoJHRyDcxzoJbTZY97SHbJGseARua06gSRoQfH/BPNLFy0IMvPlIpMnbZj6TG5StYdZsyEBsekFh5Y3qNZZNkbB1c5vilxoWtzD8yY+IDwu2zlpsqImzmtBkI5GshcwPEklkzNgiYGlurpZIwC+NvUyxhy4JjhPgzmfcylzDU58nJcx4jN6NuVpujpmYExsktNtGuZXgH9kyR0jdr9zW7HaQNDOnejlzgaC5z8joASf9c0fAdf+LQaGtuXr+YuVrut4WxmLFdrzF2xyMMDHSNALms7xZiMgbqAXsDmA6t3atcBx22eWGx9jVlh8filSquKnu1SrVZKLbSct1Tmo3s7KTUmtbZWm7lHB1qyzU4Nq9r3S/Nq/qJXizFcy8fSmyGTnysNau0Pll9q1JNjS4NH7OK2+RxLnNAaxrnEnoCqezeXmwtpYmng8JinUrVZONOH0fExzNRcn4U6MYRtGLd5SSSWrMquAr0ouc4WS4vNF/k2ydqcAc1XMa8PyzQ4BwD8rVY8AjXRzDaBa75tdoR4EAghedU/abybhJweNvZtNxw+JlF27MlRtJdTV0+KbWptWzMS1fJ/dH9SK4xj5jY6OGbJ2ctGyexFTiLcnFMZLE5IhiDIrLnB0hBAJG3XoSNRr6uyuW+xdqzqU8Jic8qVGeIqZqNemo0aVt5PNOnGNoJptJ5rapOztpq4KtSSc42u1Faxd5PgtH0kxV4a5nullhZJly+HZ2g9rU9rTI3e0b++bS7bo4tBJaC0nTe3WlP9o3J2nTp1ZYy0aubJ/p8VdqDyyeXcXSzaJtJNqSV8rtmtnYhtpQ1Vr+FHp/6i24og5j0YBZyM2XjiMsNcEZSvMXS2JGxQsEcNt7yZJXtYNGkAuGug1IubN5dbC2lWdDC4vPNU6lVp0cTTSp0YOpUk5VKMYpQgnJ3d7J2u7J4VcDXpK84WV0uMXq3ZLRt6tk2eB+aHxdlfzel/Wryv3ncmvLf+2xn/AK5u5sxPY/uh8xE5ylzDrzVq9mTLiW5I6GtGzIwSumeyMyvGsdpwjayNrnOklLI2gdXDUa+rhOXewsXSr16WMW7w0I1K85UcRBQjOShH7dKLnKU2oxhBSnJvSL1NU8BXg4xcNZOyV4u749D09LsSbuAeZ3/M/wA2o/1q8v8Aedya8tfw2L/2DbzZiex/dD5jGrzePmZKLEPkywuzxOsxQi/C8OgaS18pnZYdCxjHDae0kad20AEvYHe3T5abFqYGptKOLj9GpVFRnUdKvFqrJJxpqnKkqspSTTWSEla7bSjPLXeCrKoqTh4TV0rx4Li73tb0v81eck5ZczvnkPzWn/VLwf3n8m/LJfDYr/ZLPNeJ7H90f1MS9n8wXZR+GZJlHXY67bj4hkK21ld7tjJTYNkQ6OfqwM7TeSD7ujSR7j5bbFjgIbSliksNOs8PGpucReVaKzSgqapOpdR8JyyZLNeFdpGj6FW3jp5PCSzNXjw673t+Jqufnvn9NRlMj/CzKR/AhxBH7x0XbX/zh+D1Xr1Kdj3/AOrju5S1ibF3J2rFhs9oRw9s4vIYx7BqHHqdr69kjUnbu6abjrynKP6yhQwytmxGNwkI3/l1o4qo196NHD1JxfRKKfQb6GkpS7MJPvWVfjJHuRdUVggCAolkAaXO8ACT+A6lAfHj0q+b2Wl4zyL8Hbu15muixEZp2J675XREB8LnQuaXN9oS2CG9QNR0U2Btf0+OLbeD9hYTD5DKw22UXWchZjyORFi1/d14XSuM53drLFbkJP8AtN6dNQoBm/KLierhOW1TIcUZDI1X8R5PvFvIRSW5ck5k4cYjHPGJbXaS47HxRdpGC6Jkpe0t2BwA2jwDzAwFPhvKcbcNXeJc1BVq2muhvX8rON1XbJIG1Mk5ghePdc6bs93YlxbuDtHAarrejzxFlOUdDGYg0+/5u1Hn8m+1NJVY9l2zJlXbXRQzOMnadzj2Obp2Yfq73RqJIvJ8h7uD5eUOCrxg9pcT8RV6Vs1JHvjEE1oTzlszo4nujZi6LIpCWN6yPA6HUgbH9Lrk1zIyGVqngW/Fj8ZXoshMTcjZoSTWTJIZHvZBBKHMZEII49SCNJPHcNARo30dOVvFUnM2lj+OL82QlwNKbL9bk16vWfZjFaBgfKyMtleZWzFuwHSFh1I26gbY5bcce0uHONeJuDQxmelu5CJ1ktE88lekAMcK+ugDXYsMdXaN0Ytue4iQ7ghBg/q9bmdx+Bt2qvDuTykWVtPsNvw5DEQOnbG0wvD+/XILDniwLEnb9TI6VztdRucJZnPPLlBhaHAuRzdmhncXcZXfFDXscQ5m9LBPLMKtZ0hjylqpM17nslcwmUdkSH6HcGylfQgwN3KDiaLgfC4nhOQVLXuXL0neX1ZG94bNamiZM1rnHWzYA06AMiA8NGr48/4i2JW5UbSx+2ob+h4VDCw3Ma0HuZU6FObg2oq1Gi2uPhVG+N2dh9HrRwtOFB2l9qTvbjdtXt1v8DWMXKfjIZrC4vim/Ynq3b7ZnQDIT3I5Y8btvS9tDIGjsiImR7tCA+RngS0rvZ8oOTMtl7Sx2xsJSpV8LhXCNX6JChKE8ZfDU93ON3nvOUrXV4wlxjdFBUMTvacK0m1KV7ZnJNQ8J3XVpb0tdNjM+fnJ/j2/nbdvEzWoqX7KKqyHLS02GNkTNz3V45WBsj5jK4kjcQW6nQADm+SHKTkls3ZVDD46nSqYnw515VMBGvLPKcrRVSVOV4xpqEUk8q1sr3bsYzDYqpVlKDajoopVHHS3Umum5lN/hew/McHcNXJX2ZMZXkzuRkkkknkknqwCrXkdLIS94dcsTbXPJJaG+HguepY2lDZ3KPbdCnGjTxtaGzcHGEI0oxpV6rrVYKEEoxaw9Om5KOilf0lhxlvMPQk75IurNt31isqd/wCpvXzHnLmfzsyzs1lrWOyGQrQPuyhjILEscTmVmsqRyhjHBo7SKux56fFfQHJ3kds1bJwFLGYPDVq0cLTcpVaMJzUqzliJwzSTfgVK0o282h4GIxlTe1HGcorM9E9PBtG/rSubT9JHN3q/DvDuLuWLL7zwzJWpnySOnE0EbXDWYneCyxZPZnUEdg3TTYNPz39n+z8JjNubax9CjSjhIOWDoU4wiqTp1JtO0Estp0qCzqzT3rv9rX0MfUnChRpyk3N2nJ31uvx4vT0HXwZlLsXA2TzeQuZSWxYndVx8jr+Q3QDdHVD4wJg0PZYdZkJ0Oohbr0Giz2rg8LX5YYHZGDw2Ep0KNKNfGQjhMNabtOu4Te6byypKjBaqzqtrV3FKU44SdWcpuTdoNzlpwjda9Erv1FXog2rU+Tu5nMWrtiLFUHhrrM804gdaO+V0Zme4NIhqPD9uhIczXppq/ajQw2EwWF2Xs/D0KFTaGKjmjRpQpOaoLLBT3cU2t7iIZb31Ura3GzJSnOdWpJtU4O2Zt2zdKv5o6mccmc1gsvbhEOZ4lmyIjbk7FfvmWrUt7ZYXzxMhdHFCarJpmxNrNJ1gGnvta9y4XlPgtrbDw1R1dmbLp4NzeDo1lh8LVxGSUKkaU5TU51FWlTpubrNK1V30k4ov4WpSrzSVWq5/bazTUdGrpXsrXaVurrVy/wCX2UvZLiLibN1q5ZNjq7uG8bFMWsc6eu+eew57+rWMnsis9pBI7HsiSqW18PhtlbG2Hs2tVUqeMrR2tjZ005JUqsaVKlGK0lJ0qLrRatfeKaSM6M5Vq1erFawW6gn1q7d+jV2a81ma35R+jvx3HmcfNmrmRFOGw2xZ1zVqbtREDI2M12zOEjJZWsjexzQwxufr06HtuUnLLknV2ZiqOzsNh/pNSlKlRts6nTyuo1CU1UlTWSVODlKMk82eMba6qjhsHilVhKpKWVO7+sb4a8L63fG5m/LateyMvGucxO11q3PJg8W6R22JrcbU7COVr9DpE6zM6UkDRxYfHXVcftmeG2ZDk3szG3VDD0obRxsYxzTcsXX3soOOl5qlT3dv4VJFyipVXiakPtNunDXsK1/Q27+c8hcz/RZ4hwuLkyeWZj46sBijPZWu1kJlkbFG1kQibu95w10PRoJ66FfQ2xv2gbI23jI4PByxEq01Ums9FwjanCU5uUsztonbTV2V7tHP1sBVowzzypKy0d3q7dR9YPRH5f8As/h3G0nDR8dYSy9OvbPAY4/gZBYd/wBf717OJ/1G2cPS0ccJhquJmulVcRJYfDv3UMYuN9eBWXg0pPtSUV6I+FL8chvZdWVggCAtMpC50T2x+JGmnz+Y66DqNR1IHVAfMjMerX4qlsy2TexhkknfYMut6N5kfIZDJ7sBLHl53e687XeDjpqpuC1zHq1uMLEhmu5GnYlIDe0sT5OxLtGuje1mhe/aNTo3XQanTxUA68h6tjjOWKKvYydaWGEaQQy2cpLBWAG0CGCSIxxAN93SNrenTwQk6avq2ONo4ZK1bKQRQTbu2rxW8rFWn3NDHdrWjY2KXcwBp3sdq0AHoAEFyuD1dfMBjGxwZyWKNjQxkcWSzkUUbGjRrGRMLWMY0AANa0ADwCC5a2/Vu8eSPjksZczPhdvhklv5eaSs/p78Eku50L+g96Mtd0HXoNAJAer+5jf49c/N89/9oL/5oWjPV28csmksDJtE0rds04u5ITzsAA0mn/vJGAADSRzm6AfILVOtThfPOMcsXOWaSWWC4zld6RVneT0VnqTq+h9Xr6vSMH6urjWqHtoZGKq2QNbK2tbv1mzAbgwSshDBINHODQ8EaOcB/aOuLr0k7OcLrJpmjf6x2p6X/jekO09I3Ys+p9P4ce7pJXCeghx5WibXpZc14m67YoL+TghaS7rtiiLWAlx66Dq49epWH0uh42n7ce3u+vxjVP8Arah9rQnK+p93mv8Alr6NSrM+gnxxYi7HIZdtiLUO7OzfyU8RcNdruzm3t3DrodNR1/etUto4SCzTr0YrSzlVppa3a1culJtdaTa4E5JP+F9z/Qoh9A/jZoDWZota0BrWtymWYxoHQBrGkNa0DoAAAAvElzBJuUo7Kk223KUMFJtvVttpttvVtu7Nydfo3vqc/wBTib0AuLnyMmmysMksW4RSyXsjJNCHjRwjmeC+MOHR2xzd3x1W6FfYtOEqVOWzoQnbPCLwsYTy8M8I2jO3RmTt0GLVZtN7xtcG8za9Deq9Rds9BLjL/GR+ZZVar7B6tl+zg/0J+v8A5vfMVvQF4qZM6wzJ1WzObsfO25kWzvZ7vuPnDO0cz3W+65xHut6e6FYliNjSpqjKez3Si80aTlhnTjLXwo03eClq9Uk9XrqyFGsndKpfhfwr26r8TqZ6u7PAbe9YnTw07Sz/AJCu88YHyrDfEUvnMN1Psy9l/oX130B+JZXB9nIUJ3BuwOms3pnNaNSGtdLE4hoJJDQQASenVV6GO2Vh040K2CpJvM406mHppytZyag0nJpK7euhlKFWX2lN+lSf5lEnoD8SmIQG/RMLXF7YTZumBjiSS5sBj7NriXOJcGg6ud1946wsbsqNV11WwSqyWWVVVMOqsoqyUZVL52kklZyasl1IZKtstp26rSsvVwKI/QI4nax8cN+lHHKNJY47VyOOcaEaSxsY1sjdCRo8OGhI+JSpjdlVZwqVKuCnOm705znh5Tpu6d4Sk3KDuk7xad0n0IKFVJpKaT4pKST9K6S1rer/AOJoniStdowyAECSGzahkAPQgSRsa4AjoQD1Cyr7Q2XXjkrV8FVg2m4VKlCpFtcG4zk4tro00IjCrF3ipp9aUk/wKG+gTxc1z3w5KFjpHb5XMvX43TPPi+RzADI8/U8lx1PXqq86+xakYxnLZ8owWWEZPCyUIrhGCd1CK7MUl5jJKstVvNeP2tfT1nTP6B3GxBHtfUEaEHJZIgg+IILtCD4EEdVqUthJ3XNia1TSwaafQ07aMyvX/m98yLoer240gYY6GUjqsJ3FlXIZCqxztA3c5ld0bS7QAbiNdAB8AtuIr7GxUs+Ils6tJKylW+iVpJXbspVMzSu27J2u2+LIjvo6R3i80cyXciR4d9X3xXLeqniHMOsUobEViSGW/euNkMTw8MEVqVzBv0LHPax8gY54a0lyqfTtgbP+uhPZtCT8FSoxwsKs728CKox3lRydrU4puTtaLdjO1epo1Uf9Tk0vO76L0n004YxfZQhuhGjWRt1GjtkbdrS4fBzjueR8C7TxBW3YtKpVniNoVqcqUsVOG7pzjlq08LRjloRqp6xnKUqtdwdnT3+7klOMr66rSUYJ3yp3a4OT1lbzLSN+m1+BMrqSuEAQBAcaIBogGiA5QHCAIDlAUujB8QPDTw+Hy/BapUoSvmjF3i4u6TvF8Yu/GL6U9PMTd/8An1nBiHyHw/7eH8lDo027uEb+DrlX8DvDo/hesey9VYXfX/j49/SOxb8h/IfPX/z1/FY/R6XYh7Me1n6u2lP+pZuOou+t9/q/LT0FJrM+lv8AILW8Hh5KzpU2tNHCL4Xt0dF3b0syzyXS+9nHdGfSzyj7LDm/C+Io+7h8pO8l2n3sd0Z9LPKPsnN+F8RR93D5SM8u0+9jujPpZ5R9k5vwviKPu4fKTvJdp97HdGfSzyj7JzfhfEUfdw+UbyXafex3Rn0s8o+yc34XxFH3cPlG8l2n3sd0Z9LPKPsnN+F8RR93D5RvJdp97HdGfSzyj7JzfhfEUfdw+UbyXafex3SP6WeUfZOb8L4ij7uHyjeS7T72O6M+lnlH2Tm/C+Io+7h8pG8l2n3sd0Z9LPKPsnN+F8RR93D5Sd5LtPvY7oz6WeUfZOb8L4ij7uHykbyXafex3Rn0s8o+yc34XxFH3cPlJ3ku0+9lTa7R1DWj8AAtlPCUKbzU6VOL64wjF96SZi5yfFt+srVsxOUAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQBAEAQH//2Q==)