BALANÇA DIGITAL MÓVEL DE PLATAFORMA - MARCA UPX - MODELO BLUE UL MÓVEL 300KG X 100G - 44x60CM - COM COLUNA ARTICULADA E BATERIA - INMETRO ** ACOMPANHA CERTIFICADO DE CALIBRAÇÃO **
Descrição Geral
Avaliações
<p class="firstc" helvetica="" style="margin: 0px 0px 1em; padding: 0px 0.923em 0px 0px; border: 0px; outline: 0px; font-size: 0.812em; vertical-align: baseline; background: rgba(255, 255, 255, 0.95); line-height: 1.846em; color: rgb(88, 88, 90); font-family: " trebuchet=""> </p>
<p dm="" font-size:="" style="box-sizing: border-box; --uk-inverse: initial; margin: 0px 0px 20px; color: rgb(90, 81, 80); font-family: "><span dm="" font-size:="" style="color: rgb(90, 81, 80); font-family: ">As balanças Blue One foram desenvolvidas com a mais alta tecnologia disponível no mercado. Balanças para uso geral, possui fácil operação, precisão e durabilidade, ideal para o ambiente industrial podem ser utilizadas em almoxarifados, recebimentos, processos produtivos, entre outros.</span><br dm="" font-size:="" style="box-sizing: border-box; --uk-inverse: initial; color: rgb(90, 81, 80); font-family: " />
<br dm="" font-size:="" style="box-sizing: border-box; --uk-inverse: initial; color: rgb(90, 81, 80); font-family: " />
<span dm="" font-size:="" style="color: rgb(90, 81, 80); font-family: ">Rodízio produzido em NPP (Polipropileno) dureza 65 shore, manoplas emborrachadas e suporte para ensacamento.</span></p>
<div class="droptables_table tablesorter-bootstrap " data-hightlight="0" data-id="24" dm="" font-size:="" style="box-sizing: border-box; --uk-inverse: initial; position: relative; color: rgb(90, 81, 80); font-family: ">
<div class="droptablesresponsive dataTables-droptables droptablestable" data-tableid="droptableTbl24" id="droptablestable24" style="box-sizing: border-box; --uk-inverse: initial; overflow: unset;">
<div class="dataTables_wrapper" id="droptableTbl24_wrapper" style="box-sizing: border-box; --uk-inverse: initial; max-width: 100%; position: relative; clear: both; zoom: 1; width: 502px; margin: 0px auto;">
<div class="top" style="box-sizing: border-box; --uk-inverse: initial;"> </div>
<div class="dataTables_scroll" style="box-sizing: border-box; --uk-inverse: initial; clear: both; max-height: 500px; overflow: auto;">
<div class="dataTables_scrollHeadInner" style="box-sizing: content-box; --uk-inverse: initial; margin: 0px; width: 497px; padding-right: 0px;"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkUAAAHKCAYAAAANcD9RAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAGOlSURBVHhe7d1PiDNPmNj3R+tgWIxtvARs2GyQWOPWwZC5LIwNi08m0iFmcmpdEuaW2ZuUgJlDjjm8LCTSzXOcJJfRKYMvEvi4YTOwFwVykMCLRIzBhmDjhLBgsqs89ae7q1rdLY3+zGhmvp8fen9qdXd1dXV199NVJU1rqwQAAOCH+w3/fwAAgB+NoAgAAEARFAEAACiCIgAAAEVQBAAAoAiKAAAAFEERAACAIigCAABQBEUAAACKoAgAAECd5c98tFot/w4AAODzHRPenC0o+q//p//PTwHv8z/8l/8B9QcAcDbmvnJMeEP3GQAAgCIoAgAAUARFAAAAiqAIAABAERQBAAAogiIAAABFUAQAAKAIigAAANQV/3hjS/4g/Q3523/ZTxr/fiuv07+QP/KT38ngH/0l+b2/LvKv//TP5Q//2H/4TudI4zPw4434Mrq/If/d77XkN/1kWXju/f4//A25+1st+bN/9Rfy3/6zky+z+/3935D//ndLf13g3/2F/Df/9AO2DVyZ7/XjjebC81+UAiLjL7fkTj//g66f/mwmnxq4/b6fPJqm83ePCWbMRfAf8SdWgGvxN3/3c65P5oFoJyAy/rpeI/SaOfCTAJpdYVDUkj/4T/yTmHnK+Z//3L3+ZCt/5uf/7b9zBYGACUganhjfZalPkrqP7wmIzFNo+SL48k9dWX2lViLgSzKt1tm1yb/+5N+ZGS357d/54OuTXotMC7FhHqyKPP2F/Gv7aUt+j4cn4CDX132WNU9XdZWZQOR3JP68osm4aHFpyT/Wp6S/KVv55/9K5G//LbPcVv5ELxYvjet55WWypuimdUvzoqbzYN/++Z9pcGcuZGY//3eR/7S8zzvb0HX+5C/knyyLZvmCm/dv/05F91ndPmSa9sXI8uwnjZ1yOhHdZ/gyGq5P5e7rne6zynWLa5S9LkWfeRXbCmXbreymy8/fLP1ge38i8neDc7t8XpevM+c+74FL+j7dZ78l7iT9s+3uReCP9YYeXhzMCV+6oRumCTtuLtYAJDu5/73IvzxkvYpgwTZFNz1xVazzm39Lt/UPS+v8ZR8QGVX7WbVtsw+/985m8H37sK8c8gtq7LO6CICrYbvy/5L898HLttboQ8dpgUMpIDLMtmq76VvyH9tryVb+5b+ouAEs9XO95tnl/r79xGvJ75XO7fD6t/vgZeb/JfnHURrA93N1QdHv/xX/5hC+22m3uVjkb5Ru2uYpyi5jgqq967XkD3wTeL5etsxfb8nABGd/6i9A5ilO5//hHxfrmCeqcJ3f1ItLOZjJl2kaBBl2H/r0zJPkH/2zv5DXf+XXs8u4FqTYnn0w/z+0/Pw+hsvtbg+AeejYeQh6h9/XdW1AFJz7tltOA6O/d1RAspV/68Yd7MivC/nQhOL69/dsQGRaoP0575f5m79zhjGUwBX7Jl/JN09X5mmt9ISVq3mKaljvr9pB3lv5P/Lm6K38oQ8IXBP3LreOe6JyT49FunGQtpX/s+lp8o+3Pnj5DZ+Ovo4YE3D4PtSUQ/aUGT4Vn2NgOfDV7Two/Hn+oPKbv9U6+hz57d/053lw7mfjhf7aXzkm2GrJ3yg39VrBNTFvTfK6Lflr9o1pnfbnfdaqpNeU37bzgO/p6oKiP/oX+gRj3mStGSHTHRTelE33jr1Rt+R/8zf7rKWj7N+GLRvvWO8iTBeef1utCF7yfNmL5Jm7rfaWw1b+ydR9/s+zi6YPkGhGB2L5tWtf4BDOzwOQY+kDVtMAb03/t/3DUflBLLomArCur6Uo6AOPvzHRkn9sxr+Ym7L/fPB33NPLn/0bPy7nwAvMIev9Pz4PfzdvCi9aU2xg8m/8BTDg1gm7z7LXsd1NWXC0+82WP/p/7f8a7duHw8svC46Kp+G/+R9maQIwfv93/HhIPe+aH3qKluN8He9f/plvvdnpOv/z2t86evm/fAvVzvhFPd+zFp5/t61t4d6h1+D/274Jus/yV31LOfAdXOePN9YM8HWavoWVyZYxQYDpEgq/2XHIevq2crCzyr4JUsqj/WaGxpgHrZNN+9n5