Planilha elaborada no Microsoft Excel 2016 em sua configura...
Próximas questões
Com base no mesmo assunto
Ano: 2019
Banca:
Instituto Excelência
Órgão:
Prefeitura de Taubaté - SP
Prova:
Instituto Excelência - 2019 - Prefeitura de Taubaté - SP - Técnico em Enfermagem -Edital 12 |
Q1729928
Noções de Informática
Planilha elaborada no Microsoft Excel 2016 em sua
configuração padrão: ![Imagem associada para resolução da questão](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaMAAAEZCAYAAAA6xErnAAAgAElEQVR4Aex9C7xWU/r/SsWgRKRcqokMuZTr352MoTBTgxA1ozpyRGWaHET15khR1MhP4YyaESJUKoQjiThKpaIScm9KSrqLPP/P86y99l5r7bXfd797v6f9nves/fm87173y/d51nrWba+HgX0sAhYBi4BFwCKQMAIs4fxt9hYBi4BFwCJgEQArjCwTWAQsAhYBi0DiCFhhlDgJbAEsAhYBi4BFwAojywMWAYuARcAikDgCVhglTgJbAIuARcAiYBEIFEarVq0C+7MYWB6wPGB5wPJAGB6IK06tMLJC1w46LA9YHrA8EJsHrDCyTBSbicKMemwYOzq2PGB5IB0PWGFkhZEVRpYHLA9YHkicBwpSGK1evRp++OEHWLduHaxduxa+//57+wuBAeKFuCF+6UYw1q/qjHD/97//WVrGEDQWv2i8HgW3ghRGP/74I9x///2waNEiWLhwISxYsMD+QmCAeCFuiJ8VONEaYT7hhh3Cm2++CVE6hnyqR1JlsfhFawNRcSs4YYRAbN26FUaNGgVLliyBxYsX219IDBAvxA3xsx1YtIaYVMdpynfNmjXw+uuvA75N/tYtPY0tfunxCeKfqLgVpDD6+eef4eGHH4aPP/7YCqKQggiFNuKFuCF+VhhFa4hBDTQJd1yenjFjBi1RJ5F/Vc/T4hetDUTFrcoLI+w0cV/ok08+oREg2rEzfeihh/JWGOXrjA2FEeJWqMII98JwX2zDhg3uD+2FukeG7WLKlCnUPvJRMOAIWqYHLg9jmfNlIJRv+Jn4FzHDfd58wQz5LCpuVVoYIXG2bNlCy3H33XcfmVEq79ixAx588EFYunRpXs2Mli1bRoyDZf7ss8/yqmw4M0K8EDfEL5+YOxcdKTbadE8h1hk7+meeeYY6/FxgmKs0sLPK9GA7zlV+UdPJJ/ywz8j0bN++PS8GVlFxy1S/TP6JffQqBBGO5h977DFaXvrll19oSQI7lpEjR+aVMProo49oxPDZK3fAnqe2IcGZb8ISy4O4FVrHjIIVn9VP/x0YY77f1f/9hvyxwUftuPIx3vr16+Gpp54CfOdL+XBWKp5JNzb20QLp8w4AbNu2LfEy5wt+2Nfh81TXA4x4IWbyUCvpPcKouAm+iPpORBjJgmjs2LHw3HPPQVlZGezcuZM6fBRK+SaMcBlxx46voc0ZNaD2icfD1zt3whdffJFXs6NCFUaiMcPsO6gxy8w+b+gZ5Fb2BXfFsPnScccpBwpgnA2OGzeO3vkw08URMz1bp7qdqkwLNF9Sk0HvqUsSF0b5hB/OEvF5Z9BJPv5F91n9Wzl4nkHh8C8pesfBzS18RMMuF0ayIMKGhmviL774Ijz++OOKMHrggQfyZmaEe0TYsfz0xbPAajeCG1NdYfgHX9CSXT7tH6EwQtwKbWbkCqN3+lOj1Rc8aLZ0yUhqAvmwPBRHCIm42Cn89NNPNEjDd1KdkyiPSwP4kWiw55WPKV3Ob7/95trRnDQd8gk/saw5566TCbttLlKyYS751fzr/5FjUrPhOLjJtYli3qXCSBdEKISmT58O06ZNMwoj3KPJh6PduJS4adMmmPrwpcD+eC3MnP4ANPznKMAZ3PLly/OijIgT4oXCCMuVdOclOrFcvN2OcM4AarBbNU5HYdTxP1+Ta9JLHLmoL6aB9Nu4cSMtX+M7aXqKPbvujXGZtIZLAXnzHcuItEq6rPmGny6MxI4bYuXyNgDc2hKxrUXY4ipREjhinlH5zmWKiIZdJowQdFzTx44dZ0RCEAUJo+HDh1Pnmg/CaOXKlbBz5wLYjTH4+3Mfwuav36ZO8Y3Nm2nGlC+zIxRGiFvBCqP37yLcZV6//Xi+hyTckmjAuRJAcjpYj82bN9N3Y/hOul7IUwBrCf/9uzxJcOfzHl0+4acLozUOswqaokCnZ9F9hO9YPq5KhOZxcHOqFfm1S4RROkEUJIzwdF0+zIxQ0OBa+f9m3wOM/Q7mEdTroc6eXDDhjAkFbD4ITcQLcStYYTQfaeA/wCBzP/Ka3KlXVTN2CtjZ440a+BYdVxL1wbzpcfaKrp/EDzFgJ5pEecLkmU/4ZRJGOJunZ24p8ffTfIspkZN1cXDjlYj+X+nCKJMgMgmjX3/9FYYNG5YXwgiX4XANfPDNhwHr3M9F+tHBpwJrdxPZP//887wRRohbwQojw8wIYAEXUH/+F9ECT3uF6azyPQx2CngibciQIfRGe1Jlxrzp2TaNsC6e/BNZ810Y5Qt+mYSROOAAC4YQvuMduJOgeRy+40wS/b/ShBFWCjfhvvvuO3jttdfoe4mpU6fSHhEKIPmn7xmhMBo6dGji+zF4nBtnRUvfLAW2+17Q+64UpFLidzvUqcvgmmfeov2kfJgdoeBE3ApWGDkHGNY7/I58gs/XL3SjRlzueCTRiHMtKLAO+PEy8ls+fMSMHTvANtiPMahz0t8Idzwoo+/R5Qv2+YSfLoyciQ/NdnGwzrEFuKX1wcDYYYCiHmmea54Kk14c3JxmGflVKcIozGwokzC65557EhdGK1asgN9+WwVtz9wNWNvuBDI2vq+++orMKfzO4rAzYBUAfPvtt4nPjlAYIW7YSedLpxCmAWQKg/xEjyOMNnOb+y+Od690XAqh7lgHHFT069cvLwYX7ujdOV5/YNEEF3804Ia7eJD/dCGVica59s8n/HRhZDxN98FgGlCJ/aKk8IuDm6B/1HfOhVG2gihomQ6XJ5I8qSaOc2/66jliEjy4IPaH0A+XKL6bdTf5Xf30PJoFJn2QAfFC3ApWGBm+M4Ilw4kGNdqNojZQSMt0SMe+ffvmDT1xtI5P+e3HEOaMXejrd1ozBtdPnEcnsnItYLJJDzvVfMFPCPKg74yubcj3Qa94nH8shxcdZ1PXXIaNg5uPGbJ0yKkwkgURfsyK3xDJM6Ags75Mh6OswYMHJy6MkDCd23BGeXndOvjmm2/cm8Q//fRT2L79SzjxCAbsyD/Rch4u6yV5kAGFEeJWaMII6YBP0A0M1zzxrcv2GDaXjTOptLAtYTu4+eab6Y32pMoi8hUdlQDbdJiEsYPIG4+Ci3hJvPMJPywLPsE3MLQUkCb+jWAc3NxKRDTkTBghoyID4uwAr/fBWxXw+DYKmky/yZMnUxzsRHFKi42wtLSULk9NcraBnTvuGYmjtbKwwXJ9+eWX9GEi1huFU5KCCPPGWyIQN8SvUDpl0ZGJ71yC+BzrnA8dtihv3DfWBQ/O9OjRg975UjfkK/wOJd2D5U66vPmGH56IzPQgjyfdbuPglql+mfxzKozmzZtHR4tRjQFe74O3KoT5ofDCjzWx08cprRBGuGeTpDDCvPFgAt5sIAsiIXSEP4ZJspyiPIhXoQoj7NyRN5BHcONc/NCOA5ikG3Fc4aPHF51C9+7d80oYiXLingbeDIFLd4IWuBGPh5bygRb5hh9ignyKQgnxwv1AfAvMsLwC2yTfcXDLJGwy+edUGAmwEWgUKPoPR0z6D8PgjEgIImRyfPBUGAKDH5xiJ5vkD2c9SeYfJm+8RRzxQtzwyRfmTrJhVeW8kX74dOnSxdIzgtpxi180XUZxcCNGjfEXSxihtJd/WBEUJjiCxR8KJ9MPN//1H4bDOOJW4Cef5F95x6hbtYw6YQI/5YQ4Ii2QJvZXtTBAuuEMAx8hjNBu6RmOjha/cDjp/UJc3OJ2uIHCSAgWLKAsWFCI4D4KNg784Tondny4joynzXCGg1NRnH6ifg55Go8zJpwFiRmTmCWZKsH2YMAOY8Ba2F9oDI5kwOoGktQEs3XLcwSKioryvIT5XTyLXzT6JIFbYM+Fm/din2TRokWwcOFCmD9/Pv1wb2ju3LlQUVEB7733HsyZMwfeeecd+s2ePRveeustmDVrFsycORPeeOMNKC8vh9dff50+fkU1yi+//DK89NJLdLABP4TFgw54iOGFF16ASZMmwSuvvAIDBw6E1LAUpO63v9AYDE9B35K+dILx6aefhvHjx9tfFcUAVwaeffZZGDNmDL3RbukZnp8tfuGxkvkqDm7RxJ4XK1AYhVlvl5fosjHr00Nhx1mYODXVrl07r5TWFBqBV199NXRYGzD/EcDPIewTHQGLXzTsksAtljAKI7CyDYMCCZ82bdpEQ7Gax8KZpX0KBwFcLbBPdAQsftGwSwK3vBNGOEvCxwqjaEz0/PPPR4toY+UlApae8chi8YuGXxK45VwY4XIdHnjAgw4oWLKdGVlhFI15RKwkmEjkbd+5R8DSMx6mFr9o+CWBW86EEQohsd8jVx8FUzYCyQojGb3szUkwUfaltDHCImDpGRYpcziLnxmXTK5J4JYTYYSCCI9ru8/iYXSR4vwIV6FXBWE0IZWi+rn1zSNDHCYSd42lq85fHeV26cJk8stFGpnyKBT/OPTMJQZVlWb5gp9MCx3LXdXu5DJkMieBW06EkfhA7/K9VS2cjo6orK4HCRJGM3o1dG4KVvNAQuoqBTIBHdf/tVFVVRgt8mN47jAXjjCN4tY/cPzdSBEMuUgjQrZVMoqpU5h2Q30/Hdl5lVq/qkozHb82GQZTvA3wy14rC1COZQ03+V3V7twMQxh03EJEiR0kJ8IIP3j9/n2uEno2FWkGNRZZiVTYpbogYbRi5OmUZuQal/ek+E9xjcmRk8GIsx9DYbR3rDQqK3IQE93clAuRHtrJb2oIjW8IXZx7TsF04tU9F2mELnAVD2ii56IhxwNjByg1C9OhKRGytESiWQ7bXJbFdYP78FvC1b4Uv+IGkQwfUB9x3XRplUfyzZWRY1knq+Qi4Z9VDmpgH26qd6XYciKMcJkOb18Q+k5g4VAiKiqdwwf94wqjT/91Rghh9I2kiTUF/6lYR/k/Sxpar6b4twtNrf96mRcOAHDZzdPgiuaxrp8wTMePb51w/9enIzDWSHg57+9cfxFu6orftDCVbzUx0cO9LgDG6sBrX6fP/5lBvI5yKLneqftehGevRmGk1j0TfmHSgFUzffjJ5aiuZhM9P7ynFTDmjawRm80VJcTfbzhATR6aglTpRHjrUY9vPQz9vLr8B5VXM9GM8/iDXpJSO0LHF+7BfPU295IU3l+GymgvJvz+dCgDtkcrqSzcOKjNocDYUaq7xpey53N3Yx2fgnUVjyu8K4dBcyYsef+UUqJligOwUckT6ZFL/Ey4KQWsBEtOhJEQNOIbIXj7zpwLo89HnZVBGG0h/xPvXeLChKPFT1xbOflvd+3ccDxO26WlKnTFeNd7sgr+8Xt1aarvXw4Dxg73UlrIl+16z/ScYP1YSmf3zqpGTClEpRhNTESj5v0zXyujLx/0aabWe1UZCjV08+oehN/UFbx6OnZeGs3d+r/X/w+UrusAAKdnWE6Rwxay2UTPxUNPAMZqKdVe/XgbwvB1x3X4mZx2bL+uSjhYXErhdF6t1aqDGy6Y7h7NjiD6/NmNgwbOPzUltzcoL73NwS5sLyb8YOUIKtdNAiwqMZ8Vye1+zh3NKZyokM6Td53gYFz7ChGEwsttPpj/vTZ0+1GYjje4CMbfi5MqPhd0GmLblPN2CxXBYMQtQjrZRMmpMBJLbJUhjL58+FwiNO8MHSZgDPq9w79LAthB/qeN8MSPAsT3j5H/B4qj2XJ1TQZsr2tcT8yzyS1vuvYFT6PwOdi1N8WGWfNy1y4MokPwNUYRoBLeJibC8h818P2MuaVaIa7e8oFeb0xgbDsMo86M9IQRv9Rg/r1TcBqHuNEwzLNciajrBrCQ6PW8UUezFKzAjSZ68iXrJlLN1zpt4yLX7f6zeBtxHRxDkwBevaCx1xUE08zj+VaYjtQJY/Kcf6Ql3LVlxjYXVIbKaC8m/LCsevn50qeHAYbx8yXnydccLO8+iQE78HrHxl/DzkDcvYFCMJbevlTpiRinrptOcBwP/3o1WrjhhSGX+AXhJvKqjLeKvpSDmO1k865MYZR5ZgQgRjJITDzJpzxf/ouYyxMpnu/BNMrjjRfj0q9xLyfAcrKXzPHCv12Gwmg/1wHD3/qua/UMzuxo8g7PqbJNJiai+hxwXcasBx2Pda/nhFvpqzd6DD1VDsODmvBLjcCppR87L436Tj7fcLwF7tr7kW+cYNX0ZaKnWLJ2eZUxqHHVEwpCA1syYHt3UtzQEsSrqdvaAx+orU5D933d9FoinXa/0rWjgfOPN5iBrx6ktPQ2F1QGsZqQy/Ziwg/Lqu9B/54xqN3paak+CwL5cqKjJ+/OY7At/FWKA6AKlnBtiIRaqHbn9TlnFqnLelSIHPY3Qbgplc2xpcoII9EAw9TfnT4zBu6AO6Bh8I50LyXZa2oxYAf1cNz8HaoqjD4hph3gk34AsOZR8lNX45Wscm4xMdEJ1ME3zpgXxy29MLr3NGyAXqfUmNL245e6H+9U82OHheBpCGH0FWHknxllLG61CGCip39m5IeCL5mpy2gAbwXyaqrkL04i31EYefCFHnwQ4tG9BdJdmxnxMPt4hfliJKWlCqPZgWWojPZiwo8X8EMqx/85GutRQKq3AM4j/3R8yTH2ZqOYbpQBXRhhxNuMEEafwDnXG4RRDvubYNw88ubaVJDCSICEDFY07Vdu/ex+Yq65wpPeM8ltxErFEeg7gAbdXUdMp2nJLNfOl+m8aTb6s3rXuv7CwBkzEGIRLKdvExMtf+BUqufABemzUkd1fBQt1xtj82U6sVzAj4qb8EsNm0qZ6dh5aaj4HT1oXvrCVVNfEz35kpK8N+MHp+/hOGho6/MI4tXWjTw+DaaZtzxLs4I6nZX0OW809NyW32toc5yvdlV7MeEnCngKttvW/4I3eu2hDLCEP+KQji9vae7H2LTUbW5DHpbh253UZkwHMGhlw6OjqEeUdzrcoqQXJk5gybNZnhNhxTLdb+W3EBN+6ZQgF6fp9Gm1XrlvHrsYGNtfcp5GZXhuq3B6n+xDlwk7f1PjbFjsOj5wNjIYA7bP3103znQeVNhwGWvg+ov15n7ytszqRyidayfvyh0jgCAmOhzrxBjc8o5bbDL8Cd2b3khmvuzgbaSWHMHjiBhCuDJ2oHDiWBnwSw3hF7bq2HlpePgtuPs4SmehmyoAzOxNbptkt2poNtHz7dvxAI3HjyZYbjwYaXeuz2t+6bEUV+fV4zsOcMOGodncVAtK51MnlrcaIR85f5fC6G1uV7YXE36iomK1BbE8+B/KaQYK8v7Ao6j8Ll86PCni33SIH+Nbqc2EaUMe/+sHGILbnRfnhvMbgU5DrEeu+pt0uIn65/odyNFCwGTzRqGDz3fjOxERsW/G497ZpCEEmn5RarqPXgUo7Z0OF4mCvy5T3EU6ClLckLujX6tUhRONb0qKOGy3y5wlCfXoZwMp7ZI7+DFakS+9lw6hPN10GIOplfu5gpK9sKRjoo/uO8lXRnbGPSIqXI4HN7ROTq53nW4vwMqHztbCzFfTdPBLpca46WZOQ93vExi6CVRjg4me4zvuptHADxD/uFPMYDV/A68u19aSw9BMDlO3aJKBNwDkNteiH/8KkUpjKENltBcTfjIagte06rtB5H1ovW20pT5BxVi/XQETknEytaFLa0Rod9/z5U5RfnznEr9MuLkA5dCQU2GEQkfcxiDKaO+mE0jsmncSTLRralY9c7H0jEd3i180/JLALefCCAUSzpBwhpPN8pyYPQXNjKJBWv1iJcFE1Q/lXVdjS894WFv8ouGXBG6xhBEKmyg/FDimn6zp9eKLL46GYjWPherb7VM4CFh6xqOlxS8afkngFiiMUFigcMAfLrWtXbuWfqinaN26dbQch0tyqDZiw4YN8NNPPwHeUYfXAm3ZsgW2bt0K27Ztg+3bt9O+0Y4dO+CXX36h36+//kq3fONN37/9Zl6t7dDB+yI8GpzVM9bLL0tXR1RPCAqq1pae8chp8YuGXxK4BQqjiooKmDVrFpSXl8OMGTMAdaJPmTIFUK31xIkTYcKECTB+/HgYN24clJWVwZgxY2D06NEwatQoGDFiBAwbNgyGDBkCpaWlMGjQIOjfvz/069cPSkpKoE+fPtCrVy/o0aMHFBcXQ1FREXTp0gU6d+5Mv65du9J7yZIllC9OGe0vPQZIF2QgpBe+cWSDqoMtbulxy0d8kG5IP0vPaLSz+CWDWzSx58UKFEZ2ZuSBVJVMSYxoqhI+Va2slp7xKGbxi4ZfErgFCiNxoCDdO8p+EcYx7RcJ4Se0xdo9o2hMlMRab7SS2lhhELD0DINScBiLXzA26XySwC2WMEonqKL6iZu/9e+M0gFn/TwEcInCPoWDgKVnPFpa/KLhlwRueSeMcIaEjxVG0ZgI90DsUzgIWHrGo6XFLxp+SeCWM2GEQgRP1eHpOTw5t3nzZjp9h8ty2cySrDCKxjwiVhJMJPK279wjYOkZD1OLXzT8ksAtJ8IIj3QDfO/TPPj8hz/REW489h1WIFlhFI15RKxoTPSrS7sXP+F3GJH21oc0HeUikzx8C22zeVi0WEWKRs9YWRojV1V88wU/I6h57JgEbrGFEc588FshvFL+nve/9+BdzvUHXTmWX5ca9lqgdMJof+l+OLyLadTnXnbTe+yv3pFGYc/zAlQTUxATpcPuxev3BcbaE0KIK6oQopuEWw+Phdq0G+rvMprol0vGKngeRTbRc1fiKqDg6hICuwsRbJe8hf6sTs9tzpifCb+MkapygHWPO23ubGMt9Lv2GDvHGC4J3AK5K+xMBsOJE3B6rY4igcBvDsYPZMOkGSSMDqK0JF0pMIdAF3eRLrn3RGBMvjHYuapeu/hTL2Oh2U1MFISd0Pn33yvxosZjORSOdk4USnFvzOa3M+8amvCr+1W9SoVAWxM9dyWuAsN7TkEekbS4Co907/Ke1Eaf2pAuUJZ+y4ZSmhdeyIDtcVXGyCb8MkaqogEOlQfrrj42rzIVA44k7GRNMtjOGbvQC+SYksAtJ8IIhQwKEfHDGxbwKTkOK8qFEQqsOMIIQTvpvo98oAmHxUNPAMZUHS9rxrYl8F90VBqJsIX8NjFRJuwqCw/eaZppkssbhrH8XDVFlp1lZVU8h+ma6JkO18q6f6PsEmzLQiFi2ApyNS65lEX9WjBgv/8HCLX0mUpiwi9TnKro/1h7pA8DHGB2r8eASWpdRH3Q/5A+5cJK7y8fPpfiKY4QrIpGD5dLe86EkRA04mg2FvIwVIfcbhSVF68REmHSvc0zo98IMHZESWDdP7ynlR/UTePJTeisD4xcQB7+xrczI3ZY/av35MyMDMt/upZQDMW1X3phGHR/yXydE4ZeOLhlIE1mSpiLa/e9dNUlBu5+uBQDuAJEadZbegKWWxdGannTlVVJPI8sfnqmx1Woq+qyL9fEOvhkQU+5qX/g0Njzm7pCpSPXh+T4718ErxTXAMaaushwmjR37WgQdERzp729tF26NusphfeXIQx9MK2Uo2AIzaiSId1jwi9d+ELwOw/bsE/lPMe7pyqLAL55iHjhem0UkwRuMocqdEgnMIL8cF9IPO8M4rpzHvmML6ShkAmKJ7ubhREAn/lwBjfNj/gyXS2RPb1XP96GgH5h1+q3U8qwqy0mJsqEXUtk3nOHKUXFhq4w6PwBhGVvWYqsH0tuu3eeoMQVFp6vmSbTnL7vxBB5c8WAqnDke0SeEjOuLbOOyBpgYUot79YFacvqRcwvUzA9zbgKFXHDz3SEwX5d1QotLlVxQd/1Y6FWK+8uyD7NeFwRcVXZBRSHMU/4HEGDFpUmfF9Jngm/QfF8zU+njVMG5LkgXqKyONqaRbm4uu49hNX4NuFnDFhAjscjbfQlTGd5821fPZcRjXpoZ5WSwC1nwghnPuKZ1Z/PUjqN/46c8OJUWeCkMwcJI572l06j4I3FUwQOwDXBNhFFAIC1Tli/6mUpUMEZg5koGDsTCFejor09r3a9miCD17zctQuD6PR8HQ5Ep4me93GYd+0rRJb05ntE3kxIV93c1FDedGVVEs8ji4mewbx+kVvy+89SBYrwCKLjBY29rgCFQpNb3hRR6K2qmwdoFYIm4Ow/fqCkBBBUhkz0wUNSrO7fvNQ2/Ifa+Fuei89kws8XqMAcqL3sfqVaq0+HE1YqVTHIYnIvGGGEN3qLR2g1fJJ/uwq4f5TNt0bphZHIZYsjaLwG9Pmos1w3bEz4q3HVEyJCtXlnbnx+7BAccUJJYEfvQ71lFbTf+q4BRmd2NFmchpCCyGqdRbommhjzPuQmNyVT4+J7RN5MiAsj74CLsbxpyupmlmcGEz3D4DqwpWmphh/qMdExdVt74EJjNbWdkjkqEENPxTa1r+tIs2mtw9NpAl89SGnpHaCRNphyWvp8TGk9oypvJrejB81zy6UbTPjpYQrNbmovEDgzWkoYKqsgVXXPSAgPgPVUKWQ08aDKCPRPNxPS/UR6mW9g4JujNzobQryByjMjUYrq9Q7X+Dh2fZ05ezMS3t4sAxG7phYD5p7IWUK0HTDfgOWaR8lP3XHg4fwjeH98LojUU3CUt7QBS6cytZkR7xzruQmqwugTc3nTlNVNKM8MJnqGwZUvmanLaABvmXEBgFTJX5yaf0dhMgkjmqUYaeINCOCLkZSWKoy4uuxseck02BQDHLnP0clnwk8PU2h2Gij8rqNWrflEC2WZHUM4AwZtlY5u+9cSqHSrJzm0rHQhEWRH/UUAm+Ckegza9rxHSQW/P/r555/pNoawQskkjLZ++yF9lCknPiZ1J4E79VPuyg8weHsIctjqZNYb3/q5TwRiV/4tIrORcGxz5zQXpnfHpoAEgLTfUPzHhsD2aAU8jhN00zxo3YhBq6v6u3Flw9xUC2AsHU1W8LzvMOS9bxc3qf9evj+w3VvCOsdl1iMpaH8kjtQPdMMMoJObu7v2G85vpJb35+/SltWNmGcGnZ5YvMy4AvRugvic76vN9ecdqOKCITbNg9NO8743OaM+g3pnePi/OcaP9xNXHBBAkwZenmsnECEL2jkAACAASURBVH2f8RZOyM9HG6cMgby0ehbN3P9f71e8tF3TSsrj9KJnXRfZYMJP9i9EcxscXNKJQ7V2p+/HYN8zu8Aa13kz3HxRE6hx7GWgHzhOArfYwgiv//ntcz46lkcqsvnGSQtJ8V6QQJPdTcIIsZtUVJeYTk7XxRQAnrqmFvnLbtXRbGKiTNgB8FGTi+1ulwGfebRSIVw6xEeDdEe0x3fcLQRN1BNvLCBvsfyLZaxbNAlWPnS2kvalNfjSrFJgrbzpyqrEyyOLiZ5hcKUOiR1sromGC2K6XJvaynjjiTUdb0xYDmOiCYYpbsjpgnm06DfbK4+hDEH0ucRZdv/Ji62YutXneXyiuHKLCT9DsCrvNLy1h7Pbjh3c5D07PkiRwl4+1lj3JHCLLYzkE3TGWjmOuK8kC50gc5AwSpe29fMQSIKJvNytKdcIWHrGQ9TiFw2/JHCLLYxQqOC3RXg/naxaHM24RIfu6B8kfHR3K4yiMY+IlQQTibztO/cIWHrGw9TiFw2/JHDLiTDSBUocu/hoNvMBhmggF3qsJPSQFDqmSdbP0jMe+ha/aPglgVssYYRHtqP8cPZj+qEgEvfcWU2v0ZgoCQ2N0UpqY4VBwNIzDErBYSx+wdik80kCt0BhhMIChQP+cF8I93zwhx+3rlu3DvDiU/yh8EA9RqgmApfk8HQdfuS6detW2LZtG+k3wuU6eQkPvz3auXMn/fDEnenp0MH7Itzkb93MCCShu95cEuuaCwQsPeOhaPGLhl8SuAUKo4qKCpg1axaUl5fDjBkzYPr06TBlyhSYNGkSTJw4ESZMmADjx4+HcePGQVlZGYwZMwZGjx4No0aNghEjRsCwYcNgyJAhUFpaCoMGDYL+/ftDv379oKSkBPr06QO9evWCHj16QHFxMRQVFUGXLl2gc+fO9OvatSu9lyxZQvni+qX9pccA6YIMhPTCN45scKptcUuPWz7ig3RD+ll6RqOdxS8Z3KKJPS9WoDCyMyMPpKpkSmJEU5XwqWpltfSMRzGLXzT8ksAtUBjFOYSQKW66fSZxx13bttXrTrloLOOPhTMk+xQOApae8Whp8YuGXxK4JSKM0gkrnJHhY0/TRWMiXHayT+EgYOkZj5YWv2j4JYFbzoQRHnTAQwx4WAF/eJAhrKpxWThZYRSNeUSsJJhI5G3fuUfA0jMepha/aPglgVtOhJF8a7dedTxVl/tbu/VcrF0gkAQTibztO/cIWHrGw9TiFw2/JHCLLYxQ0ODt3JsWj/DdWzbuGw4EHvmWZz/pzHZmFI15RKxoTLTDpV3RNH5lImntPKqvSDbv37KW0bwvbBYFjEbPLDIIGbSq4psv+IWEOW+CJYFbzoRR/9P2h8EV3n2wFYNPpQ5u1NJtBHDY2VE6YbS/c/GfuAhw1Oce7ab32N/tUIU/Y+d5AaqJKYiJ0mH34vX7AmPtCSHEDscQpJKh9fBYqE27of4uownX/BrIzrHqkWRkEz13Ja6i7lwlRXL4zujV0MBLDGaIAga8TfgFBC0M53WPOzidbajPVh+Guh4jESkJ3AK5K93sRffDE3Cmj1exY7v6v3x6hHtKejyTPUgYHUSCSNKVAnMIWK7UHICrHT9AYElvIZQUxwK3mJgoCDuhD++/V+ItvsdyZBztnIgdKgeJ8ywacjwwtmtowjW/qnqR4pQ9X+Ka6LkrcRU43HMK8oiq80r4Bb7Le1IbfWpDYIjQHlyHk9pdjTyX3z79gknNsJOyCb/QmVaxgIfKg3VXF5moxHaixSVlpDeGHB++gOPXbeovIpD7TgI3lbpuUSCU4BDCBGc9uG+E+0Pe8x5Vvt3o5eSEQkaET/cOEkbYOZ5030de8ppp8dATgLGaiuuasW2pDC/qyjqUUIVlMTFRJuwqCwHeaZppEqQuIGpZuJbRLDvLqJntwngmeqbD9eVKKlvZJdhx1c8yda7EMQeyCIR2W7UAXKFn7U5Pq86SzYSf5F0wxsfac8GCA8zu9RgwSTllcCU5fvv3mO4LkgRuORNGeN2P/DQkKX0WOeGsKd4y3W8kVNgRJXIWipkr19Oqs2k8xXOUwSrhC9XiZ6KdGbFDLK7ekzOzmE0ypmsJxVCa7iHGoPtL5uucMPTCwS0pbwVrhyYzJUexH+HlrS4xcPfDpRgAIo5wLD0By68LI7W86coq0sm3t5+e6XF9x6lAl30ZsNpXwOCTPbp6dfuA84Q0kp66QqXjjQd78dj+RfBKcQ1grKmbBKdJc9eOBpkmnfaW4ot8mnlq7AH8ZUhHH7Mw+pHqEbTUhGUy4acUugAt5yHee3cKUbOvCb8DbnzJFzYJ3LTe2ytTutmL7oeC5tdffyCNoqlUit433cTf89bxO+jizoxWv/0IpFL/IPBudPL4wisuLB1+CjC2n+SyBW5pdzgw1hyW+mehUrjCMpqYKBN2oxHPcaIb43gcW4PBSdd63yyNuP4cYDVawMsrJby2LoALGjOo2fJyMEGcjiafOH3fIyHyJq2zu/1VyhjgjqOxs/M0u3K143XcMCOLz1XLu2NV2rK6EfPMYKJnOlzFNurwM7kwSN07RanRiB7nqbig79YF0PwPR7vhTtsXNb1e69o3zn/C0azrCaOjscMz0mQPNx5seZ7a69eeC5lG6LRB1wy8JJT7if4F3+3+wKDJRb211FWrCT81ROHZSO347ldmrFjqjsuoDU1d4Q+aBG45EUYonFDY4MWpeLJOPH1aYIM4lax4oaouxEz2oGU6kSZ/byEmx9GZeD4fdZbrJkbYNa56QnhXm3dmJvJjh+AcLEav8vtQbySLmN76rgHG9WMJ98nqxJgCitGsoAe+TTQx5n3ITW5mx2GZtMbFl+U84cOFkbenaCxvmrK6meWZwUTPMLgObGkeHRtxAYDUbe2BawRdTfQsmaMCwTX/7us6mjo8nSbw1YOU1ptuLG4IKgOkoY9o32pSYkO+tuos2Uz4Sd4FaTS1F72id9FKAoNy3cOxJ4Gb15trhTIJiiA3nBmhEBE/sWQ3566TiRlRPOFHsEHxZfdwwggLy9ejb3TW4HgDbaLVovpZwzERx67v2xyfZiSA1CWua2oxYO4m6BKi44D5BjzXcJXz6iIPD8c3ndPThAsi9eAB5S2tedPMqPYVSua8c6znuqnC6BNzedOU1U0ozwwmeobBlZ9+05da3zLjgsKo5C9Ozb+jMJmEUQvkGSNNvAEBfDGS0lKF0ezAMkAa+ggBrJNn2/NXUnqmwRCGNeGnp1Fodhoo/K5jYLUGHMdnzepaiBo8CdxiCyMUROrBBa9S/ziqsmZGmMc2YsLiV3h+n4w4zXeAwStJ9TGFYyKOXb/3ERfe+YyU1zzF+n+D7i5wOJpl9bylG+HBR8NmNjJttIt4/P0a0XCEvPQn8j7gOjcoLcnV6eza0TC2HfJWI9dNX6YzlTddWd2E8sxgomdmXAH6Ho74+O93NOGCVW7dyKMhhmlaMktBQsf7zmMYMCNNGnrxlt9L9J3ruZApqAzp6BMkjDZOuJTyeJ5/QaLlVD2F0enYVut382GBDvxUJIO7Fhm9XUcT37melWTwOFDLQJ6tpDPz2xdwxHW8ksI7g04iJhm9gi/bxTnavX7uE5SWnEErGs0zECPyigFH+sLI4auLWWeilQ9f4MNFYCcwoc5Bmok8cDYfObF9/i6CuIcRuABznFc/QmlfO9l8tvbt2w/z5e0mSAbnY1tT3nX/5gYVtP3UcRFLDIw1cMPcTgOfGq6dd9gM3PJu4ocZgsrqRswzg05PLF5mXAH4AYRzfbWZX3os0cTFBUOsfgSO7zjADXtLc05/4SCEhIz33FQLSsdPE/ko/7sUZugykRJ/+2iDzhl4yXS0G6MR77KL1Qwkmwk/ybsgjVdi39gq5asbH7AzCHOgKwncYgsjfsv2Dw5TOJ2YIyhWOXDk4gaGSUV1fXnIaD91TS3yl92qo9nERJmwA5ivYrvbZcCXwVqpEC4dooZjDNId0R7fcbcQNFFPvLGAvBs4PIWdT92iSSA2tEUBL62hdqDkrpU3XVlFOvn2NtEzDK5tCK+DzdXRcEFMl4tRnRNDxrtOtxd8eGMwOYyJJhimuKHXJ7ToN9srj6EM6egT9NErY+d4aRpMJvwMwaq80/DWHs5cQHv2JVS7Db62K4e7bbborTkUSeAWWxjhMh1qbQ168PJUDJNudiX7hd8zCsqxersnwUTVG/HKrb2lZzx8LX7R8EsCt9jCCAUJChs8SYdqxvHwAt7ajbOhsEtzVhhFYxhTrCSYyFQO65YbBCw94+Fo8YuGXxK45UQYycIkrhkFGD5Wn1E0JkKVy/YpHAQsPePR0uIXDb8kcAsURjjbET9xZBvfKCzwh7qK8IcHGPCHe0f4W7duHc2ScKaE3xbhb8OGDfTDJTv84axJ/PDIt/ht3ryZZlcIX/v2/OLOaFBW31hTp06tvpUvwJpbesYjqsUvGn5J4BYojCoqKmDWrFlQXl4OM2bMgOnTp8OUKVMA1dFOnDgRJkyYAOPHj4dx48ZBWVkZjBkzBkaPHg2jRo2CESNGwLBhw2DIkCFQWloKgwYNgv79+0O/fv2gpKQE+vTpA7169YIePXpAcXExFBUVQZcuXaBz587069q1K72XLFlC+eKU0f7SY4B0Qb31SC98T548GXB0Y3FLj1s+4oN0Q/pZekajncUvGdyiiT0vVqAw0mdB8gxIn/3gzEfMeHCWs2XLFvr2CPeQtm/fTntIuJeEtzPg79dff6VDD3jwwXTbNxavQ4cOXimtKTQC2IHZp3AQsPSMR0uLXzT8ksAtUBiF2fsRy3jZvuVlP9mMy3+4rIfPxRcHfzsQDd7qEQtH1PYpHAQsPePR0uIXDb8kcIsljMIIrGzD2AMM0ZhHxEpi41Hkbd+5R8DSMx6mFr9o+CWBW94JI5wp4WNP00VjItwDsU/hIGDpGY+WFr9o+CWBW6UII1y2EyfrULhkMzuywiga84hYSTCRyNu+c4+ApWc8TC1+0fBLArecCyMUJvqhBDwCHlYgWWEUjXlErCSYSORt37lHwNIzHqYWv2j4JYFbzoURnqDD57pD+d1ICwHoNJ0VRtGYIttY0ZjIubCUMSiaxnW0k9bOo/pmm31i4WUto4kVohIyjkbP3BekquKbL/jlniKVm2ISuOVUGOGRbnweTHWF4447ji7m+8HBDJfuwgikoJnR/akU7Mn2kLTJdoOLeqfcW7v5TcZ7Sf4pYOz3ZK9csuVX6iYmCsKOix2AZ//+O2CMq/pGvTZ9Uik47yAG/cZpGtayrOrs25oBY7uGJlzza7CStSyLnjfBTfTclbgKILgOnCzx/fwlan+LA9Q7iLTDvl8Zidqjb4CTO3Mt0kLrK2v6J0gNVzXaijRN+Am/Qns/gFqTb23HL0Stc3ma6q2C61s3gBYt9qf2aQqYBG45E0Z4ewI+U3tjB7Q3wG8vEyjfOzWNK4zwhtmT7vvIhBu5LR56gk+f0ZqxbakML4peNzB24XiYmCgTdpVVe5PeHUGTdDc0RykPV3OgKgiMkk6+xTHRMx2ulfWVWdkluNJRP0t4uBLHDVnGMgZfMYzasq70zxhWcjThJ3kXjPGx9nwlChUud6/HgElqWfRKNmYMTn1gOcCcm4ExT0GlHC4J3HIijLgaCQDY8iIxzFtYqx8nkJmfjYPQN3ebZ0a/UVrsiBIZL8X84T2tKIziuGk8uYXR36HEq8IWPxPtzIgdVvfqPb0r5/nV8rqWUAylqXtgDLq/pOkekLBbOLhlIE1mSuHEEpB3pT2fpYkg3P1wYaW3iCMcS0mNsi6M1PKmK6tIJ9/efnqCq1tKKavD60J7Z5d9uSbWwSd7dPXCf8B5QlLLMXWFSkeuD8mJu38RvFJcAxhr6ibBadLctaNBpkmnvb18Xbo289TYA/jLkI4+x1BZPWWKSsZpLCb80gQvCK/zEKu9OxnrIrfJn57+q28ALyIlgVtsYSSEB1aiLmNQo90oXp/l/yKGz40wAuAzH87gpvnRkntPBMZqCSzpvfrxNlSGF8y635SwhWIxMVEm7EhN8bnDFAiwA7leHmbPH0BY9palyPqx5LZ75wlKXGHh+ZppMs3p+07EhpMh78OpI1KFY8kRyAueMj1d0yssxGVaBm55ty5IW1ZR5nx7B9PTjOvrTgWGn+kIg/26qlVaXKrigr7rx0KtVt6NJ32a8bgi4qoyrqCRMU/4HGGgCVd1XlNEA4A3KC9f89Np45QB6RXESyTQ9i+S0g5nNOEXLmbVDXU80maPqwwVeI/ocaMzOg/SnosRk8AttjDCa37wub6JysCwbCRV/CcHEvyYNc6eEU/mS0qTGJMxkBUjc02QTZzc8LXWCetXvSwFKjhjMBMFY2cC4eqaDNieV7teTZDBa/rXoUWn5+twACAqTfS8j8O8a1/hlgUNqVbIb95MiAujum6YpobypiurGzHPDCZ6BuN6kVv6+8/S2qPjE0THCxp7XQG2rya3vOmmhQaudtxT1kfagjPQBNaWURv8QEkJIKgM6eiDZTpq4PtaSpmtJvwyx6raIai97H6lrxI0WKhxqev+2YNnAmO/c+2yIQncPA6USwIQSnCI2xLgzduI6ZQkdr6kuOEddWH2jcRMK/1Hr1scQeMV//NRZ7luQljVuOoJpUjVwZKZifzYIS4HY+et/w71llXQ79Z3DQg6s6PJfEyiBBAjLzldE02MeR9yk5uWqXHxPaI6bhgujPZx7cbypimrGzHPDCZ6hsF1YEvzUo0RFxTut7UHLjRWEx/oezNc8+++Ljo0m9Y6PJ0m8NWDlJYq1riq8Gx5iXjogOvc/MMaTPiFjVtVw5naCywYSLRQ6jTzBmCspeIkLEng5vXmohTOO8wsBr8fAvje34npndofbqRUcyeMMDm+OapOOeWZkVahamINx0Qcu75vc1CaEb28WQa6XlOLATuoh4PaEqLxgPkGENc8Sn7qjgMP5x/B++NzQbSX4kF5SxuwR2H5tFE47xy9zVdVGH1iLm+asioFyCOLiZ5hcOVLZurSJsBbZlxQGJX8xan1dxQmkzBqEUgTb0AAX/DVEVUYzQ4sA6ShzwnEo42zpowJv6wTqWIRaKDwu45KqS/bzTDYJEwdd+0zjiRwiyWMULjgDdzG5xfe4Qm/3M6MMNVtxNTFr/AcPhlxWuBmnChDdXiHYyKOXT9a9eCdz8gvVHRoM7pBd9eRRqb1rnXtwsBHw2Y2Mp36EvH4+zWi4YiVqivlLY2C6dh2nc5KIL5s5G1o63tGpvKmK6uSeB5ZTPTMjCtA38Oxk/EvUZtwweq2buTREMM0LZEXwcUynYf3nccwYEaaNPTQW34v0Xeu50KmoDKko8/yB06ltAYu0BLLYDXhlyFKlfc+HYVM/W6Z61F+PTB2nDFcErh5HKgVKczMCMOgQEJFeihsUD2E+8zlG6VrHYc4e0br5z5BjOimDQC0Zs2Y+51RxYAjfWHk8NXFrDPRyof55rNcf4GdcKPOQZqJPHC2M1ra5+8iiHuCiwswx3n1I4T5tZNNO0YA/NuvQBYDAOdjW1Pedf/m5i1o+6njchednMMyNnDD3H4U2r0DDbzDZuCWdxM/WRdUVjehPDPo9MTiZcYVgJ+GO9dXm/mlxxLNXFwwxOpH4PiOA9ywtzTn9BcOQkjIeM9NtaB0/DQ5QEQDgHcpzNBlkhMA+GiD3hl4CYPwgywMbhFHBp1kz8fOdz91sCJyNOEn/Ar1fSXi0SqVsXrL7v9/RB9TwCRwC+wpwgojPRwKp61bt8LGRS/QB2/fApBWVz1ckD1oz2jpi0OUD1rxgzf5Wfz8XdXuA1e5/sJsYqJM2AGsUrEd9Ay8XYYfFo4RyfL397PVcKkULDetzzmxFj03KARNvlPTDMh7GH7Q5/yGvLgU1r8/Vkn7mUHcXymwVt50ZVXi5ZHFRM8wuI4nrO4310TDBXFdq9FRxvueKX68MWE5jIkmGGbacI9u/1f+pVceQxnC0GfNO4+6fCD4IfVv+pjES1symfCTvAvGOGech7OLi9Nevg6o5aI0fWYSuOVcGAkhgzMhVMiHwkW4hXkHCaMAPK2zhkASTKQVwVpziIClZzwwLX7R8EsCt0oTRmEEjymMOKGX/jRdNICrQ6wk9JBUB1yTqqOlZzzkLX7R8EsCt1jCCJfkovxw9mP6oSCyml6jMY+IlYSGRpG3feceAUvPeJha/KLhlwRugcIIhQUKB/zhEW5ccsOf0FOEhxbwh8Jjw4YN8NNPP9He0KZNmwAvTMV9I7zBGw82/Pzzz4Afx+IBB/zhCbydO3fST1c3IaDr0MH7Ily42XdmBJLQXZ+5VDZEVAQsPaMix+NZ/KLhlwRugcKooqICZs2aBeXl5TBjxgyYPn06TJkyBSZNmgQTJ06ECRMmwPjx42HcuHFQVlYGY8aMgdGjR8OoUaNgxIgRMGzYMBgyZAiUlpbCoEGDoH///tCvXz8oKSmBPn36QK9evaBHjx5QXFwMRUVF0KVLF+jcuTP9unbtSu8lS5ZQvrh+aX/pMUC6IAMhvfCNIxucalvc0uOWj/gg3ZB+lp7RaGfxSwa3aGLPixUojOzMyAOpKpmSGNFUJXyqWlktPeNRzOIXDb8kcAsURqbDBbpblP0ijGPaLxLCz+4ZRWMeESuJtV6Rt33nHgFLz3iYWvyi4ZcEbrGEkS6ccmG3p+miMY+IlcQpGJG3feceAUvPeJha/KLhlwRuORNGOOPBAw7iQAMeali3bh0dgMhGSOEMCR97tDsaE+EeiH0KBwFLz3i0tPhFwy8J3HIijIQACao2nrALK5BEWlYYBaGZ3j0JJkpfIusbBwFLzzjoJaOXJ16J8yN2EnyXE2GEwgaA35RM95zJt8E24DpxcOYURiBZYRSPGeMwkaBdvBL4Y8saQP2+VcOlsrDJVPs49MyUdjb+VZWG+YJfNljnQ9gkcMuJMMJvhgDW06V7+g29CGwuZkYzejWk9EWnIN4zTJTb9jyFPf+hz0y+Be1mYqKw2AlMcw0QV2cQyGrhs0uQrpWFTabKm+g57Yb6hrZwXqakYvnnjIaxSsEjC/1XnZ7bnDE1E34ZI1XJAFt9PKFoanbqNOeO5lq4c4y1TQK3wB4izCwGw+CMh54tL1Iln9/g1Q0/esWPZMPOijC9oJkR1+GiFvfbR8+nPLtNlW4Lp+wryN1EDK90hWkyMVF22OUel3tOwVugVX1J0XKpfnQ10ZPfei3fjs0V1qHArKwnEg3Le1I7fErqE2KXb9lQSvPCC4NUa6s5mPBTQxSCbTthckkZXkvNn4cv4DevF03zVPy8P/AoCidr4eCDrAtFNPedBG6B3Ju1MNr5KlVUCCO8WQFvaMhGEKUTRkK7pYuWY+BgCsVgwncBleUG47RJhCnMt4mJssMu97iUXYINo34OEuZ07fFqDpKqIkmY6GnSZ7RmbFvi+ZcrqV7RaMh1muVSFvVrwYD9/h8AsJDqm6m6JvwyxSkMf75SdWBPR+Eb8AHLIX3Klep9+fC5RhyTwC22MBIzGXijxFgpvPoHw4QVbiI9/QBDug51n+smKwALRq1OnZYAwMREYbG7tIaqx4anyfUAiWUqfHd/SdM3IDKX3qfU5Wmx/YvgleIawJimhXf+AOIXOV0peoCRd0A6XdvLe5RkPluJf9UeDHq35bNokZ8SAC0ZyiM0ZYp4nfZmwGpdAYNPduqpzEo+8NUtDGYibfltoufCwS39bW3TeHITqn667Mu144Yt39QVKk25PiSdhk3donEcm7t2NMj7SoSPTpdmnhp7gGgYYb6phTxbNNfp9oJSBt1iwk8PU5j2r4kfDrr5Nad6y8neU5VFAN88RO76KlISuMUWRmKZ7n9P/Y0qJRo7vq95gk8bcZYUdoYUJIw+H3UWpS8zzr2n8cby/DbZFc3mTksPVYh2ExOlw+4FSS+eb19gwUDCvPdMCan1Y8lt984TJEfVeHNT5uoaWlXGlfsx5nVc7/X/g4+WpJ1S6dDVNLnNT1dSsXzuMCUw8p7cuFKtGLDdjnbDoL9c/nfvPCJjeWhELinvE7zH9uvqpkuGxVypZLaYqYl4NhM9Fw89ARir5QVC3XSPt6E6vO64Dj/TESQhy1erlXcXZJ9mPK7IwETDI0jQqGrNOf/UFNEA4A0qk8Ri3G9hityzxuiz+xU63X0SlnMPKT+/0YSfP1QBumx+krC6UciiL/9F9rd9VV1G7voALwncYgsjnPHgcpzvWTKcKskueoC88JujMLOjIGEkppOysGPNb/Flyx38nVZAwIJzNjFRWOyo05b2dppih1Pzch9GoqPzdTJOSKTRiFc9PeZcRfghbjro/+zPrtUxcJr5BxZyuHB0vbomA7YnP8WJsVFTaWrYVDehYWdgJ+Z15unKI9oyn2F4+173n6V22CLxJhExE/H1t4mefA9Qnmmu5W2NXeRGz7Z8FzT2ugLEo8ktb7ppoYHT8GDXjbQF177CtaNB5x9YW0bl+kAJBRAVoxaIraQBGDb8h9IPVq1XfY92Iw0Zq+sh7wgjlarovZgwLBhhhEIGb05AobRx40ZX/XjFYK63fh0qmN6xI5Yw+uzBMwk0ge62RU/Dnw5lcHrXu4WT9P6Qwto9Iw5JWOy4eul9HBx/IAwV9dQCYaeTWertjQofAHiP4r0mqZcceio2DLFnxJcPOvQ3a6ac95OUlM/I6eqO9gDggVQK6rLaivbP43ZjwBrd4MbGEXsq9ZRr52rLRT2/ovIGleejHTwaH4XXcdPofywug+mC+suImLnJ+gzBwqieUudBz32oxL3j6OzKl7q1HXxHKayiOpTMUZIDTsN9XcdjsLPThBHHKFMHGA2j9RX3GumEnW6D1t3dcukGE356mEKyzxydgtaNGHRLpeBzuWI/PEf4PbJSdgSADXxfb+QK1T0J3LzhkFqWUIIDhRAuv6H6CNNzx4neE8eCgAAAIABJREFU6BFP1sWZGRn3PZxpu9w58XKsJODlpRpT+QrRzcREYbHjwsjrcGl0Ve9aH0w8XCDrEPYjX9NnRge56WC6Rw+a59rDG3S6zqa8RmgNjPYuDrjOTfaW5iiMxrt2PoJX65mpPLzO3syIL0m1ddMUhqiYifj620RP0wEGPV7fw7HthS8fdmDiwTo0LZklrPTmM6NGrtudxzBgdTq7djTwMA09t+VcgOife0TB6GQUfnRwwUuem2YSD/T1rz+Rtwk/PYVCsfMTjwzuWmSuEeL++1vVeeTKh84m/PSFiiRw8zhQK38YwSFmRBj1HMZA0nAPc+46mSp5xeO8U8Ij3mHSDFqmWzr8FEpPH4wfS9PR3dXS/8JHAemXfNQohWIzMVEQdjS6lfZBbj8KO7AaLhS802OgzI5WP0J0uHZy0CIdAHaEqVSK0hGCi7EGbroL7j6O0nD2obn7zN7khp9PBz4OXSdJLYc6tobFbpQHzuYDIHk5p+ehWJ5xbphbj1Drma48ItJtR6pxejVG+7nC233PLz2W6pEtZm4CmsFEz7dvP4zy0IIqVn4AIXz5ju84wI2PwhtxFY+JhnNTLSjMp04gPtvEePKR83cpzNBlIiX+zpqvFt1F6fR6Q01H2IgHanl7XsId3yb8ZP9CMS9/gK9CiWVlU73+eRin60eu5/eEa82rn3RdhCEJ3DyOE6Vw3mEEhyyMziahwCtLzMEYfO+khcr14h5gmNStDgH3lVbO8j6HkPvELXwJR+TNLntcC1k9rCYmCsLu9X8cTNiNcubzl+Nei9QJEWJLh5CbiytjMBW/cc7w7OXwA552EqMvOYr/47sgVvxYzd9HV+20326XOUtKrdzs2uIJrNT9rl0+9SUcM5VHj3MR1c/bQxHp0DsiZkoajsVEz/Edd/PTSYvcJsvyLVcP00EDqT0H0VAOU7dokpHOxQ29PqFFv9leKbPA6BKnLOb1F4Bu9Xken3ipuyYTfq5nwRi+VduIRDtstwMqfnBr2ruJRw9q05ePdf1kQxK4BfUAoWYxKIxQyKCwCXrw9oWwggjTC5oZBaVv3VUEkmAitQTWlksELD3joWnxi4ZfErjFFkZCIOEyHKoax4MKKJzwIAMeakD/bH5WGEVjHhErCSYSedt37hGw9IyHqcUvGn5J4JYTYZSNsMkU1uozisY8IlYSekhE3vadewQsPeNhavGLhl8SuMUSRrj8FuWHsx/TDwWR1fQajXlErCQ0NIq87Tv3CFh6xsPU4hcNvyRwCxRGKCxQOODv+++/J8V5qDwPl+PwA1b8pgh/QpkeHu/GpTncI9qyZQst2eFx7u3bt9OyHS7f/fLLL/TDK4Lwpm/84e0MpqdDB/PpGFNY6+YhkITuei93a8o1Apae8RC1+EXDLwncAoXR8uXL4aOPPoLFixfDokWLYOHChTB//nz6zZs3D+bOnQsVFRXw3nvvwZw5c+Cdd96h3+zZs+Gtt96CWbNmwcyZM+GNN96A8vJyeP311+G1116DGTNmAFb0pZdegmnTpsHUqVPhxRdfBJTEODXE35QpU6Bjx44kCD/55BP4+OOP7S8DBkuXLoUVK1bAq6++Su9ly5YBulnsqh7vIN2Qfpae0Whn8UsGt2hiz4sVKIwy7e2gf5QlOoxjWqITMzG7TOcRJ4opiel1lHLaOOEQsPQMh1NQKItfEDLp3ZPALZYwCiOwsg1jDzCkZ5JMvklsPGYqk/WPjoClZ3TsMKbFLxp+SeCWd8IIZ0j46CokokFa/WIlcSSz+qG862ps6RkPa4tfNPySwC2nwgiX4PCwAx5iwG+N8LsjPOyA7mFnSFYYRWMeESsJJhJ523fuEbD0jIepxS8afkngljNhhEIk6CYGdA8rkKwwisY8IlYSTCTytu/cI2DpGQ9Ti180/JLALSfCCAUNHtfGZ+frfbV7krjeGBQyYWZHVhhFYx4RKxdMJO6hE2lW9lvc+6ZfKrWry1HZ9YySfi7oGSVfPY6gke6e7/Z8wS/fcdLLlwRuORFGuCyHz5SeTUkQTdmsVi0XM6MZvRpqQo5f+DdDzYrbtj1PYc9/6DOTb0G7GZno/X4udv7Kr+N+Z9/reu1aIcBVAEzY6GbvGnZtOdxs88pgoue0G+q79BQYMXZepZbbpwW4UnPzJ55V+5eim/CTvAvIuMHHEyZV9/4Lgc8xYpAEbrGFkZjJwDaupOnvT/MDCFhD/MgVP4wNu0SHMyeRnn6AgWu3VIv77aPnEwG6Tf1FA7SC3K0+Iw6LUK5HHZekbkGAhu5463Lg80YvwvOpDYEhIntQmf7ySOT4hR7R1ClwFQyyqgZwO6LKwoPryvH0OYXKp7xnzvjG1P5HnssHpC8EazOpNiokjmYMLhzt6RB76HyOjXzD/vsDjyJ6LJCIxwczF0ou3GjiO1+gHDuovbuUeJglNQwjFOv9aR8GDc7qIqXAtbtu3ryZDjWETS9IGBkVxAFvhHucOFDJF2ABgW41vXJYhAqHNWtmwhEMtUAOVvBChjyw5yuu2zODuBZWdHjhHjRfTXjennK0s/7rZTcsrJqpaBwVeozcuHc9C2896ml1lSL64k1dod7GIZfDi1e9TKZO4cN7Wil6pxCRzRUlRCOh8mfy0BSkSicGYP+dD/vlP6jYT7/fo1nqvhfh2auxc/OU6yGdU6kHFWJMcPgDHc1885IU3l8Gnf5SYDC3//VU51PuXSwHVcwm/JQABWvh2Jw6TGgvWkNYnT9a0f8KP5b3IPephaDple8V/UQVeuxrAK6wjUtl7ORWOcTGq4TCCKQgYfT5qLMoD5l37j2N5+NXoreQwup63eW4hWo2NT6lIe+YSNj0kRQ+Ip0a9vIWPLkiuZoSRG9QHH0AWjHgSB9NTnd0qWDk+053+GC/rlJaALC4lOL1nik5rx9Lbnv87RnXkZcjcLzkhitkg4mei4eeAIzxvVhR99WPtyH8Xncchp+ZHfa1WnnXb/VpxuOKtFeVXUBpM9ZcONGghrE/u3Y08KW8zHwDC1OB9N+98wQlTWExtf9//1ktpwgrv034yf6Faj6N2qGnzRgcrdh+hbjLiBZ6X5kEboEtPYzgwOU3erZPd5iVQZ9XvSWzI6WOCe+gC7NcFySMvnz4XDcPPrVkwJrfEsBLVhjJwCjCCACG/D+1ESOejXq/6kbRVWzD2jLC/gM3BDdgvGf1UwfAscfduhHnqPmI6E2QL2peLqzuW3SgwuFuUlu/l7BWy7epU+BLVk0kPNY6beMi1+3+s7LD/oLGXleAdG1yy5tuWmjgKsU9ZYKtkIa1r1DCcHXu0lJeAN9kor8+6MFMjO2fMThLaIZUSuJZTPh5voVk2u7rH5XafT2K/FWqYojF5F7lhREKLH7R6Vaq0EmD3lHqD8C1cHb490pyR0GTScgFCSN9ZPTjk+0oz75+UQ/gdIg6wFrhCtJqany6MALg2lOPH7KIMMDO55A+5S4eXIW01Kl89aCBkeeTG8Y1/T7aAVCKwmTvTm66woDhb31X2KS3MzsSS02DT8a0pXJIQauLMR09ZdxrXPWEAsnAltlhn7qtPfDBxmqiZ8kcJTlHe+6+rmNLpPvuV7p2NPBBjDQaN/INX1pPR//JO5RkyaK3fx6C9zuM1fZHcFxM+AUGLiCPtf+5mOhY/4ZpvFarRpPd310uJXd9fz0J3LzhkEaITEJD+PNvizgDH1z8nJYKZ7yr//sNueNVPyJe0DtIGPk7VAC+TPc7X54Aiwhgu2fEoTFhJ7thp9bsNk8ltE8YfTGS8FRHVXyg4Z8ZeeS4/SgUJupSDsBblNaA+V4417TmUfITdiuMwLgB758ZCcS8N18yC499quQvTuTviAaZhFELw8xo6KlI7328Qhj5ZnZG+qu7Vzw5mV+9DAC2PX8lpWcSYBguiU5VLl+S5oudgSIvwzeEk7I0jh7OgMFbF+Ghk8AttjDC03L4dG+MjNiW18T9n0MAjPmUf4MUZ2ZkZEZnHfTG19wMHcNKyleX9nqoQrSbmMiInXP4g7VrB/UZgyMHVLhw8BGutDy2/F7Cc64bghtQiB09aJ7m6llvaW7iCefkV71rvYCOiefrsSQXilI5fDEK38FET36aTt6b8ePQ9/DssG/dyMMd6dq0ZJaSKF+m8w4w3HkMA1ansyFMQ88tDd+wEPT3EoKAAwwAGydcSrzp3zfmsU34yekWsvlCEkbeqUuk6+9vlTaLAUAcbtJX25PAzeNAjSpBMxfdXcxkYAP/tqfLM9+7KTUkME4iO+o20uOa7CI9/Wj30uGnENNxseZmAcdSHrt7Dmj65bm0DKoGLiybiYmCsIMf/k046Z2P/5uSdync0GUqVgvuPo7cF8rOM3uTGzrddAh2iOfKvmSeX3oshen3vuS1+hFy6zLFaxb2AIN5ZP/27Ye5GEsIKsYbD84O++M7DnDj80GE1zWIQQJjDdwwc1MtqAyfOi584IB5ep0fgJlvuDBlYKL/tZNNO0YApqPdmDXyLmMXu+XSDab2oIep+vZP/Pyw+Ulykw+E/PMwxIqBOF8H8D3Za179pA+CJHDzOE4rjklQBLkJtQ+w5UWqHGcQrHgrN9UwsyJMP0gYTepWh9L+yk2RG8r7HELuE7d8qOZ92eNayOphNTFREHaIyIDjOIN2es77Utn0tX1xQx4Oaduin7ek5/+IzmOpttRReJveCgWWDlHpxRjI30RgWFM5lDSqgcVEz/EddyPs0lW/TZbYL9fWxhpQfE7zOt1ecEfQcp5yGPxOTYyy5TBBfAMh6C+nE/TRK2PmjzZFXBN+wq+Q3s912cvXnkwfvfZu4rVj6qcvH2uEIQncvJ5DK1KQ4DG54yk58b2RlgxZ8fJUUzyTW5AwMqVr3fwIJMFE/lJYl1whYOkZD0mLXzT8ksAtJ8JICBUUSqiWHGdKuJeEQijMcW4RH99WGEVjHhErCSYSedt37hGw9IyHqcUvGn5J4BZLGKGgifJDgWP64Wk7seR38cXB68DR4K0esZLQ0Fg9kE2mlpae8XC3+EXDLwncAoURCgsUDvjDGQ7eoIA/nPmgjiKc+eAPhceGDRtomW7jxo2ky2jLli2kywgPLWzfvp1US+zYsYPuqsP76vDWhp07d9KPf6fkB6xDB++LcL+vdQlC4OWXpat6ggJZ9yqDgKVnPFJZ/KLhlwRugcKooqICZs2aBeXl5TBjxgyYPn06TJkyBSZNmgQTJ06ECRMmwPjx42HcuHFQVlYGY8aMgdGjR8OoUaNgxIgRMGzYMBgyZAiUlpbCoEGDoH///tCvXz8oKSmBPn36QK9evaBHjx5QXFwMRUVF0KVLF+jcuTP9unbtSu8lS5ZQvjhltL/0GCBdkIGQXvjGkQ2qDra4pcctH/FBuiH9LD2j0c7ilwxu0cSeFytQGNmZkQdSVTIlMaKpSvhUtbJaesajmMUvGn5J4BYojORDBUHmKPtFGMe0XySEn90zisY8IlYSa70ib/vOPQKWnvEwtfhFwy8J3GIJoyAhFccd96jw0T96jQZp9YuFSxT2KRwELD3j0dLiFw2/JHDLO2GEMyR8rDCKxkS4B2KfwkHA0jMeLS1+0fBLArecCCOczeBHr3hpqnxqDs14sg5P4eHyXJgZkxVG0ZhHxEqCiUTe9p17BCw942Fq8YuGXxK4xRZGKGg2fj3LpzmSa4Lk2iIfm/kFxL2bLhqk1S9WLphI0G5XoSc0hOr3Du7qcuyq+maTTy7omU1+QWEFjYL889U9X/DLV3yCypUEbrGFkdjjMVXq+6dRXTW/xBS/KwozOwqaGQXdTeXpJ5VKsI1f2nr+Q6jirXo9RiZ6v597b5UfjXXc7+x7XS9xt6DrUKmGmZT/hI3+THZtOfz554OLiZ7Tbqjv0lNgxNh5lVpc/+W5lZpdmsS5ehiv3gzYOfcFhjfhFxi4EDzWPe7wxtm+2nTZV7uXzrl/8LB/Cv3AXpQkcIstjHDpTV6m86rDb9Tt/CRXPI4fyMZZpjPd2vvto+cT8N2metplef4V5G5VSHA0PnvwTK/zalgsk4jM2LDxosvA541eFP+pDYEhIntQp/KXRyLHL/SIpk6B33ot344tbq8ObM6xYbrnFOzIslR0WN4zp3xzc1PemepKM4mHGnYz1tGEnzFgATgeKl1uyw7q4asRv339cJ+7ySEJ3AK5N4zg0MPgzAdvY8Dnlb5/IEYUFQ0zK8L0gmZGaXXyMKEYTOS2gPK2yvU4HkJl85IlAwgXTYknuR3Y8xUBnuE9jcJUgiwy5GWdZARMnYJJn9GasW2JRpV1/0bZJSgI6stFC2HOId+sGEb105X+ZSqECb9Mcaqi/2PtuaBGJbnd6zFghkHn3SdhmIBb9LVKJ4FbzoURr9NaYpxsZ0VRhdE+103WoFxI+esjKC1QQVpNTCRmRlhhrv1RVViHI8uGvbwFz8t244yN4Tvtzc00+hQjr8N6edjN5wJO9heeFLdWB+AaW700ub9fbbl+5f2lNfQ4IuXq8zbRc+HglsTfCgqbxpPbO44jLcnUviIA+w8orEyzqStUHRJcH5JD+/2L4JXiGsBYUzdLHre5a0eDrPLDyDfNekrh/WXQ6S8FhmOI9zzlfrJfOrMJv3ThC8HvPMRq706+qlSrmREeZqBn1u3E7F87cISdFaUTRp+POsvXALnacQZ+LY9WGMmcqMwqd0wkHPtICh+xY5GFEVdqJ2sSfYPi6GrPKgYc6aPJ6Y7AwvzvO93pzPbrKhcHYHEpxVNUIK8fS257/O0ZN6xVrmdWrrd46AnAWC0XJzSsfrwN4SdW/4efmR32tVp5d0H2aaYOAlaVXUBpM+YJnyOIzqpac76vlJlvYGEqkP6yMji5giT89i+SnUKZq6MwOh5ps8dVPnxMe0ZBeCeBW05nRni0G5/9GYNalz5M5k2bNoXaKxJLfkHLdGKpSR7Nsea3+ADnDlYYycAowggAhvw/tbNBTBv1ftWNwkdQ0v7A2jLqPD5wQ3ADxnvWU8zq+HLs8ejIiHPUfET0JthYal4urO5bdKDC4e4TMb46ixN+1eVt6hT4/mkTCQK+EsHYRa7b/Wdlh/0Fjb2uAOna5JY33bTQwNWOe0s8rZCGta9QwqRaYZ6Z+SYT/fVBD2aCZTpqoKwaWMk60GLCLzBwgXgch7TZ/cqMtfl6zHmEq0kgJYGbx4Fa0YVwCPsWQgS2TqUK/udbniAebgibBoYT6egfveozox+fbEf59H1bKzhZrTCSUdGFEcDHhN3xQxZRMGzoh/Qpd6NwFdJSp/LVgxRe7Z78y2yYjvh9tAOgFIWJYbkAw9z6rpudZ3BmR284Lnx5TyqHF7LamEydgqCnwBrfNa56QsFkYMvssE/d1h74YGM10VDfmxl6KtJ2XzePloYOjw9i6rhhwMg3XLCko/9k3PjQHqrrAddprpmtJvwyx6raIcIKI6zlI221AYRT9SRwy5kwQtUS+MyQDi6geohslujSCSPRAB2s6MWX6X4nOzlmfvzTHmDgcJiwk92woTe7zVMl7hNGX4w0CKN55OafGXnkuP0oZHR1KQfgLYo3YL4XzjWteZT8hN0KI/MynX9mJBDz3nzJLDz2qRJxCOg7okEmYdTCMDPiAmsfrxBGvpmdkf7q7hVP7gQa6DT20g5pSqJTDVm0SgtGA4XfdQyV/kPn8wHkVi10ErjlTBihjiLY+hHUYQyOv4OPbVHvUTazonTCaPkDpxIT75RBWzcHDmQMTvlbqewKsPMdCnvfUtW5OthMTGTEDgBSt7YDduSRsCdjcHg/sfUNcOcxyKC1PbjWTiA8n3G2BIVH8XkHQoPW3eF/wgHfK1+mD6DRyI/ini/7kvn68w4EtkcrKHdmz+S4aR60bsTg+I793fD9j9XK4fpUH4OJnnNTLYCxGmlB6N0EsQuP/WmnneOmd0Z9BvXO6OLa3xyTgvZHYnoHum5PXHEAsN1bwjrHZdYjIkwDNwwE8M0N5zcKpH+rqzz6ewkBrH23DPZjDM4tTsGrX8k+AP9NpSB1r/lORhN+auzCs7VBwf37f6gV++kDt10Kj3Xv/RsaMwYnXK31n2AeBIl4lfXOiTDC2Q/Ogr7+T0fqtBY7pc12VpROGE3qVofS1vgQyvscQu4Tt3xIb3fp4rLHKwuzvE7X1PiCsMOKDDgOOxkGnZ7b7NZLPhUlHIsb8nAYtkU/bxY1547mKu7MY6m2NJr19hlEWvReOsQXb6oy0lBPZylxq5HFRM/xHXcj7NLBQB1S0DFeA/bLtelIA6Idp3mdbi/AyofO9uUph8Hv1ExhgvgGDGXQ6W+q30f3neTjG3b6YFNQcjPhFxi4CnsMb+21T7cPdGj4sVMv3R3tQU8SuAWWJtsZDc6C5AdP1mWbRjphJKdtzcEIJMFEwaWxPnERsPSMh6DFLxp+SeCWM2GEggQPK6AQwkMIUQSRFUbRGEeOlQQTyflbc24RsPSMh6fFLxp+SeCWU2EUVQDJ8cRdd/ppumiQVr9YSeghqX4o77oaW3rGw9riFw2/JHCLJYxwTyjKD2dOph8KIqvpNRrziFhJaGgUedt37hGw9IyHqcUvGn5J4BYojFBYoHDA3/fff0/Lb7gEh0e4cX8ILz7FHwoPvI8O9Rlt3LgR8CNX1GG0detWUhuxfft2n54jPHmHt3jjDw8+mJ4OHbwvwk3+1s2MQBK6680lsa65QMDSMx6KFr9o+CWBW6AwqqiogFmzZkF5eTnMmDEDpk+fDlOmTIFJkybBxIkTYcKECTB+/HgYN24clJWVwZgxY2D06NEwatQoGDFiBAwbNgyGDBkCpaWlMGjQIOjfvz/069cPSkpKoE+fPtCrVy/o0aMHFBcXQ1FREXTp0gU6d+5Mv65du9J7yZIllC+uX9pfegyQLshASC9848gGp9oWt/S45SM+SDekn6VnNNpZ/JLBLZrY82IFCiM7M/JAqkqmJEY0VQmfqlZWS894FLP4RcMvCdwChZF8qCDX5nT7TOImh7Zt20ZDsZrHwhmSfQoHAUvPeLS0+EXDLwncEhFG6YQbzsjwsafpojERLjvZp3AQsPSMR0uLXzT8ksAtZ8IIZzt40AEPMODt3XiAAQ86oHs64aP7WWEUjXlErCSYSORt37lHwNIzHqYWv2j4JYFbToQRCpxt27YF1hpP5OlCJ8huhVEgjKE8kmCiUAWzgSIhYOkZCTY3ksXPhSIrQxK45UQY4VFufH597Z/qvVFt73cBCDtDssLIhSySobKZyHRvXaSC7qJI4j6uXZRdzrOpbHqGLXBVo7uoV77gJ8pTVd5J4BZbGOGsB5+fX76ZBNGr7mWXi7lgajOc/MPe4B0kjGb2bewKumnmT5MoH9H5sEv/TXb1T7tM1blIkCu/UENWVZuJiWb0auhi5+LDGHiKxsPXtuQIfiFj+Bj+kMEXt67j5TxrqD9SRBdR34jRE49moue0G+ob6HlepZaVq6QI7C4qNW898YOdditf7quHEXYTfsKvOr5vOsR/oaoJhyRwC+SuoGU03Z1fkLoN6iGD7N5Oqde7padQo/kFADZv3hxqqS5IGH3xf+e4DbBFaq6Sj7AIHT3YATW/Y45wpnevxpwIxa8ozvD6Pw6mdPncTvWrijYTE3H9NyqpR57L8XjBp6k1fa25Ns942leXDud88ashK6Qd3hJdpZ/ynsRTT22IXwsTPRcNOR4YO0BJvLKF7j2nIL9kqegwhzi4lV02lLC98EKzam03nGMw4aeHqS72Gw/mbV6ubxDfJIGb2kNJpdSFTpBdHMW+FlUM1FKVec2562RiHOzv4gqjbx75I6W1fHkpvaWiusZTGYO/T58OdRmDIwdUuO7zS4+lOJ6L61VwBhMTCSGtVnY9YVK709OqcwabTyV5hvAmb3N5eEhsHAf21EYMpkTy2o1rO86BLKKPlvWqcmFUU3FeM7Yt0fNlxTV3lrJLsCOrn2WC06hMucBBZNyvhdDVw7U5C/egt6k9BIUtdPdmOGFo0F2p5s+TuNqf9YprFdVnJGYy8PNLxHi9XhIHGT4ie6fx31E1UWgFCTTZXaSnH+2W1Y5jh3Xjaxp6jn4UdEV/WXPpsUiEun/TIhSm1dT4zJ3/j4TT9XrvNX8AuYsRE77lx6cFljy51lc5ztQVwWup5vLwXDCNg27WietPv/tLavrX7IWDoQ4w+CQ++hPlJneqw0ZfvTDMg5/Jtcucz1V7YPp/hs8ePFNJT6RyaQ0vfxePw3oJbwANX8/DbDLRc+HglpS3EmPTeHITKhK77MuA1b4CuLZcXiYv/AdK2bGcOr3EKJrqsH8RvFJcAxhr6ibB69bctaNB3lfqtLcBh2Y9pfD+Mug0lQK7Rsw3tZBb0ZxpFm3Cz02smhm4sktJ+SEAnEVLnuokAmFJAje1p5GIIwuIdGYxM/r01YcglfondBqQIo2CqVQKWl+HZq7kDu+tS5eO8AsSRnIH9p+BVwKreQx84Zb3f3DWAQzO7j2FXJBJG/ed6fgupYb353Gfu6Hn/McrI5YTf4XymJhIKD0TdcV3uz8waHJRb6Xa3c6uDx36q1j8O1VM+Ik+m3duddx4I4vPBVajBby80nUC2LoAmh/RAnB51vSYyiPKhrSTtc6OuP4cY/oXNGZQs6V3f+GwM3jnl7qX84DIlysPlLTWosf2D+HqExh0TXlK2UYE1EPPh4Tx3idBqnSiyAIwTK1WV7p22PIcYfa150Km687ZX8FXYPtxEFABnQJf5txPSn0L3NLucGCsOQguH36mGY8RPc4z4tn8D0e76Z22L2p6vda1b5z/hKPp1RNGR2Mntttf3TBouONozHMPz23L80Yc0mN9eSDf/F/vC0m7rMjgrQf/CozVhC+Fg+Ftag+GYNXGCdsZtrE7nfcVA9T2LoBIArdYwghPyNGzfiJV8KZp+s7L++T+yGf8VAMKGiF0gt5hhBHmiYCKfSHeuXlqmNGCbLpAAAAbeElEQVTvkD7lDq7LKGzTklmOXX09cRk2oHqqYxW2mZhInlV6VdtKuDC2p+P0tWPnnRhiKP8mOqTlwmgfNxkMc+u7rtU1pG5rD5N3uFbFYC4PD4LpHXb72274oPRh/VgqH1dwD1B6IgO2dyc3njCYlhV5vdT9zbD5cJXsaidMeTNpH+2rB6lsb4pC0Hu+gicvA8f4kW+UgIrFRE8xMJPTqHHVE0q8gS3NeATVE+n1AaWwmspZom65wtBTsaz7unm0RP7YXRLAAMCx9gYqYMSBt10TzwiamvnmYyrXM9oeJ9bn6EHz3HLpBhN+epjqYl9y74mEYamjinvDU+05T9a41AdBErjlRBjtmPEPqtQrzghvxw6vF0JmueaJb6myYb43CiuM+IYqLz7msc91k11A0S4v9aBdXysVgfkI0utchXtVfZuYSHReep22PX8l0W0+efxA5me1xq7H4R2vwOsTijOAJ6AETd3yZ1AX0jzvoPJgCKTVof8UIobvC5jShzWPUliRKh+V+5cbdGFEew7a0iPA24H10PO5/SjslC8S2dJbzwO+GEnpqcKILwFmwldJOGBmxA+kNNGDKnZ++k3H463AeqZK/uLE/47CZBJGLbBN1b5CyZMLLMEbAGYcZgeWQWBt4hsxgKG2rA2U0C3oMbWHoLCF7T6LcJf30qm+v00i979PEtsrHIUkcAukYtDMRXZ3Z0YbeYV6v7xdoyfvTDr8m6/h5HJmBPAlgdi7d296yxkjczbs5R1cFqfJFsiBHDNf3hGzA0OAKuZkYqKgzn/jhEsJu9lOHRG3Y+7i4+OgauujX+oc6nlLOiJe60aBrAVB5cG4mF6j3q+KZMjODOnzcnh58M7Xf58hP/0nToEtp/QGGhghqB5h8vGdMFx+L+Wjn/nEPNKN4t1KSwYTPU0HGKQoZOx7OApNPx5B9ZTphWH0lYSx7TC9Rm42NEOs09m1o4GHaei5pcEhDE29hABORgH0+3/ITo55JmHd15tMK2FM+CkBqotl3p2E0798a5qbyL1omnq2NQncvNasEUUWOunMuBeET9eDkFnV5IjxHTfUXRTmw9egmZE4DiwX83wxQjr4RtmZyqFvbB7qhL3pdSUonOK4q65V12ZiIiGM9Vpx+lziOi+4+zjCztkf5u4zVWF/25FIZ29JlHeMDPq97yYDsPoRaHVVf8lBNQpaquzPw2CZ6hZ5l72KzXo9fQzXZYo3jet5KJbrXDUjAOBCipeXRvPHDfCFQYfFQ0+gukfJx//t1buU1tBlalY+fB1sN6nBFJuJnm/ffhilrwTULPwAgh8PcbJUr+fxHT1cbmmutmUhkBnzNr/nplpQGT518uUHWzCefOTcjEMQzyBNr52sD2gBYNFdlFcvMWHW6kp8XMvbP5S9TfjJ/tXJTDhJAwqsu9hb3KwBkQRuqvSQCpROAMl+Qnhg1Ck9mxLT8EojY57mpoj31snxgswiPf00nfhQUt4Ufq//Hyi/blPlHWB+ZJmZPpxcMUwrn9ro3MJWYYOJiYI+emXsHF9N59zR3IeRHEg+MeW6OycZPbozWG5aa3EiCFp+5SYgDM5Hr2ffKxz425D+VPfjah6kLQ0qDlbjKSe8VvjqReVt0sOL43zDItcjTD4mTIrxUwdnoNOin5h7Auj4epmbTSZ6ju+4G6VtjsFd2wTgQb4GPHV6NXDKjnXAgZ04dCLnKYfBAYQpTBAOYCiDjrXI6xKnLD8JB+3drT7H+hPNHa0m/AzBqo2T4En5bap8ErjFFkYoVFCA4Mwn6EENsUHCR3cPEkZBaVt3FYEkmEgtgbXlEgFLz3hoWvyi4ZcEbjkRRihQcAkOj3njPXV4azdenIpqyVG46AInnd0Ko2jMI2IlwUQib/vOPQKWnvEwtfhFwy8J3HImjNIJmGz8xF13+jJdNEirXyxUuWyfwkHA0jMeLS1+0fBLArdAYYQzHfHD2Yr4obDAH+4B4Q+X4PCHsyL84V11OCPC348//ki/DRs2AP5++ukn+uGhB/FD/Ufih1cGCVUU7du3j4ZiNY81derUao5AYVXf0jMePS1+0fBLArdAYVRRUQGzZs2C8vJymDFjBkyfPh2mTJkCqI524sSJMGHCBBg/fjyMGzcOysrKYMyYMTB69GgYNWoUjBgxAoYNGwZDhgyB0tJSGDRoEPTv3x/69esHJSUl0KdPH+jVqxf06NEDiouLoaioCLp06QKdO3emX9euXem9ZMkSyhenjPaXHgOkC+qtR3rhe/LkyYCjG4tbetzyER+kG9LP0jMa7Sx+yeAWTex5sQKFEc6E5FmQPAPSZz9i1oOzHZzl4L4RanrFWc727dtpDwk/hP3ll1/o9+uvv9KBBzz08Ntv5mNXHTqYj2p6RbcmEwLYgdmncBCw9IxHS4tfNPySwC1QGIXZ5xHLeNm+xZKf/kbhh0t7+Fx88cXRUKzmsXBEbZ/CQcDSMx4tLX7R8EsCt1jCKIzAyjYMCiR87AGGaEyUxMZjtJLaWGEQsPQMg1JwGItfMDbpfJLALe+EEc6W8LHCKB2rBPvhHoh9CgcBS894tLT4RcMvCdxyJoxwqQ5P0+GJOPzOCN+4z4Tu2cyOrDCKxjwiVhJMJPK279wjYOkZD1OLXzT8ksAtJ8IIBQgeSjA9eGgB/cMKJCuMTCiGd0uCicKXzobMFgFLz2wRU8Nb/FQ8wtqSwC22MMKZjxBEz99wiHsfF959dNljXCUbCqSwMyQrjMKyizlcEkyEJRF3XZlLZV2jIpAUPfXymu7f08Pkoz1f8MtHbNKVKQncYgsjPMoNsBGuPHkfOOGKWyUdNt9Bt9YHQ4u/cG2iuGwXZnYUJIzEjcfY6fWeyfUj6WCue+/fbqdYv7uq8fPlEajR9QY4qZOq5fVvp9WFW1Mp8DQw6alWLbuJid4feBThIrSp4rtNUwadUylYap7QBlf685dIM+5iVf2Jq903OKL1iYKAiZ6zb2sGjO3lYs61d/6+UjUWGzXmZqpQAK9kimbyT8vD8j3JWmQTflqQgrE+gFqrb23H+8A6l6v1Wveewi9uX9D9DAr/n4p1SvgkcIsljHC2Q89PL1CFpm7lVvfS1EX3kfvjzvXMYWZHQcLom0f+SGktX15KbwU5x3IqY/D36dOhLmMgK5ES1+ZXmCIVmJuJicz6g/jt5rU7PZ0lAlMJ/w1ZxrLBoyFgoqdJn9GasW2JLpX1lVnZJXgzdv0sKzEtZ7wSlYdN+GVZiSoR/LH2/OZyHFR3r8eANSwOVW5a0djrGl/YJHCLLYzoo9UfniGm6zndkUaiat+UkfvE9dwBBU2m2VGQMBKaHjElBPDG10Qmztu5kl74N7vNu7b/WLyCvu7ftAiFaTUxkbkh/0g4Xq/3XvMHkLtYdsO3eDrU8tQiuP5H9SXvK3fnfiLssbX+AIJmPKyjA0lT4yHC27cZARM9hY4nJcam8US3dxzHLvtyTaxcTbxKG4APfDSeukL9+JzrQ3LovX8RvFJcAxhr6mbJadrctaNBXsrrtLeBV5r1lML7y9D9JbUMUuAAhYwBPCxFNOEneRek8Tzs7/bulLFuQs/ZLEPIJHDzehqtQJmEhvDH++bwue4QneG9fYTnnWF0HGEkd6h/RLB3v1IpMamDrt+N3LChNLlFKH1eTA3vkD7lSvhCtZiYSAgFuc7//rOfXkLXjhzuDEeXjOfGNWvqKtC4Om9P6d4fD2bApBGXK7yYp8wP3bKfmXklqQ4mEz25IsBaSvVXP96G+FzojhRK09h+XZVwsJivLPSeKTmvHwu1Wnk3nvRppvLGqrILHOHlCZ8jiC9UteZckWFNKeE3KJ7OK7AwRe56GZAfdu88QYrvGcPysBeDm0z46WEKzX480maPqzJWq2WacEngFlsYiZkM1vxaSaEYMhbAt8R0T/JPh0IdYhDp6d8ZycIIdvJlQSFuAD6kfO5w9Dxj3of+U6iF/JT8ZFXT95/nH7VlpFwVCWBioi8fPpcwQFzk31mjPldqhX7PespTHT+uOv4VEXL9WEpDV07OtYEK9d4Afzp0PxGD3o9ehHkfobhxle+7KW7WoiJgoicf0TaRAq516HqR63b/WapAER5NkAdqavsJAHBBY68rQD7wBnM8Jlcp7ikvbIXp1L5CJEtvVcU7AKzlKyM6rwSVQQhQn/ACgLA8rBSomirXOw5pow3WdVzgy38RzxS7DVsNYeI7NUTubR4HammLmU+Yt7g1QUsCYBXvuFY5HnH2jBRh5CzVNb9jDqXMNUx6o3JsTN5MaBmB3rTENBkFeOIybLT1fEWvqg4mJjKNKgG2Oh3Ynk5Vv3bsqsASwutJfksTwDcPUThvIMCjc2FUx4Xtjwf/zjWj4Z5TMF11z6H0RHQT+SvBrcVBwERP0RYEbfBd46onFMwGtjQv1WDYW99VgpIldVt74EJjNdG3hDctN+DQU5FW+7p2GlVrHZ7OA/DVg0ZeCSoDOAOdyYbTROl5uLZbLt1gwk8PU2j2MMKI6Me89qpjkARuORFGKGRQnQSerBPHvLFyc+46mZgRzXhRahjBFmpm5HZuvPjI3Ptc593JhvaDbvY2ldDOGnTX8SY7H43tY/Srio4mJhKdl16fbc9fSfSZTx4/kNk/M9JirRxh7GD0jui8g9QOQp85YaomNy23am810dM/M/LDxJfM1GU0gLeIdgM4wZVIqZK/OPbvKEwmYdTCMDPiAktqS1+MNPDK7MAywJpHyc+0c5SJh00CDCtkwk+peAFaSND8rmNwzZw23Oet4CBJ4JYTYYQ3L7gn6Nz6/UaMxf78L3JB/Ua5FEYAX1L6vXv3prebrTNrathrhuskNuoWuC6egS8VFc7o3MREQQ1544RLCTtx1AOF9jF36YsqHlZkWjaU4jgroq6nvkTTupEqjLj/Xm54NJjclADWYuxMTafpdKj6Ho4zmba6M9GO1bvW5966kdcVIB/oKwl8ma6RG+/OYxiwOp1dOxp4mIae2/J7jbxCg0NDGfjgxCuHlxD8//bOL7aLrIrjv/f1RbPGaHwyvvi0GrMPJiaa8GL2TZeYxsUI8oCsIZEEksXFlCUBkmJIRAOrrEtCNeyyBlsKpkDBUlppIaRpgVJgHza7rn+quBW0QaM95tyZ09/8pnPnd+fcwdNf+U4yzPzuPXd+937O+fHtnblzr2cAA5HE8K9yrxpI2aLfg+St1uMX+A+F9Pl5URuTPxqKOYu9BTdvjUKEg21kePe+NWtoVlpCRB9jIJmRWCG36Ph6vp7RzP5nW67HX7Um/Y7GJ17MfHMycOJD325d8fSTqe135QlvWuLZXD1bLtSBH4qCSMQ43xz3n0JmQIG8yzWZNbyYiH3ztz7m/LDvdtaIyA0gaTRvlX7x6dbQSv5Sb5/WelV8KvLn5Zc+tey3kCeVjIb7Uj6Z5DWHHROZrD+9Sp/t+sFSwrZPt/52RSQajY8u2Vzt/oyrw7005ZXPJWUajaeXbIh+VxgriZg2KF8Hjsdv/broiRFReQz7Z/gv4pep4Ko8/Tr/n/ZMt6dtE84nH/nOgCc/Sbbg1vq/Q6Z6VcSI1ywaPdb6Mml396vuary2EQtM6PW8YtS3x720lX2/5b0LB11a3+x/MzVfSF7u+vnlTFp6+tfRwhe/lht2bkpREN37zf7Cdnd3v76soe8O/WiZbd5oYH/T14d/+57LfvOVJE1sf9zd+mM4zi/kBaRJeRwTAkX+nHpr1zKWeV69jvcP88nJ57mRZT7+S+7eWE/qL/bZnr4Z+tvE68u+M2uzt7/YJhsrPxl6p1mfgjrM5urQNCaqEsPZckX8svmr5XzsaPM3ufRCa+rDdzONPJamFTyWy1jZ3N6MFiPpHfGkqDJJKi+qx7flqoiQiJVPjFpI4YOXwJPy4/MCWGUZ8GecQ8FPx8+CWy1iJEJSx1FG5uWHduuQPnmlLNYhefIo//9aDH/GsQY/HT8LblFixM+BNDv3fop2rPSqC5xsKYsVGrPfj/N6CcCfcTzBT8fPgptXjFgsWBx452HbfBuOdx45d//+fXcbjm/F8TLh8/PzxDMxPHjwwA3v5udECwsLxLfr+HkSr2/EQ7t59m7eefg3j77j3U0nVMBr7drmG+EF2UjyELBYu95TFSTXQAD+jIMIfjp+Fty8YjQ+Pk7Dw8M0NDREg4ODdPr0aerr66OTJ0/SiRMn6Pjx49Tb20tHjx6lI0eO0OHDh+nQoUN08OBBOnDgAPX09NDevXtp9+7dtGvXLtq5cyft2LGDtm/fTlu3bqUtW7bQ5s2badOmTbRx40Zav349rVu3zu0bNmxwxxs3brjv5fuX2MsZsF84gNhffOS/bLirDW7l3FYiH/Yb+w/+1PkO/Gy46WSvWcorRugZNSF10pnFXzSdxKfT6gp/xnkM/HT8LLh5xShkMILmeRGXKXpeJOLHt/14e+45/7sDOrxPRimLe71PBlmbVsKfcdzBT8fPgluUGIUIVlUbjKbTBY+UshgFI9+NY/0E4M84puCn42fBrRYxkl4N93ry4sNpPOiBezw88IHFJm+T/czX4g1Du3VBxM9AsK0eAvBnnC/BT8fPgptajFhk5JZatrk88o7FhfNlraNsvpz7RAliJIR0R4sg0tUUpUIIwJ8hlPw24OdnU5ZjwU0lRiw0LROjTve4+Y54MmAext0iVP/sd3nJPGgNanylOUUJ22V7RXwOMSoLkfZ5FkHUvlaw0BKAP7XkknLgp+NnwU0lRvx+EW/P55YW/mPabn4fyW0fvOWEaP0bc2nOVCJMqSAVzeQNMUpRKQ8WQaSsKooFEIA/AyCVmIBfCZySLAtuKjHil1vnJvY4YUmWHxh05yI5/NIrbxs+zjP5frmlyaO7Pu9sOZF7V/neEcSoBVflDxZBVLmSKBBMAP4MRlVoCH6FWNomWnBTiZGMeFtq0WyyhG26unia/GcnOt/8ZdJf4hkYku28S38tncCXxSd7qw5itERVdWIRRKqKolAQAfgzCJPXCPy8aEozLLipxEie7fAs3W670u0ERm7TubR/nXFpb95PTHhEXbI9dOnfOPZ79zE/kAFilGJSHiyCSFlVFAsgAH8GQCoxAb8SOCVZFtzUYsSCtNRDuvzycjEafsmlvZFqEI+ySwY9fODS1/3iDw6FjL6T3hHEqCRCArIsgiigWjBREoA/leDSYuCn42fBLUqMRDgIYqTz+GMoZRFEj6EZuGRKAP6MCwXw0/Gz4FarGCV9nbTx/0lGzu0ef+ASeNCD2xZnXM/o+8N/dx9Z0KRXJLf/OAMvvSa4qv5rEURV6wj7cALwZzirIkvwK6LSPs2C22MRI37XiLcPNxr0VNdrLS0f3vmMEyNO5KUkMJquBU/0B4sgiq40LuAlAH960QRlgF8QpmVGFtxqEaPFoW1OYGSFe572h7d/nHrRpZ9+JG295j5/9af3XAIPasj2itAzEk76o0UQ6WuLku0IwJ/tCJXng185H1+uBbcoMeJeDW/v977gRGYinYGBb73Ju0b/Hvyey5MZGL72s7ddGV5kL98rghj5QiM83SKIwmsHy6oE4M+qxFrtwa+VR+gnC25RYsTiIbMxSCNldBwLDa/0WrSxEOWfFUkPSQZF4JlREbn2aRZB1L5WsNASgD+15JJy4KfjZ8EtWoxYRHiIN08BlBcYFiQWp4cPH7o56/i9JLYr6hFBjHRBky9lEUT5OuBzfQTgzziW4KfjZ8GtFjESIanjKO8uoWekCyKLdUh0NUWpEALwZwglvw34+dmU5VhwixIj7uFodu5BFe0sRLIsBVZ6LQsVf57FCo3+2iAnlgD8GUcQ/HT8LLh5xYjFgsWBd77VxrfXeOcRcDxajp8V8c7iMT8/79Yu4neJ+JYcD15YWFhwz4wePXrkbtHx3HT8rIh3HtLNszHwvri4WEhr7dq1helILCdgsXZ9eY2QG0MA/oyhRwR+On4W3LxiNDs7Szdv3qTp6WmampqiyclJun79utuvXbtGV69epfHxcbpy5QqNjY3R6Oio20dGRujSpUs0PDxMFy9epAsXLtDQ0BCdP3+ezp07R4ODgy5Azpw5QwMDA3Tq1Cnq7+8nVmLuGvLe19dHXV1dTgjv3LlDt27dwt6GwczMDN29e5fOnj3rjrdv3yZOA7vOix32G/sP/tT5DvxsuOlkr1nKK0Yhz380t+i4TNEtOumJ4TZd0zmaM4vutaaeKBNGAP4M4+SzAj8fmfJ0C25RYhQiWFVtMIChPEja5Vo8eGxXJ+TrCcCfenZcEvx0/Cy4rTgx4h4SbxhNpwsiiyGZupqiVAgB+DOEkt8G/PxsynIsuEWLEd924wEOPLCBhaSoJxRiI+UgRmUh0j7PIoja1woWWgLwp5ZcUg78dPwsuKnFiAVGnu9kmyszMLC4hNiICMkRYpSlWf3cIoiq1xIlQgnAn6Gkiu3Ar5hLu1QLbioxYpFJFspLmzTd4+afu57OTSdC1M5GBCh7hBi1C5PyfIsgKq8RcmMIwJ8x9IjAT8fPgptKjGQ+uuefarRMgirLjrNYhdhkRUjOIUa64JFSFkEk341j/QTgzzim4KfjZ8FNJUb8cuvcxB4nRCOurYPufC5tNwtKOxsWLBGg7BFipAseKWURRPLdONZPAP6MYwp+On4W3FRixEIik5+6pk7uc2IkK71yPotKO5usCMk5xEgXPFLKIojku3GsnwD8GccU/HT8LLipxEiEQ94JossvLxOjKjZiy0eIkS54pJRFEMl341g/Afgzjin46fhZcIsSIxGOMjEKsYEY6QKmqJRFEBXVA2n1EIA/4ziCn46fBTeIkc5XK7aURRCtWBiroGLwZ5wTwU/Hz4IbxEjnqxVbyiKIViyMVVAx+DPOieCn42fBDWKk89WKLWURRCsWxiqoGPwZ50Tw0/Gz4FaLGC0ObXMDGN5J250dti3PjMps8MxIFzBFpSyCqKgeSKuHAPwZxxH8dPwsuEWJEYsOb+/3vuDEaCIzA4MITIiN2PJRxAsTpXZOEOlqilIhBCz+UwipV6fYgJ/OUxbcosSIxUNmWpAmZ+emE5EJsRFbiJGQ1B0tgkhXU5QKIQB/hlDy24Cfn01ZjgU3iFGZRzowzyKIOhBTx1QZ/oxzFfjp+Flw84qRrgkoBQIgAAIgAALVCUCMqjNDCRAAARAAgZoJQIxqBorLgQAIgAAIVCcAMarODCVAAARAAARqJgAxqhkoLgcCIAACIFCdAMSoOjOUAAEQAAEQqJkAxKhmoLgcCIAACIBAdQIQo+rMUAIEQAAEQKBmAhCjmoHiciAAAiAAAtUJQIyqM0MJEAABEACBmglAjGoGisuBAAiAAAhUJwAxqs4MJUAABEAABGomADGqGSguBwIgAAIgUJ0AxKg6M5QAARAAARComcD/AMYTn89JSjOJAAAAAElFTkSuQmCC)
Considerando a planilha acima caso seja inserido em A11 a fórmula =SOMASES (D2:D9;C2:C9;"<>Produto A"; B2:B9;"São Paulo"). Qual valor será apresentado na célula?
Considerando a planilha acima caso seja inserido em A11 a fórmula =SOMASES (D2:D9;C2:C9;"<>Produto A"; B2:B9;"São Paulo"). Qual valor será apresentado na célula?