/vrP5d35c5/vfPtszz7s3c5v1ayv8m2cAd8+w5fReG1ysm+B7Xz7zD6U1Hfxx98OKwvO/QrZN9CqVX2zLf7M/VBusY3aa6QJ1vgxSHwB3+vHG+0A4KDLJmNu5vp5dmH4I73QhMuYi49ryWj+rZCD1gsHU2fCYKbUD2/7+/etcyAzkHonHfWv/zS4KGbjjqyW/NXf8m9De/KztxzM+sEgzIxZjq/mAruKAKjKVv6wdD6Zc7rcZf2Heo0rf9YUEBn2N8oqrhnZFzHe27oTfZkjQ0CEH+CK/8wHfgpaigAA5/S9WooAAAA+GEERAACAIigCAABQBEUAAACKoAgAAEARFAEAACiCIgAAAEVQBAAAoM72440AAADX4pjw5mxB0RmSwQ9F/QEAnNOx9xW6zwAAABRBEQAAgCIoAgAAUARFAAAAiqAIAABAERQBAAAogiIAAABFUAQAAKAuGBTNZdBq2R9Qil7diWz8EsZ8oJ8N5n7qCJuJdFtdmYSJ4hug/pzVfKDlN9BSPZU7LvuK3B6X4LiFy28m3Whe1TKf7mzlFahNcyOTbku6thKG75scutwhSsfUnhMHHI9LlNEni+tt6bpg97dhPr6Fi7cUpbOt/VVJ91rLWEbSKd3YgDrUn6/G3az7i7Gss+O2HsuiX7rJJsF885qlMi0vg6PZwPPI82T+OJIbPe9eev6DQ3yDhwtTZmG91Woro04R9G2WC3NBKursdinDtp+Jb+ODu8/aMlzOJF2N5NHXtN6LVq53nX34uag/V2/+KKNVKrPlUI+W1x7KfJzIdNhwk+696E1ozzI/gqnjW1l+4t3WnFMHnVJ6zLbbF/kuZ197uJRtUG/bdw+SyEKWvkIu31aS3HbdBL6tTxhT1JXbRGTha1rU/eGbbbPmybg5V59CJkXzZW2zcSmNPG3T9Bk9OZkmY5o/v56vUX+iZvg8I1l+J7Y1xc0vdT9E2w/St58PZODTdUm6Vpl8O6W0wjwMnv2HmXdt53Dz56k+Td/v3CjLN5wq7e6NyOpNln66LOp22zkW2b6Eec66mCbFfLNeuO97WlOWwTajsojKT1+lgqo7/gV/7Ha2X+oWi/KqxyWcZ70G++6Pv9bVzmilZdnQqhp2BUWVw20/zHJUjwZmvWI77r2Wf2ckK/1v1CnqUm0ZlMqusni8zzjm1TZiGopuulU1+B3btJ/tXovC/ay9NuFjbM+gOpnZNtXP05mfDMxS2Zp+kfj9eqsPisXy6/E2kVRTyd7rcslYlyqm3WrmfbIduxkVaWTzTH6y92YyLdLDp/pu9Wc9ToJ5bj8Sv6LNb7Bfdrq0bL59s43SPmTpGHY7RWZt3vP54bp+XjEdb8em07CdWP1x2clDjbh8AlF5l0T7Yybj4x7vd3w8y/tdWQ/KbDrZNrLpQ+qJmQz3L8hfvg/lcgqn694rn6dwXrFvftpnqraMrarjn027dPJ9y/NslLYZzmssA7e9MN9x2WXpl0TbNpPZ/rk04nI5wzEvqTo3bZ3wr3z779mmfx/XqyItdyxqygPvYsr1GFf37bO8+bw9lGWpaTad+CdNnTfRWjd9Lj9iuKbnvOl3+abPLpme3KcreXp1Ubh5ok0e7hqfXPH1fH792cjr0yqY15NfesVcPb26fBnJWH75bfR+jSVZPYlNdv4s02CezpRxMpUim4k83BVbtK0vRWblrchsqcVG98vscMZsR1K596u2tcxS/aRuO9eg3AKVd5tuXuVpFeTXlllxnIxk/Muv51oZ82PT7sqN/bxOIuPiQAXpNtWT8vEvd4ctZNjtyNPDen8XWeW+ubeZYt/aYhraDlJ5/Ks11qNa+8+BpvM08znH3LHji6Z6/Of+mrFZ6pHT7GRjHN2Ao6iV6/BtBvWqe6tTxb7Y1lJ8qk8Iilwz5G7frLl4+IG0vhkxbuZMJFyla2pdhajJdrjQtQq9+9SfmCYP13fhxyGuvf644KS6md276bqLpRFcMO1ATtPlkW2/1RHTC5J1Fe4Iu0BaQ9EseRVlZC++jt1OcquX7nNzN+bVW10H2B42uLiR3aKrO+aqdp1zCNONg476erLv+JvwSQOE0aPrgmpyoX3bPf7uJr6rodwbNZXBvvM081nHXLesAVFnJDJeBwOpbfAWBMK1D1b46j4+KLJRftMJ4yPxrRtQ28v7V1cSXmvNoLcdm4kMTXS/9mnMH/wMr3evaepT+VzzIA9CTPQFXX39icc8VVosi5uAfwI17FNi+VtZ+qpuUdjIZDjVxdd+ubnmKFMRnAStGfvG7pzCBI56p9i94efjT+rZloHKYK0h2LLBXjEY9nLcTdq9baon+45/KpPlUmbpVPpNg2mMC+3b7vGPWxkLxwa5+8qg6TzNfM4xdwHRjcwO/GbZ+wNGXLsPDor0Qt4bySrsIsi5gXPFdcKdWOHNL4/K7UXJtKzuJKKKm5/5aml8rrsukFFfPw+f1vFFfIX605a7h7CrYC6Po7ArQWXdZcpuI/EBlg26im/WmXyagZpN9878pmG/9eXeGi440afZbDsm4MiY7QTdZZvJMOpOOYnv8utHT/96bPomgMu6Fypo0KSLFF2cJeVgyw5MNdto38lD2HViy+FcrcBTGeYFWE63rp6Uj7/ZtdbOYOveiwYD037jsZXKfXNvT+KPf7FvpjutWlzuLhDfr+kc2H+eZj78mGsddC1EFd155aDe1ld6G74ljdZPVp3M7sA0+yqNcCsGz6lsEFp5Wft5sk1TNyDQvPJBbn5eNmnT88ukM5eHaJN+YFspG/hE5njs+tr1J0wnzLPLbxrsW2lQZWkf6vJp+bxk24jKQmUDaG06us1oQGu0nSDdqu1Eao5LaVBvtP/6CssrzFfxatqmE68Xllucp2JbpQG5O9MVxzdjyzbdjoNthsvtqyfR/mdl49PMFisG1Yb5KuUxPE7puH45FR3/fL1S/cqE6SZaHzUtt6pLt3pf9BiNg32I9setZ5bL1o3KIEwwqnuleSUfecyj/AavfNnwfAs/f882y+dXebpUR3A8c4yO0TL/6MonMf3CZ0imnnli7jzJQ9jHeyyb1ptMvtHva3x1P6n+mFaDvsz4bSUcwXz1uyNvkwN/R+gSTIvJ8FbWe35eAfhsx95Xru7bZ5e2eX2SVcXvqACHoP7g45iupuA3pHw30UcOY7FdVnlfl+8+Y+gBvrEfFBSZp6yWG0THUzrejfqDj2a+ym6++e2/pdWfSjr72D8tYb+uP+277ZtvQ8pY1tR/fGNfo/sM3xr1BwBwTnSfAQAAnICgCAAAQBEUAQAAKIIiAAAARVAEAACgCIoAAADU2b6SDwAAcC2OCW/4nSJ8OuoPAOCc+J0iAACAExAUAQAAKIIiAAAARVAEAACgCIoAAAAUQREAAIAiKAIAAFAERQAAAOoDgqK5DFot+0NK7jXQTw40H7xveXwj5XoTvLoT2filrtal625T+nXz7OddmZxaeJyXV2ojk25Luicf4ANtJtLV83FwSEUwdabxvC2d71/hHMe3dNmgyJ40fVmM1/aXJc1rPV5I/xMuqJtJlxPtC0pnrt5Er+VQ2n4+DqU3zOFCxuulDCk8vMN8oEFKReQzfxzJjZ6fLz3/QR0TEPWnfqKKCebC+8RaxjKSzkHRFnBeFw2KzEmzSmeyDK7C7eFcxslUhh/1NAN8ht6LXtxfZN/94mjvTr8twyUBEc6n97I/ILIBVX8haZr4T6qYurkN7hNtuXvQ5RdLHmLx4S4YFM3lWR8O0vvyWVM+AXwrTkOz6TKYHz88xE2uxTzXjDwYmGZ+nfcP/oF0RiuRlT592PR3m5mLp6HSulmitsug2NaHNVGjnu/GmZTqhz2WwXQ1d5yz5crdQfV1sq7OlYRdTP79IMhXXH9q0vR1rtiGW86uG6Zv5oT7/Ow/zPh0sle27Z0WANuyW3Sv7Tsv64R52U0/mxd042XbnRT5NHkMt990vtXmM9peUI412wsdtg/x8Y/WCfJRLmeb32y+OTZdrRu2LmZl0lw3I2F+uo/y5j/O1O5HWWm/smVNXm0jz7QfrH/gOWDczzR4X8qvWz99DF/XDzrP37MsUGV7BpXJrMfbRJLteO2n68xSXT/dzuzEejtOZGv6TCw7rzydpemWTbINRNvz6SRjfeesx0kwXVpXzdJsO7vr6txtGu5LlGecqroamjLX41DxyqpDVj+y42iPcTDfHtPoOBbssnlCpfpQOr7luhEvV1PHwzRK+YzX25NmkE6Rj/jz6L1Pr5huqLvRer5MsvIqzavddkn9eeaOZ5aEO1Y+DXvultMvyiRatqw2n27bWZJuG6XtZfn001HeKvehIU2Tj6CumXxk+Y/KTu2Wc5CmsvOLjQTbLyvNqyq3yv0oq9qvos7E+S+lU1q2TpyXfVxdadyvoMxs/krledCy+NbMcT/GpwdF5QuGq9TBhSZKIzghwwuSZ9JyJ8PuBWDfBaLIx+68MneixdvG8aorb3wTrRTWFaM0ffiFOL4I79TJzE6dbqgrO/U4yGeYzgFp2vxo/ur2tfEcKonrblzGJp3wfbRf4flWm/6B5WEF2y6XQXm6YX/q8+nyUnn87TJx3SrK0K0XzrPbt+k0pGnzWFrPKx+fqF427JtTChBC5XLy+XPLNu3HHjZPRbpR/vPyLewcgwqHn4sVZVwuo9J0Y3k2LYtv7dig6HLdZ+2u3MhK3pZ+utJGlgs9/W67frrKjXTznra2dG/82+Wbpj6Vvm8SNS/TzLtq3uCR4ubs3pP/GF9X1KU0lIXeJZ2GOmnrXFgfz+CANHu/xmKyl86qxhBV5Ld7a5d3mupuT37pHWj6bPoTTHd3Kq6326W5GnWKMuqMNJ8LWca9TCVLeVvpGVuxMxuXSWk609+vKZ+mm94P2M3mRV2AicRFlpWY24dp369jXu7ConMa0jRjvDQ6CNc7upumtm6W7NSd4PrYuB+7om624SKoPyUXve6autrR0h3Lmi9T4JNccExRT+71EcddcGNFH7s7iQ8/odxF0LIX/lT0CcCEg8Vr71chjjB/lNGq2NZykl958CXpxXc41QfG7Nsuc3nwcxrrpK1z+wKDd9qbpua1N9J7uAYv/aqxJRX5tTcub0/dbd89SDJ9lvn8WabpvQ+6XJpF+WSvfQO1u2Jii0XFzrRdJitvyMfbl083ftF9NpN0NZJePnYofmBbmgjCcvuQ7nzrMQtIG9K0g9/dvLUJNiuP1z5NdbNkp+4E18e9+xHYTGQ4TWS89svMa7fot3mJ664PiG5mfLsUn+qi3z6zT7jTfjyIUZ+C+uYE/OVOop6LnPzFw10QJL84G8E31ewFPpGHOz1l2nfyEH2LLRiEupe/kTy96hYNNyi8WXbx8XnEl5cHErZeubdGXCfNPcMPjLV1biVPrxX18Vh70txMevbJeb5cyizVJ/SK5geX32E+cHm+U5kb6q4/j/r9RX5OGibN1egxLoOmAb+W+9ZQcV5pXrIHoN693kqnkj0jbSZDncpapo5Xn093PSiKywUJYStW/sBmgwJz2TGZcfswHZYGStsWofo0o8HTygaBvmXMtkIF17jXp6Cy1airmxFfd0aP2X68SpF0035UKYJE+61h93bXSdfdevOBbyG6xEMt8B4a5Z+sORnXJ26Wca+4P9qw/bzZ/Iq+5HEwP+ojL6edzwz71j0/jiDffj7tPrPbsOtXrOs/c8sm2/Gs3JePU5hy3VWuN+HLH8NTxg/YZX16etwrx32Ut2fF+YrrYyDMSzmfO2NBqtN0edhdztbNqn316ydpGoz72F9368opLoNgnfL+lNiyzNYL043OuSC9cnmUp/dsrzaf0fb0VRSsTT9NgzLLV3Kifdg5dsG8oALE6wT50LWL46ufj3V/snKp2jf7mV9e0y/XzViYdqr7FO9L7X6UhMulM5dmvsksP/mxjOtrfd4Ku3XM1Uu3aim9/OXzWy6j0nSU9nuWxbdm6tAxWuYfXfkkpl/5DMngh7rW+jMfdGX5i9/2+XbM1887T/LAD1l+rvlABvKy/8cfgSMce1+5aPcZ8JX1Xub6T/B7OgDOZv4sJ3efAudGUARUcGNTzDiHBzllyBCAar2XC/7iO3Akus/w6ag/AIBzovsMAADgBARFAAAAiqAIAABAERQBAAAogiIAAABFUAQAAKDO9pV8AACAa3FMeMPvFOHTUX8AAOfE7xQBAACcgKAIAABAERQBAAAogiIAAABFUAQAAKAIigAAABRBEQAAgCIoAgAAUBcLiuaDlv3xpMrXYO6Xeo+NTLot6U42fvod5gPd7kCO2So+x7esP5eoh1dVt08oY+WOeVeOXD1wWj6uxmYi3aw8wvfncok08cV8k3PljC4WFPVetvbXJM1rluoH6Syf3r703EJADerPEb7ITW4z6UqrO9HLcUCDu/40ldnsRka90jx8Hz8+EJvLQB/sjnqu23HOtJCh+wzAmbRluNzKctj20+/Qe9GA90V65v/zO//hsU7Ix7VqD2W5Xcp32iXgGn1aUGSfFrPukPJTo32a8PNqnypcs1+eRqkLIex+GTz7DzMHpY9r9lXqzyXSqV5Wnxo7I1npf6NONr95HwtuucHAdMXpcv7Rs76MS+nmj6ru86wpPspztv58IJ3RSmQ1kk6QZrTs41LDmuBzzZd5InbzS/teWYZxPuJl9NX4aO2evrNli0WzNCfFfJP/MO1yPfTcPkyCMisdh0PqgV0mmFe7TunYBNsy+ehqWdr1wry++uOur7gbZU9ZZGnZV/35U+Svqo6aXWk4l0uidMPjWFceWblN4n0Mt9nUdVRsL0vD72e527rx+OjL5tWUW1+m+m7a9+Vp0ulq/bbHLFu/rtxDFWmZTy95XbT7vG/9b2B7BvuSmaWylXTmp9Qs1XXSbfZJPH+2TTW9YjJbdr0dJ7JNxmv78XqcBOvE8+L03bxiOk7fphPkBR/v29afd6RT3qeImZeMNYVsMtjfcL31eJtIss12o3EfIz5vwTbK+Qm3WZWumwy2UZHnqOyDefF0nE+73WCf7HS+7CHHOsyfmYzLKBZvO17WzSsfvzwvdtlgOwG3D8W8pn2I6lO4/Sgv9XWn6Zi7fBTHNMtz9T6UysJuo64s/HSxg8H++e0WOxjshwryvpNOSX092VeGpbzpdLZf0bIl8bzSPkf5VtF+uWXz3YjmVR27YDraL2XnB+UVqa8HbjIsy7pl4+3V1x+zfum4Bcf4Gu27r9T5lKDITOcH3bCVpqay5UqVJeIOeDavvL0ozZ30S5UFH+671p+96UQXFZe//fXQLZenG6YZXXzL4n2M7ZZNUxm7m0XVdoJ0bL6q98euX7q5RcsFZVMuw2jdcN8ju/uTs+vUlFFYj7yiHMpplqf31IPwWIfHaWcfgnTC5RrXqbOnXts04zzny4Tbs8L93S3fnbRzbtl8XindnfWOPqYHlKFRnn7P9sJly+vtlFfALpvNK9WTvek07HcpLVOW0XI2rZr85van7+a599XH+DodGxR9QvfZRpYL03reKZribJPqQpYbnWtmJrfS9UvXipryhrLQs9tx6Se3QQrdW8lmH5w+rtRXqT8HpGO6kPI8dMT0Ki3MTpRFzd49efIf71W7j/s0l3F7uJT1WGTUydKuaEo3Y4P0Km2a9rM0qrsBlvKm+x0u1+pPdeNvOqfZocci6nIZLvJjsGP5pvs4lX62rL5cVvbl5AA33bxLUNpdufFvj7keNa7z7mOeSFxF/Qq2LG6ke8wYpoPra8U5UsvVk5uKDB1Thpd2cJ0rO7rcL31d7MnLdibptF/Mrz6hv7xPCIra0tUrgkafJowLXm4QYdvM3HtB3MhkOA3SmMuDn5OlH13IbEVzDksf1+ur1J8D0knGos9gwT5UDw6eP+rFLf/23VImuup+Tfu4T3MZ2yU0MMo+n6Wr6m+M2cHTbpm1Po5O+/G4E6cr5j6sD6D5su71opfhZgcdC71BD6eJ6MOuS3feUAo2aE1Fn4XjvJzj246LZVE+m6Xeqpxjrkf165xyzJ2liTwMWxbuhvpeh9fXinOklqsnVQ8Nx5ThRb2nzpUdXe6Xvi4aJjDy6epTUaIB0neMiz5loHXvPtWI9jG/QLrBYf6C2bvXy9JUnouZ8QC2QH4yzR/tU3bGpC/TYb7O/NkMR/NK6W8mQ51K5Z5veX8ZX6X+7E1nNZLHKJ91rSkqu6naC6795CB1+7hPUxnbp+Ago7Z1IWwJUXb5YKCnvShXPqm25e5BA6ZhsaxNf8+AW+vgY72SohjM03ON9p08JFMZ5gm4Aa9NA3EPtnqSV5+MzUPyIHemwI65Hu3Z7/cdcw1os0ro61ZqNm7LYiVPRaY1rUQebKYPcGB9defIs69n7qasGagIiF09WT29xvXE1MNjynCvttaD8BzwecvY4CXY5utTqV4dWOfKTij3i14Xy8vb1s64lfHb0KjvZPuSqepvduMS9HP7KvXF2r7QbF7WZ1rq+7R9pH4ZXaC8jTD9JE2LvlUjSr+mHxgfxhyHJl+5/hyeTpC3snC5ZLydmTQrx9W4fTTL2V3Zs4+F6nEF9WVcbMe94u1n6djtVa2f709RFvGypc/Lx2VnfE6xrlu0Ph/prDSmY4cfO5G98gXLZVSerk/X7UMapBvUAaOuPtnP/XT43qjcb9VwzMtlmac5LtaJ60BcFsWq5X0vpR3mrVxf/bphelE9C49thfBY1teDmjKsmo7On11h3lI9hnV1NhmPtayKdMN55TqXzbPlV7n9unLfFaWl6s9ZFZVRlm7pWDZdM8J5+orryvUxeTxGy/yjK5/E9C+eIRn8UNQffGemRaMvM3509Ksz4236IrMDunbx+Y69r/DjjQAAAIqgCAAAQNF9hk9H/QEAnBPdZwAAACcgKAIAAFAERQAAAIqgCAAAQBEUAQAAKIIiAAAAdbav5AMAAFyLY8IbfqcIn476AwA4J36nCAAA4AQERQAAAIqgCAAAQBEUAQAAKIIiAAAARVAEAACgCIoAAAAUQREAAIC6WFA0H7TsjydVvgZzvxSazWWg5UVx7TL1qzvZ+ClvM5FuVse6EynmunKsrHvhOjvrVdtMurrsQFM9kN1GV6LsflBeTzYfNOzrsfVzI5NuxfE7t8a817PXrouedF/ovLZlWKq7NS5fbkZwfuyUYTzPvIo6Vndemc8P2z9bFl/ioOEUFwuKei9b+2uS5jVL9YN0lk9vX3puoa+i6qaGT2Muvv2pn8jpjbY3EhmvtY6tZSwj6fkDtpkMZWrrn36+6BcXUnOR64zkZhbU1ZuRdPYEG+3hUtbjhQwPqhAuXys/5XxcXnEAzu8aWk+HC62mSxm2/UefygTTfVnY80bPAb2xTPvBcdssZSGpzPz5YV5Ln/H5IFsvPq/M+bYYzw/YPw2e+iKzr3bvwrvRfYYvxD3t9ReppIn/KLN5ladVIg935urW1oAlldXTqw0Ylm8rSW679vPujchiaT41F/ypJHqhDK9zvZeZpKuRPO55IDSBUXbBbTR/1JAn0f8CH5zXk/Re9EbyIj/pVmAf6Lj5Ka2by8MDosuX21L09JCbrs9Q715DoJW8Ld2knjyySm7FnD1V8vVyc3kc3ei5tX8HXfD060edBz/VpwVFrgvCN2eGT7u+yXsSzDdRfdgdFz09VyxbiJtTi3nmiUOnB2Z9nednhNsomow1DX1CX+l/o475zK0bNv2HzcbmfVfTtd0c2X7ZfBZpN3YbhMsOnv2Hmbr9+TnuTUvJ8pfc+umcuSDKjUTXvdWbXkZFureJvjXvNrJc+ItjFJiEevKiT5i11/b3HEtzvMzT5fzBT3sfkVd/bhRVPmgNyd5Pin0x+xGek/l+ldNpqp9NZRN2/XUf5c1/nInOvdqKXX3e1l5LSg47v/1yJu3yvvvtx2VTpNlYF5rKzeQhSKfxvK7bpi3fgZZNTRrvOeZGzXZcGZbrQ6nc7Mfm/cSWl0vDrBPu5265FtsL54W6oqeHf1BQ82eZalh07+v/xp0wGspVy9fTRxTz3HF4oLOR1yeJzr+oLpXq3Fnubfg82zPYl8wsla2kMz+lZqmuk26zT6L5dp5s9anYTq7HiZ0uZuuyyXhr5/pl43WTrVt1vR0nRTqa0Faf16N5eTqGWTeYjvJUsW6ergqXte+DfdNPtmm+rpmM9z1mli32Nd73pv352vbVn127x6B8/Fz5ZOXsynW3rtQdhzrvOZbu+Nk8lo/VR+S1vE6YB/u+nH75nPPrRuk01c+msikdr6rt5eVRcWxzbt7OeRvs5+61JNiPg87vcF68v/Fy76kLTeVWVTZBupGGbfpjWl1u6j3HvGk7drK6fMIyte/zNPxxi9IvbTtLpFweFVza+grrgco/z17RfLdN+3me97rjVWLLLljWlEepLsXHr6qs7ITdflzmpfIr7ROOZ8r2GJ/SUjR/Nl0BRYTe+zWWZPocPB2keZNm2/QhBE8D5kk6lsj4l5/Z+yXjZCVPrxqb26frIh1pD2WS+nle8nBXPFWYboLl0E+7p/SjpffB04d5mi+aoO3TTJ3Sk097ONEp74D9QR3XoqL1/cTm/XccS30y7z09yDxb+GDnyus+wXnTvbUdfNmTsDvnKjTVz6ayKbd02fPUvdWZ8vq0klSf2v3Wo+7EKuF5u/9a4h11fvfkXndw+uxTMy186cTv4znP63LZ1J3X+7ZZ1ZoYOvSYN2/HdttO+9Jq9e34t9pqmpeV6wourouuxSdjuqKLuu66yKq5lqbhrR9TpIell7f4+WOaj111Y/U6edNLfF7lrURBC2ZtS19Vt1zQbW26DfOxS2e9t+EzfEJQ5CrvatTJmwzNANKVLCRv3XyXsBvCn3yG7aKYSj/bhr7M4FzXNVEhbN5v9eTJf3y6uGm415CwvfhEJ19w8Xjv/nxxURN0bXN6ie+Csmx5NbA3hffWucOP5fxxJDf5jb7CxfN6fo31s6ls7P7VnKf+JjjtF+u2XMUuyqfWO64lR57f4U3N3PDS7A521vO61JVa6/Btnmbfdnryy0a16XkGHkdddRqs1MUGPrgsPxiObHRixj+FDxIuuNaItuLaUYwlsuep/fLCTG5GPR9g7WEC7JkZ5F2UkYu9zn1vw2f4hKDIXRCT7BsE+at4MnmfsMIFT4D2RhJ/E8G+ak5ic3Ks8qeMpUzyi/aJzEDbVZGPZUPC9skhuhkET03v3J+vzj495vt5wEBfWz4lDYMupX0nD5VP5O6GUPnUePCxnIveP4uLZj5mxV88PyKvF9BYP5vKZieoC85THyCkwbfqDj7m77iWHH1+27KfyvPcHNPiqf685/WBN813bPMk+7ZjWkFHWu5aLv2TB8FoHfZfInDHZi6lEXinqTivirFE5XoYDNrex34BwZXPWgPEad88uJ373obP8CndZ737VKPpxzyCd60CB7YG7AhuFvZk9k3C/mJWfG3aNb023kAWSz1NlJ70ep7WcBW/aN53N8Bm2UXPXQBq2W9TBHm2T0beMfvzk0Tl4y+0YffoDt9No0914XV9M+nZG0L+NLrjkGMZNNWb13qsN75Exms/KPoj8mpvtuZm7iY3r096ppyoqX5aNWVj9zd7ole2y8i9Nft296A5HRYDUu3A04YB06F3XUsOOr/LfP765ivdRbeIc67zuuYaVunAbZ6sbjs6bX9OYi7LpetGOzkuUnmLt91/93ZHuRz9cXStd+56WORFp/tV51X4jbNyi6UbgL3DnEtBUGvrWFA/bdDrg6/z3tvwKfSifbJ9yUSDzbxskJl7NQxYLE3b9bLBaH5eGgywizcTDK4zr3xmxWC+bCCieWn6s3A7fvk8/XBZ3f44GCi4u6/FunY/Z2bdYH/Lonzovum6RXJ1+/O1mX15n5rBmKVjWFfEkehY7lvvnccyY7dRWu7iefV10S+bjMdad3weyvkpT4fnXPl8jPId1s99ZRPWXXfOhscvzGu0vUj1cT/oWlIq76bze+ccLpeP9c66UFtuRnxe15/WDduszGOgPL88HR3nuu34z8N6Z9dz6YTlVi7DeNqlkx9Hm4bZlltmp/xDYTnqK15s//XR1JW66/7O9SRn8huUlbJ5zLcVzzvLvQ0nM+V/jJb5R1c+iekiOEMy72f6os1Xnn/Y76h8N59WfwDgAKbFpyfzw36bDFfh2PvKp/1OEQAAX4H5xuBN0C2G74ugCACARj15mckZBpbj2n3t7jN8C9QfAMA50X0GAABwAoIiAAAARVAEAACgCIoAAAAUQREAAIAiKAIAAFAERQAAAOoDgqKN/Uve5jcD3Ksr2d/zux5ZHl3ezB+k5De6fgJ33K/xj+raP4qq54uph+ZPDByaR+ouABzvwkGR+cvFHXl6WNsfUbKv9YM8da7sRmT+MvPNTPM3kTfNW3+aiv3Dy8BnMH/9ezGW9XYtt8OWdEbS8FfTYz33s7v8OQIAOMJFf9HaPLX2RYONl1KEwR9yReDYXx49nWkpckH7d/pDj/zxSgA/3bH3lQu2FM3leSqSVjW59O4llak828fZrAtjIgPbvaav7kQ/LZiLvP28PM8EV92BDIKuL/OU3c2WNa9SX0LWLbEzz6QVrBe3ZJkWr2Ie3RMfpb7cG+tES+tEcJyjYxnWj+6jvPmPM3X1w34+0HSzeVE3cKmLOKogpXmat2hu3X4cW49Vu3sjq6fXIi0AwGFMS9GpKpNZj7eJJNvx2k9H1ttxItvEznTvJV/WT6czM7HdzlKdl279lE6W58k2m8zWzadLeViPk60kY13KTgV5mG3TMK/RNsPllJ1Xt184RnU1LJV7eCwrjk+5TlQfr6pjWUzX1w+zaFhH/bRf1q5XVDq7XjZZNS/eflXdjtOI9t1Ohvk0dTdI0yrVZwD4YarvK/tdT1CU3wFUcLMwN4rogm/T9TeS0k1lR9MNsYG96WTp7uzH4engMO+tP1FgbIT1oFwnwnQaj6V7HyZr0/LBR3mbYWDi6kt1XmNxALOzH3X21OM4SDLcdg5JGgC+o2ODost1n7W7ciMreVv66chS3lYiN91izENy2/XvVPdWEvtmI8uFyGrUKboKOiNNdSHLmr6BqFthuPDpGLvbLMRdHL0n/7GxfNPt3Ujlaric2nJ3dSKqL4faSbMt3Rv/1tePaT+oP/2pVr43ndOsPVzKeiwy6mTrBl1rUbfsUBZ5hWzej+PqcaYrt8UKAIADXXBMUU/u9XF16gYOxebPMpX4G16rMHqyNy/D3bT0qdiEfMFrKZVjSM23dqaJ6EO0W27+4GcY7kaxqIqmzLfPVqnog7VdbznJ75Q+QKsPwnAhteXu6kRUXw61k6YLTBxXP9JZVsey12FfBjCBUbbOLF3JqGfGB2mwPZwG9XcuRY1s2I9j63HOBU4AgPe56FfyzdeD02l/d6CrPoEn41/xzWb67AeguhuJpPd2fk8jq9XoMR+c6gamNn3luGidmj+aVqVMW+4ekmgAqhs8m6WU3Sz99jPtO3lIVvL06teyAVRy8FekcaRyuftB1+ZwmTpRV18a+TRHj/6Yb17lKa8grn5Mh8VgZ1s/SoP+q8T1yMReGrXcdDVFJw98bN1xb414P3zdzrd3aD2ey6Mmmjzc5dtzEjmmMQ0AfjR9Ej1ZczJuDIRZxr3KYy/8GIk03eqtxC0TjY/IxmxUrF8eP6LsOA2/bDrbHVsRzi+2E+ZR05+Vx564dIp0/cc4C1Om1eJy3xlHk80L60vTmCIrTDPdplofwnSj+hGk0zSmKK4/8XouP/5zXb8ynYr13lWPyxUyGAsFAD+RuTYe46K/U3QYM57nI38rxmzvUbpLfiPpWpxWf76++aAry181XcJHMC1Xw9vv9dtLAPAex95XLvyL1teoLcPlvTw3dsEBH6f3ojWxd64/f2N+HyyVCQERALzbjwuK3Ld6+jI9ZAwKcGFujFxHRvIg5ximNh+Yn4qnFRQAjnEF3Wf46ag/AIBzovsMAADgBARFAAAAiqAIAABAERQBAAAogiIAAABFUAQAAKDO9pV8AACAa3FMeMPvFOHTUX8AAOfE7xQBAACcgKAIAABAERQBAAAogiIAAABFUAQAAKAIigAAABRBEQAAgCIoAgAAUB8SFG0mXWm1ujLZ+A8y84F+PpB5+f1XYvPdktZAc76ZSLc7kfJu4kSmXCvrxkYm3ZaYog+5+qbHRF/dnUpnDlm2zlwGfjn7Kh07s1w+b6f+huueUm99OuWd+Gy2zHfLNmfnV5zTAPCFfUBQtJHXJ5E0FXl6vaIr6Fku6npTHi5kvN7K+nYorc5I5OFO2n4uzsAcJy3XlZ8smICoI6PyDF2+p4fBHJPteiwy6pWO8UaWi0Ruu2b9vizGa/urp9vtWsYyko6PAkxg1V+MZW3n6fE1SXWK4Gc+6Ms0ndl5s3Qq/WODmvmzppNKOn1+V2BlA78LBuDzx5HczLby0vMfKBskXlvwBgDnpBf1kzUmM0u3koy3a/N/Sbcz/7FV9dlHWY+3iSRbvXnik9XVn/U4sfPStFRP7LGTrUbaW421t2lQgew6pr756Vkq2yQ8yGbdYH6ovG4kqi+zeLt23jH1eL0dJyYd9/8on3s05vVCTFlKWNgAcKWODW8u3lI0f55KYlpPeveSylSe6x40g+4z90Q6sV0jRfdEfXdF2F0SPj27dAbBelnLkKZlWx9W+vRftBY1dpf47oTdea4Lp1jvsLzhAFpeetOXl3s/ndPyNy1BuzNk+bYSuelGrXWrt6V/p8fDNFue2pq3WcpCTGuTn7YWsjQHd6cb2NWPqm48zYw8rVK577Xl7iGR1dNrUD9218tbanQbHdNEthpJJ69TcVdg0aCTpTMp5pt1wvoc1suonusrbDmb6ptp331mlwvOg9rzo3Re0dIE4Jr54Ogk9cmYJ+qiNcY+3YZPmmFLUfDePpHm67mn6KKlwD2l50/Vpdam8Gk2TsdPZ0/X5ZYik06phaHIa6llINhmvE+lJ/4ob34/wv2Htbcalo5xoXRclDluYYtLuc6Z+dWHoFSvSnbrTpifsJ6X8lSuZ4E4b2Eaxm7rUVgn45aiqnqXpVV9/sT7kuXXLVuX9+iciOaV9rl8fuT5dMvVlTEAnMux4c1lW4rseImJDP1jefvuQZJDx07k67Wle2Om78UNb+jKrV7FM7YlavzLzxPp/RrH2wi23w1XLOu9yHY59C0IZtyJfeOY/RDzRO+nzbLbF7vN9nAp23zgxVJMQ0XG5K3Id1uGE70lvHPsCM5pLs/T4Djm3PiiaTKWeVZZAq6VJJHxPKsfTXpybw+zP8rLN1kFdbDgxtqNf+WVStdbHTfuzrY4JfJw5zfS+yXjJE6rOEfc+WNbb81kuyvm9HK0ji6DcUQm7/5to9rzw+zjqtiWfvJLo664RQwArscFgyK90Qw1KDDN7VnTue2ymmpwcK5LogteVqNOaRu+K+M9oub/nuj9KrcxG0lu9XZSIfv2mX0NZZHHXS5vSdzHgg8QdpfZ7rSM6fbaOY4mIOrISMayzoPiggmIzPj58XpZCmyCOma70wphYG4C43Q3CtMZjzJame7brO60bPfUavT4/qDZBi830i1n/ghRV9fQdBLuV39+uIeEm3NkDAA+wOWCIj9eYrZ1397JXuuzPim6VqQk/wZR9irfwPYz37ZZ+W8TmfUnxeOzPkzrxOpNL/FlLvArtj+XBz8ny1t4g8blVbUGZoHp7ngiHxDd6HGvDYhutA6X6lPUupIJgpL2nTwkZvxcXcuUC5Z26+2sedxdne6tBi9HPAiU6YPB0LSImfFaJj/zojY3qT8/XKvU4uSMAcDHuFhQZG5Aq7zrqGC70FZPcq5v5/fu0+jp2g1sjgc7H2yxdMGavTnYT5zyIPHSINM88LFP/+6tYfJWdJf5lrOKMsH5uC7aoTs2/ibvupVcd1XexaTmA99CFH7vPGMHM5sWItdNGnNdXaNHd2RdQB0eVzdweto3X/kvunYLJlgKurtyYdebD6rzBwizjn2zywZhQXeZrYdV6R9iJUV1Nq2uB6g9P8oDyOfyqCdI0Z0GAFdGnwhPtptMaeBlJBhwHA6gDd5HAzpVPL07ANUO5tTtuVfNwFBVNTjVrGMX8QNObRq6zCxaVoXzs3UMm2//uX5Yuc1sfpgecqZsGoX1JFJdz8IyL+qJWTZMw62bH5v8FdTBivnFtsL1K/JWGqQciuthid1Xv15U59Lt2KyXZSCfl2073p8in+XzpTwdl2G43+ksnufypvNM3sv7V3d+qKgswxkAcCHmenOMlvlHVz6JGX9whmSu33wg3eUvWb63bw6Nfkz9AQB8iGPvKxf/naJvpfcic+lV/+YMAAD40giKDmXHSbTsOJPjxmoAAIBrRvcZPh31BwBwTnSfAQAAnICgCAAAQBEUAQAAKIIiAAAARVAEAACgCIoAAADU2b6SDwAAcC2OCW/4nSJ8OuoPAOCc+J0iAACAExAUAQAAKIIiAAAARVAEAACgCIoAAAAUQREAAIAiKAIAAFAERQAAAOoDgqK5DFot+0NK7jXQT85kPgjS28ik67cx+B/t++5kY+ecnd2u2Y5ueTORbneiW8d5ueOZH0NTzlrmu8fU1K+uuI+zulZRx7Jjlh+rcr0MXmYZv73K+X57m0m3Yp6+KutDUD/tK8szAOBaXDYosjeWvizGa/vLkua1Hi+kf3Rg5G5kJhbZMX+U0SqVmdnOyz/wH16C3tyGCxmvdV9uh9LqjEQe7qTt5+KyVqPHPXUnkSSZynNpofnz1L+LpTNXL6PXcijt9lCW2fR6bFK1x9wts5RhdsCTsayz5exrJulqJL0o4jH1tiNPD8V5sF0/yFPngoE7AODdLhoUzR9HskpnsszvICLt4VzGetManuNm0HvRG8yL9PykJLfStW/aMlxuo+2ej0nb3RTbw6W9wV1mO9jlAp5+ZVRcuLlJZBpFRRtZLhJJ08RPX1JPfo0TWT295q1F80FfpqXzQCuPLGfpAUEeAOCjXDAomot5OE/v85DF2w1Yom6IsOvBdHl0BzKw3Q6/K//57+rNRT+e9n1rUdZ9Zv7f1zn6hN6x3RKlrhffwpRtI7ynzgfF5ztdGlEXSjiv3BUSt3zV7g9O9jAZSzLtV7cWerf3D7rMc3FMNq/yJA9yf+unP1TdeaB695JqjS63agEAPsflgqLNUhb6ZH/rmm7qaUDTGd24bi99zW40sAnveCu9o0zMvD+V/+VPZ3oTcV0eL+E9xrQY6VO3ztF0gq4NywQwQRfeeiyLvg9wdNv9RdH9MUtXMnrMtq2BVGckN1n3yuxGRh0X/GwmPRndzNzn23Xc8hXtj86T0v7gNN2hzMeJTIcNwWb3Th6CLrTN65Pt4qyqiibALoJb9zrtcM3lcbSSJOtSbTwPunKbiCyWhM0AcA0+YKB1MzPWIxn/yrvAer9MS0DwlK+BTtVD9sFMK8Eq0Xuij5TsWBEfOJlgyowfsTNMF4t948yf9Rk+2HbQVWe7zfKobClvK/9W2bEr6b3fn7YGSxqsRfuDU9kuWA0243E7obbcPSQ+2NjI69NKbrpRpJyrGlMUBdz72NbJMKiq6CoDAHwJlwuK2l25kZW8Lf10JReIrEad4qbSGelaCznbw/PyTdO7kcp7YtQ91pMn/7GxMRnLxyiV2G67bL2hLPKhKm5/kr3NYziNCzZXo17tN7jaXa19ZlyPDYpPDKybhAOtbWtlIuNfwcYazwMXUNcFbACAj3XBlqKe3NtGkt02EjuOx/ZRtEXvXXpfCb6VY1/lLrATdG/1NlUdZGUDwbNtTjQvGXNTldWb3rbKzLfPTOtWlue5PPg52f6smiNBnEPvxXd3PvsPSsx4ndWTPD4+6THOWu4uTPO0HkvezerUnwc7rZEAgE910e4z1xXWj792bMbxTIun6Z7eMcJv4LhBysd+Zb9C24wvWcnTa5aH0tf6F0sNc9RmIhrrFMqDYG2rUjHYOg987E8BuLeG2Z+iu8wFUEV3Gs6p9zKTdDq1g+93mWBkJdPpqnqQ84Vk364MvyHn8lk6D0x96sddxwCAz3XZMUV2/M5MbsLusb7Eg6Ht07X57SI33/zsz3gdfM0+4p+6++/5fRfzbbcwD27QtRk3YoO2bEyITk/GdtSrC5J0Wy92ULbPtx10bfKdjRPqu8+f78X0muRBUrQ/HRnJWNbvGqSCw7mvv9exAeqelpiqgdanBeVF/SjqqNal7VoensJu4id5WPNzDgBwTVpb0wd0InORP0My12k+kO7yFzevC/rW9QcA8OGOva98+rfPrl7vReb6pH94yxQAAPiKCIqa+G+nub/kQUsRAADfGd1n+HTUHwDAOdF9BgAAcAKCIgAAAEVQBAAAoAiKAAAAFEERAACAIigCAABQZ/tKPgAAwLU4Jrzhd4rw6ag/AIBz4neKAAAATkBQBAAAoAiKAAAAFEERAACAIigCAABQBEUAAACKoAgAAEARFAEAACiCIlypuQxaLfsDXOXXYO4XuYD5oNjGZtKV7mTj5xxqI5Pubp6z1/vTAwB8FIIiXLV0trW/Shq+Xnp+5rltJjJcjGW9XcvtsCWdkcjDXdvPPFRbhsssr2sZJyLJeJ3nfTl8b3oAgI9CUARk2kNZLoca1mSBzVKIYQDg5yAowte0mUi31ZWiN8p1t7muNdeF1R0MdJms62qgSxRM11jerdWd6BqeTTdbR1+lvrqse61q3mHK3WtFvkzaeZ6zPO3JDwDgfAiKcNWm/SAg0Nd7xuSspiKTvBtrKv0soJgPpDO6kZnv0prdjKRj52nA0hvJTdZltx5LMh3mgZcJpPq2e83Mn0k67b97jNBm0pPRzcyl7/M1DNLI82xbrJrzAwA4L4IiXLXymKL3jMlJxr/EDT9qS/fGvrHmzxp5pPd+nkjvRdO2A5Vct1k+Zmn5Jiv/1gRMr08rSR7udCmjJ7/GiayeXl2LzoHaw6XflrGUt2IDTpCv5vwAAM6NoAg/zEaWCw2Ybrt+OhZ1jw0XkvjPswDmpnviIKP5IGj5Gsqi2ECl+vwAAM6NoAg/jGs1Wr0t/XTAfPtsmsh47Vum5g9+htGVW41IFstT+q42MhlOg2+jzSXcwo7G/AAAzo2gCF9Tuys3spKnVx+kzJ9l6t7t1btPRabP+QBnO+g6H2y9kixemj+Ogu6qttw9hN1lc3kchd1ph8sDsvmjaBJ71OUHAHBuBEX4ovyYnlHHdS0939rfBDpI70XW44X0fbeUHXRtBja3hzIx8ZIf3P18P5M0CErMeCA7KNuu15dpOnvn7w61Zeg24PN8LzOdrGy1MvbkBwBwXq2taZc/kblgnyEZ/FCfVX/mg64sf/FbRADw3Rx7X6GlCD9W72Wu/4S/dQQA+MkIivAjuR9v7MhIHuTdf8kDAPAt0X2GT0f9AQCcE91nAAAAJyAoAgAAUARFAAAAiqAIAABAERQBAAAogiIAAADFV/Lx6Uz9AQDgnI6JSwiK8OmoPwCAc+J3igAAAE5AUAQAAKAIigAAABRBEQAAgCIoAgAAUARFAAAAiqAIAABAERQBAAAogiJcubkMWi37Q1zuNdBPqs0HOr87kY2f1g8al88dutw+50rnu/hi5bGZdN+V3536BuDLIyjC9dpMpNvqy2K8tr9Mal7r8UL6VTcuXXa4GMt6OZS2/whfgw0uBqeHTqem0x4ubf0aTg4Ic6hvwLdEUISrNX8cySqdyXJY3Hbaw7mMk+nujas9lCU3qOvSe9FA9kV6fvIrMIFRWN9qUd+Ab4mgCFdqLs9TkfS+fEtty3C5jW5crtvDdK3Vd2eUWxHsOnVdH7bbx6enr25Dy4FN1y83ePYfZmxLVza/K40NELXLbmTSzT43r6KVzGy7Oxi49bJ9CfOu80zXY77b0TbM/JpWFZNGV9e1283yEndjRqtG5RXkPeo+K+2HT8Ach74eZ5n2i/zUlYX9vCuDQXC8m9JpynPZkcd857jWlb/Pe7Gsy1uRp/rjDODjEBThOm2WspBEbrt+uo7ehDqjG5n57rXZzUg6jXe/ffRm1V/IeO3S285SWY0eq29Quu3+NPXbXsvtwtyVM5pOZyQ3syydGxl16m509ctuJj0Z3czc57qNcivZSjc5MfNsq4XJ+1RSn876diFFjvSm2wu2sR5LMh3GN/SQS1iXXcqwbW7YQTemrrvoB8FSVF6a995usLmzH4u+DQhMy4wWsUa/Ou/FBMD7ym2l+zTJ85FoEFSdTlOey8r7sOeYm24zux9a39KVjB6zJZvKv9m+4wzgYxAU4UubP08lGf/Ku2h6v8yN8rn6hnaQnrzYQMBNbZYL96aC2bak937bbb2JmbuyN3+WaTKWX0XG7I3uuSpjZllJJW8UC7qdzM3e3eSNpbyt/NtMvn1VSqc9nOhUxrWwFUm9aXjRJMjP5lWeVqlMskJpazClwcDTa3bTDgIDk/e6bqU8CCvlJbS33BIZZzPbXblx73btzXPo8GMe799GokUby7/Z3uMM4EMQFOE62RveSt6WfrqSuymtRp2i26Ez0rUWsjz6ITvuxug9+Y93uG0nYVNW91Zv2Y69sa5G0sny1erISG90i4qM2WWTW6lsFIu6dYayyDZQoTEdFXX7DE073IFsADWVfp6Plu2qWtmDYwKKmaSm2yqbX9FSZ27667HIqJOlUd1q855ya9SY57JDj7mKuvZ6Ei66r/wbveM4A7gcgiJcqZ7c62P2tKJppRgf1Jbujd6Hgm+nuVfx1P9u80e9CWddYltZTuraIty2o5ts0PrSdhnLu1myV9UgXrvs6k12b9d6sx6alrBs/+by4OdUqU9H6c18OE2KLqJ5U0olNtgryiR/5S0bJjDynwVdWmW2NcQvZ7udKrrZ3lNujfbmOXDwMTeLusH/Lr2lhIs2ln+j9x1nAJdDUISr5brC+vGgVzuOp+hC6WnkFI7/qPutme6tPnrn3WobeX1q6p/IWprczaqO2XbRJaRZM91pmd69pKuR5MNNfAtDVbBgl5Wgi6g0KDcPvOzN272tVEpnMxnqVKhoebM3d/d2v/adPERjXOZ2kLA9LuUBxLaFb3csWBHIOvZ43HR3u9neU25NmvJc6bBjbi2WLpizgab9xGkqf9/ymXff2a622MHHGcDl6JPJyc6UDH6o5voz22roYZdxr1Q/ia3HSTA/2Y7XfsYsDZYP09FlxjovGW/totFy6+04CZabjbdJmGZJuO0kTXXZIH9rs26Wls6vS8QoLZtmidi8+c/1w1nq/u9mFe9zwfLJeGz3OVvELu/npTNXHuXVrag8MqXjEK4Y5lFf+X7Wlqt5Beln62fHo67c7OfhsSjtQzmdpjxH3nHMw7zpdmbm+OfbU0FZlMs/qqfp2G5zJ+92XnycAbyfOZeO0TL/6MonMf3gZ0gGPxT151JM68hQbtcndCfiBJQ/8FmOva/QfQZ8F7arqeg6dN03N9LlhvwxKH/gy6OlCJ+O+nM+ZuyO/RFDywysppXiI1H+wHU49r5CUIRPR/0BAJzTsfcVus8AAAAUQREAAIAiKAIAAFAERQAAAIqgCAAAQBEUAQAAKL6Sj09n6g8AAOd0TFxCUIRPR/0BAJwTv1MEAABwAoIiAAAARVAEAACgCIoAAAAUQREAAIAiKAIAAFAERQAAAIqgCAAAQBEU4crNZdBq2R/icq+BfvLdbGTSbUl3sommW4OmPS2vcw3OkKf5oOEYu7rQWCxXwdfZnYy68sk+ng/Cep29ulIUX7nu+1d3oikd4hx1JM5zZjPp5vkpp9807+v4KnUN50ZQhOu1mUi31ZfFeG1/mdS+ZiL9c12sbPrhTehKzB9ldDOT7UvPf4AvaTrcX7dSPc5Z3dbXeiwy6sRBYTor5m+3axnLSDofcrc2AVFHRis/mdHzpjcSGa81PzbDvWI/m+YBXwBBEa6UXpD16rrSm8Zy2Pafqd6L3jgSvd8c+rT8Bek+7g+I2jJcbuOy+Q7Mvm9f5DuEg0liYoL31dO21utUpvJcG/PocZ+kGnA9R4HT2dkHBg2IblLNT2zz+iSr5EHuTNVra+CXruTp1e1l0zzgKyAownXavMrTKpHxr93bY/vuQZLVk7hr7W4Xge2WCJ6k426KrGVoLoOOBl3636hjPvPdBAPTfVOsH3YFNHVbmG10dd1uuJy9sfh1yy1S4bzuo7z5jw27Tb/9yi4WO69mv6NlKtjtal4mfj/1VaRRXQZH7Ue2nXzZoDsiSi97+WXL3Wd22i8zePYfZuLupWiXw/XKeS6pKzf7+WBiy8TNN/kKt9nclXsz0QBnNZJe08bPre54eAfVEUvLzLT2vNz76cLybaU719XwrLB6W9r/N81zx2Sgda84p0wWwjzlWXrPsjvq60W0/+V60VTXynW2fuP44giK8PW0u3KjwUx2rW2kF7r+Yixr3/0w0yfX0aO5oPXkZT2WRP8br5eSNbhMF7duWdNSo+t2RjcyO7DbYjUVmZhll0O9Kbig68Z3fcTdIq4VTDds520nut1yF4XXe3Hr21eW34pA0QRSxX7OJJ32G8ZzaBk8+f10GYtuHFEZnGk/Iu2hLG0+3WtmmiLSSX4MCrrt/jTvPlrfLkSL2DMBXNC1qolM+9lNzqy3cF04dt5NbYtNXG56jBelcps+aXJ+XjKVfutZ7u2yWsaam2FjwKN1TPO1Gj368tpvMxlqqqnc1zaV6X4PtRTS+4rWtObjsXdfQ+2e9HaORyG57fp3Gj7dJv6d0zRPcyRPWhr2eJoW335Lnu9Nflw9iFuA37NsplQvtMIusnpRey0w9tQ1LdfsHLDn4SFdo/iSCIrwvZnuGBukGBtZLuybWsnDXf6UO38Obz4HdFuEN6r5c3Rzi7pFfCvYg+1jUL1fesN1b+tlwUkRwBU28vq0CvLek1+a4OrpteKm4aR687XL2i4Os1vFXoVlcP79iOU36qruwspte5XbDrtqghteVAdCrtzystB/zTGOyi0P1trSvTHT2THuys79vopue5ZqMFUXTGvwmrc+6EsPscY0cfehCQaKZToamteUV+PxOGBfP0SqQZ3PgSvQ/PjuBlDvWdYrl4ENwP0503QtaKprpqyWW8mLfPmmtQvfFUERvp7NUhaSSPBAWi9q9u7pk+eh3EUzfOp9j41bWW+dFexF9Ua6/rptLrr2ml+rePqtuhdqguJ6LfIE94jLrvYGo867HyVZS1xlwFK17SAQ2dl2qCcvvrUsDyYqgxJXblHQ0ddAePWmc86n98u0LPSru3tKA6232Q08EA+01ldNeTUfj/Pua94lpmyXWaBp3sU11YuGa0FjXVNRt9vQXH3wXREU4Tq17+RBn/yL5m1zYXLN4NFgzj3mj26wdnbDmRx803Y3lPAC/x72ybbuhtO91YvqQpb5I3pzC9Z8YAa8lgacR9wFfFEkuEfc9dh04zrnfkTMDcp2cdUPqt7dtruxWzvbLjOBkQ8ibHdHVVDiym0n6Dj3QO/2UOam+2e4O8bnrBqPx/n2tSqIzh4emuZ9iIZ60XQtaKxrWleHU9PN7sts/uBn4DsiKMKVastw7m5m2biH3q8HeeqYLoa4G8Bez/JugLmYXq/IYunm2Yub/eQgvfuwu6xpLEeF3r2E3yKKxoqUAz7b5O/eljV2L+XacvcQdpfN5VHLKOoGK8m7y3yZpFm/Qdmx++HHfeXdWbZ7ItPUFRjw287H7YRp+G0X6T/KKOs2sS0CwSBam5eqlkVXbuHYFNsicPDvAB2uPZzLWHN/0JirYzXWq/Ptq/2iQzamxgcMWXdV07wPUa4Xpq61gsHWddeCprpmFQ8SNrhyb/EdaeR7sjMlgx+quf7Mthqa2GXKL33qddbjrT6f+s/T7XicbM0j8c68ZLydmXn6/7WbudUHeJ+We5/o42BobZYP1o/nFmapzs8z5EX5SrZx0uF+pdtU18+2bbdp06rZd5uP3fzaPGTLlPOSsXlKdHvFfhVpVJfBSfuRzUvHNm2Trejz4OV2OdX3qabqRcdP0/dpOHH5RLts0ynm7exTICq3YNvlYxpP15SV5fIV5cfweco+r6wzkZp0GtUfD6NuX+tV5yE8huUyqJ1XPralabtedo69Z9kdcb3I89B4LVANdS0st3R2zHHBRzPH6hgt84+ufBLTz3qGZPBDHVd/NjLXp79e01dksMu0onSe5CH4xh0AfDfHxiV0n+GLahMQAQDOiqAIAABA0X2GT0f9AQCcE91nAAAAJ7hgUOS+CmmitejV9BXQ8ldpj2H/fk3z3yTa66h81Oyvvup+zBYAAFyPi7cUpdGPhe3/+1FfXby/2d/sOTFIAwAAF3fBMUWm5aQvokFC9LtzpiXHfnzmX439dDX7W/s5MtX1BwCA4xx7X/ncMUUmQOoOZNA13UxdmfyvQbeV78IaDLp25+yr1MIU/T2abF7QfWbnDyYysembV6nFxi6bzWsVfzG61H0WbecMv3ZrfqW4Nj277Wx7WR7M374K8qfcvrm9Me+7g4Fbz6bnls+3cUi5GdG26fYDAPwsHxwUVfyphJVOT0xX01KG/5H/LLeSqUxstLct/f2i/M8fmHmmW25R/DmIyHQkbzb9rftr1XkQMpeB/dtLbp75ydLV6DEOmgwNnIrtaBo3I+lVbadG9GcRDE3P/hHMIL2iO1HzZP/8QZanGxl1Dut6c8Wo6yyH+qZn/1aWTcOXTXW5uT+a6cpNj00v2LaW94JuPwDAT6I3wJNVJxP/1Hr+Cn9WvfxT7v5PENhfZQ/fW+FPqzf8xH6Qpv1p9p2fcS//mQLH/TS9z0u4nE3vkJ90r9nf0vZMnqJ822357ZbLI1fzJx18psL3htuXqv3cTaf4uXw3LyqvD7JbZrx48eLFi9dpr2N88EBrfS2zP+R5CvcXjG+6B6R00y22Z/8wZCbuYuo9+Y/Lei+2FWnaP6xbqdjftWiQoR9Mgj+n4P5q9WrUydNqdcwfF3R/1XljZia3curflG4Pl7Iei4w6WZ6zbrimcmvLcOkHwmd5O0NX4aGiOsKLFy9evHid8DrW544pOlpXbjXgWJhIYp/sryIbm6WGH579q9pp3o21nBTh0g4TGPnlDv82mQkywu4p95n5i+7JeJ2n517u71C17Z97f9PQ5XQmMMrSn6UrGfVMgLOv3Eyeszxp3lfv6yoEAOAr+6JBUVvuHhJZPb3mAU848DiyepJXv9D8cSSr5EHu8oYS10JjW43MWKcKdlB00GJiA5eDW3N68jIzY5V6+aDt3n08dskNuvZBVu9eUpnKczHTD/h2wVSxv3N5rs6uVS6LromEbItZudzm8jhaSfJwp3PMt+TCVjAXQB3UGgcAwDfwRYMi1xJiByn7rh47eLjqO+/pjbz5bqT+NJVZ1n3X+yXjZOW7mHS9yViSPEgqlLfTMoOz5+/oAsy3kwU+L7IeL6Tv0+uMRMbr7OcJNIiyA5z9tuyga9eK1Pul+Vtl+XiWW9s3V6334gZX2zTsNm5k5ssm3p++TNOZLG3/XmnbrY4drM3PCAAAfopv/bfPTItJX2ay5c5+1a61/gAAvqZj7ytftqUIAADgnAiKAAAA1LfuPsPXQP0BAJwT3WcAAAAnICjClXI/EbDz9+qM7G/WfeCPS+4I/sbedXE/Slr5J28+S+lvCZ7kassdwHdAUIQrlkiSBL/b5M2bfqQJAIAjERThqt3cJDKNoiLzp1ISSdP632kCAOAYBEW4arf3D5JMn4vuks2rPMmD3N/66Yztosl+eFJf+U9z++6kwSCYH3e/uF8V9/PCLjnfVTMJ5tf+3busS8+/wu4r+wvj2bzGLr+sy9C9im1lXWKTYr5JJ9znnXRf42X9p0bd/pp85uWUpz+Qgc+/y0/8NwMPLkvjNSijqCCb0wzLb/DsP8ycpdwBwDPfPjvVmZLBD1Vdf2bb1P6lf/fX+9OZ+9T8VX/zV/6Lv+5vP42W0ZnbxK5rJ9xf/5dUUwyms4Vn6Z555WmfbrRellc7Ec8z7/N8mkmx+d/ltp3Pa9wHsz2dztK1y2b7ny1bWveA/TV5K+Ypn26YX1vuWVp+/Xx+lLZPzyzr08nXi/L7njSzfQvL4dRyB/AdHRuXEBTh0zUHRe6m6W5o7qbo7rNhUFRib45xUBDeEPObdem9Vb6xhjfdMK1wuRKbtyiNIGCrYwOFOL3iRl7eh/K0C5LcNty8un1q2t+deTZP4f6Xue1m+dhZP7OTTpjfsj1pnrvcAXxLx8YldJ/h6pk/wmv/iK3pOlulcl/xV1uirpLhQg4bcWTGJ2nYc9v0531vpPibuO4P8+6Ku396T/5jo/ci5s4+zf+mXE0X3PJNVjLN/yaeefWnIqu3pV/gfaJ96t768jhkf/eIuquGssgL+oS035Nmvi/GGcodAAIERbh+vXtJV0/y+Pgkq/Te//HcwGYiw2ki47Vt+ZTt/MHP2McFOc2BR/hHgt1Nesf8UUYarM1cy6ssJ6XIydyg/bz1ONEbdcVXyu3Nvkgjf53j7/bZgMs4ZH+baBAynEoyXvv8zaUo6WPTfmea+b6oc5Q7AAQIivAF9OQ+Xcl0upK0qpnIWkl275w/joob5x69+1QkH8jtbtC6kSDwWsnTq4+K7E04kYe7vOkokAVPPg3PDjwOBvmaVi9JbmWnPaV9Jw/JVIb5QGE36PrY3xtajR4r92n//u6XBym2PNxbI057d9+bNKc5zH/jaPfnGE4sdwAIEBThS7A3R6nuOpO23jTNvdN3lTzfz3TJIkhq1HuR9Xjhu606MpKxrKPWmVRu3jquC6Y/lXS2lGE5Jur9knGyklHHpKHrTsaS+Jt1e7iU2c1IOjZ9k8ZCxvOh7IZVbRkuZ3Iz8ttq9WWazmS5s7HDJONbea7ap73720Tz6Ara5fH5XmY6mQc0Udot6YxuZLas2tfQIWmKL9uWDPV45N1nZyl3ACjwt8/w6a62/pixLn2R2fblXS0pAIDPdex9hZYiAAAARVAEAACg6D7Dp6P+AADOie4zAACAExAUAQAAKIIiAAAARVAEAACgCIoAAAAUQREAAIDiK/n4dKb+AABwTsfEJQRF+HTUHwDAOfE7RQAAACcgKAIAAFAERQAAAIqgCAAAQBEUAQAAKIIiAAAARVAEAACgCIoAAAAUQRGu2EYm3Zb9Ea7sNZj7WQAAnBlBEa6UCYg6MrqZ2V8lda+ZSP8TAqPNRLqtrkw2fhpfyFwGBNMADkRQhCu1lLeVSHrf89NGT36NE5k+c4cDAJwfQRGuVFduE9kJgNrDpWxffKA0H0irNZB8ibBFJ3s/Mcu4rrduqalnPgi65oKmBPN5dzDQ9fXz7n8l/1lnJCv9b9QpWos2k26xbnci1Y1IrvuvO5nY1oqqZaM8hK1RZt+6AxnY7sNwn4LlG5s/XAtJtmy+qC+XwSDIf5iOLdNsvSA/RjSvXJ4121ON+6jHbxKUpVkvXD7axWj/d9MZBOu5vJny78tU303DFsa6dABgewZnSgY/VG39WY+3GhfZ+eaVjNd+hjdL9fN0O/OTbvlkaxfL1k3GW7uWn079wutxUszTFNIg/VlqtleTrlHarl0+Sziy3o4Tk1a2rp/OljXp5HkopWO3UeQ3WzefLucp4pbNy6uqXLKEonIx5VDaz6iM6sqgYXsH7GO2nj0mwT7bZUvHKN//cPuldNx0ltfSeqVpt83gWAP4Fsw14RgERfh0h9Sf7IZpXpU3RqPi5l/cDM3i2Q25dBNXYZC0E+SE6SozP1zXza+6sZaCIKOc51xp2drlvOjGX1KRnzzPpX3ROUGQ4N5H+a0RBRM7adbZs4+l6fCY2HlBcJWlZZMqpxPlpyGYsspBE4Dv4Ni4hO4zfAm220zrud4oZdoPuswaJXLb9W9V1/THWW680k237affYyPLhchq1Mm7alq2e20hy5pumCTOhObKi7pxevLkP64TdUMNF0U6Zcs3zc9U+nnaLelPNc9vS79AnZ68bGeSTvvFdoo+p+ibgL0ws3Z7N1JZnO/cxzobV+jSydPqyEiP4aKu0GvYdJJbCY4IAOQIinCd7Jia3bE67e6Nf3eIlYRxwNJEQpYbr/TeG6rTFpOFZLy2QVrxWsqwJsaKghEbQDjzRw2m0uzbdUuZNO2aBhfDaSLjtd/e/MHPqGADr1RmUf70lY3FamQCI7/8eiyJBkg2Lpo/ahBSpLkMM2u3Vx0UvmsfG9jjnoxlneUty0ddodew6azeNCwGgF0ERbhOvXtJTctAPNJWJsOpSHqvt25lb8ZTycZib16f8oAjkw/UtkGFWdWs2Za7h0RWT68+6JrL42glycOdztmvd5/KavSYt1a5QdcNrVfTZz+vlH9jsXR58PlrVgR5Nthwb3e17+QhmcqwGIlsB0GXB5rvsK06wcDjdldutISLhq4s8PH7kbHbW8nTa7y9/NC9ax9r+PrwWBS6bYGKqschTDphnZkMdSqV6EuOAH4ufdo62ZmSwQ9VX3/8GBSdn72isTzKjv/J5423+WBgP64kTYuxSE3rhuNodsYUBfnIPg7HOEnteBq3XpKmmhe/bDguxuax+HxWHkMTjX2J85vO9o2F8eODsleR8dL4n6oxN8V6RZmFx0LXn1Wns7Pee/axNB2NKTLCtMJtlNMp7WNWbpV5qj12AL4yc34fo2X+0ZVPYvr4z5AMfqiL1B/TktB5kod1fbfW5ZlxOB15eli/u5sHAHC8Y+8rdJ8BAAAogiIAAABF9xk+HfUHAHBOdJ8BAACcgKAIAABAERQBAAAogiIAAABFUAQAAKAIigAAABRfycenM/UHAIBzOiYuISjCp6P+AADOid8pAgAAOAFBEQAAgCIoAgAAUARFAAAAiqAIAABAERQBAAAogiIAAABFUAQAAKAIinCl5jJotewPcEWvwdzPv6SNTLot6U42fvoncmVwenlTlgC+DoIiXLV0trW/SupeM0mn/QNvsC6o+pAY6juaP8roZibbl57/AAC+P4IifCE9uU9FVm9LP30pbRkut7Ictv30D9R7ISAC8OMQFOELmcvzVCS9D27W80HUveZakUyXTV90UZn2i9aizaRbLNud6FKeSaM7kIHpLmp1ZbIpdflsJtINtlHbpWSX03QGbrlssbmfrlq3Nk+123R5Gwz8fuvnJv2uTtvlszSi9c0+2ZWdcJ7f76L1zXeb5esOtNTNx2adOB27X3m+4u7O0m4CwNewPYMzJYMfqrr+zLapfm7mha9kvPbzDbNMss0/mqW6TKqf2gm7fuomSvPMpKaXzbTzgmW36+04ybbl3ufz1uNtEm4zZOfFeVyPk60kY03FTgXpqto8NW3TzSvS9OsF6egnDftelYdi2ua32HCwbGm9aBuleRX5LdYDgMsz17Vj0FKEq6Y3XVOz/WstD0+doHWiJy/bpWS9XJvlwr2pMH+eahzxS9dwer/GkkyfXSuIlUrYAFVwXWl5T9LyTVb+bbVEHu6ybreNvD6tJJ0MNRVD05qksnp6ta05Jk+S3hd5etF9tBvav83k4c6n6QXpaMIyTcbyK0/4l4yTqTybnd28ytMqyKOd594a7eEy6DZbylu+4bbcPSR53rWwZZFtw6aZyiQ7EO2hTNKVPL2GzVMAcP0IivCFuKBC8mAm7urpPdkPK2zExEurkQZUWRdPZ6SBxkKWB9y3o+6v4ULDnkO5oMJ04eXr9zUQWr3pHJen5Lbrl40dv00Tr9idlU62fqsjI83HwuysDbBupBtFVIGoO3KogY//XLWHE0lXT2Jinc2rFnYWmNk0p9LP12uJ281Lj/0CgPMiKMLXZb4htUpl5luSlpMbP6OsLV2dlYzXQauTeRWtTLU2ExlOExmv/TrzBz/jEF251aAibu0yrxfp+TxVBg4nbVP31u2srKNt+oHj3VsNsOqCQQ0yh6ZFLSunucRbNgPdTQvQXFxM5AvPplkch/zFQG0AXwxBEb4Qd9OOuoryG7yfV6N3n8pq9Jh3l7kBzn4Q8V4ryWKX+aNpYTqU63KaDosB1LYFyA+GNnkqWr18nvLB1sduU/XuJV2N5LFI2A6str2O7Tt5SIKuLRtYureZPFCrmOfKsS+jGw3csoDSpjmVYT4K2w265reJAHw5+kR3sjMlgx+quv5UD7QOBxhng3jdvGQ7nsWDoN0A5GKQrx1EnKcVDJYuDXguDw7O0jGvdFYaxByqGYQdrh9vp5yn0qBr/3m8zd2By3bZcob8oO8sjXD5aF46jtPzA6/dvFlF2nX7Xzpe+QIMtAbw8cx16Bgt84+ufBIzhuAMyeCHov58JjMuqyNvk2BgNwB8ccfeV+g+A34U07UV/N6Q7SJLpGa8NwD8KLQU4dNRfz6WGbvUCQYLpTNaiQB8L8feVwiK8OmoPwCAczr2vkL3GQAAgCIoAgAAUARFAAAAiqAIAABAERQBAAAogiIAAAB1tq/kAwAAXItjwht+pwifjvoDADgnfqcIAADgBARFAAAAiqAIAABAERQBAAAogiIAAABFUAQAAKAIigAAABRBEQAAgPqAoGgjk27L/pBS9upONn7eJ5oPNC8DmftJXLHNRLrlY2U/C+rVgCMJADjNhYOiuQxaHRndzOwvS7rXTG5GnU+5ic0H3Dy/HBP8dEay8pOO1iv97GZW1Kl02r+OYBsA8GVdNCiaD/oyTcayfun5T4yevMxSkenz57bS9F70ZvqiucG12ky60jLBT6r1JaJ1SIOholr15F4XWb0t/TQAAO93waBoLs9TkXQylLb/JLcTkJS72IquEtO60x0MXFdJd6JL2g+DZYPuONul0pXBQG+m2XzfMmRusH3Nj0z77rNy91ldmvg8erzXJvi599NHcXWrO5nIIDu+ph6F3W9ZvbJM66b/XF9Rw2JUR7oSVZGoOy+eZ1sos3nRtgAA1+RyQdFmKQtJ5LbrpxtsJr2gi20t42Qqw+CustJgZmLmLU2ApTet/kLGa991MktlNXosghtZyVQmbt56LIkGQebG1h4uxTRQSarbiVqujH1p4jO0e73dgLqKBiRDE4Df17f7rUZvcm/r10zS1Ug6uug8qyM6/WgPtgmg+rIYr/P6s+hnAU65jtzIqJcFOKXuPDOv4wNuDaT6i7EN7sy82c1IegTcAHCVPmCgdSF6YtZX9hRuApYiUFnKWzyAxNztglYl03WylKG/W26WC/cml8j4l1+63ZUb926PfWniermAZKXB7k6sG0jGv3wd6sptotMPdy7gCuvI5lWeVqlMsorQHsokXcnTaxbErGTkoifX2mmDdDV/tt3EWbWT3i8b2D9nUXUedJnVtrLM0gcAXJXLBUX2ZrOScJiHuSHYJ2nztO4/s6JuiaEs9KZVL+5q6z35j09yiTRxeRoQtfoyrWz9O8LyzbYz9n09MC/T5erGKpnA2Q3ozublXbMmiDatT/l6HRlpYL9YajBlgqdZKtN+Nq/UJQcAuBoXbClyg1+nw31jKDQgGU71Sd53WWzn8uDnVJo/6g0nlZnvjlhODmsLanSJNHFhLiCyXV3nCIiM7q0kGq5n9SB/5em7Ad72s7Brtqv1xXyhIFxHX3mLkB1D5z5bjxMNkPgpCAC4RhftPuu9+PEb0aOxG7dhxjyH8m8O2QDFva23EPMQngVU53GJNHEZvg6ls/N2RbXv5CEaz2YCLz/o3g/iz2fZllA/Zq53b+t51kWWDbo21d5+gy4YXO0CqFs5YKgdAOCDXXhMkXuynknQ5WC6FsQ9VbsH8LbehEyTkl/m+d4OiK79erUdr7GSUcekpQlM9Ik9D2ia9WzTlW6n/A2gE9LEJ7Bjf/T/YVeWeZ38zS6ti0v/O1o2zSDwag9laQdQZ9szrVRzPw5N67kdlO3ndUYi47Wt33aA/03QtWYGa88rvpEJAPh0ra1p0z+RudifIRn8UNQfAMA5HXtf+dBvnwEAAFwrgiIAAABFUAQAAKAIigAAABRBEQAAgCIoAgAAUARFAAAAiqAIAABAERQBAACos/2iNQAAwLU4Jrw5S1AEAADw1dF9BgAAoAiKAAAAFEERAACAIigCAAAQkf8fBW0wxEJMH+8AAAAASUVORK5CYII=" /></div>
</div>
</div>
</div>
</div>
Garantia
Central de atendimento
3% de desconto no pagamento à vista!
Parcele suas compras em até 6x sem juros!