A coluna da esquerda apresenta nomes de arquivos com suas re...
Próximas questões
Com base no mesmo assunto
Ano: 2022
Banca:
UFMT
Órgão:
Prefeitura de Nobres - MT
Prova:
UFMT - 2022 - Prefeitura de Nobres - MT - Técnico em Segurança do Trabalho |
Q2056945
Noções de Informática
A coluna da esquerda apresenta nomes de arquivos com suas respectivas extensões e a da direita, o
aplicativo (programa) indicado para a edição de cada um deles. Numere a coluna da direita de acordo com a
da esquerda.
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YX1BvyjDajy9rHmnR/ZVFFGTnkumVUG8pxjGdfZHfK3sHnxIj75ZDEb9+wiMXET6UWN1Hr2oWO4M26OKmxPGDCpBNtDJK9KQ+rixIE1K9j422+s37uX5Mb2RIcHEBWoQVOayLe3fk6qppzk7DS2zJ3Pmi2ryDCGoGmoxnzgez76fg2b1q22POz7iKorA7t44+GcQ9ry5Sx48nuyQm1IXHGq9t2wv7j6RgRBEFpEiwRbe782dOmmYs8XP1M/9JFWC7Z6dSmU5WOrLkFy9aXCz4P0IDNHg50wat3wk9oQFNCLukZbXL388Q+KxM078JTBNqyrM17OLhhSHBn8zkzuv2Ek13RXYVDvZe60Zej6TmT0k0/x1M1juLFLDofNEWg923Ll4Aiy3j+IW8cGckor2fZpLYNensTQ7nF0ig4mtm8INatr6X7zw9z46DQeGRxEsFcGK9+Zw440R4IemsX0h2/k9itiCGioZOvczdC3L37ervieMOBaCba72PbbZpY1dGf4Dddz/32XcUWcPfu+ScAYLO9bO1/89UfYMfcX1lUE4dT9cp58+XamdtGzN2E9aw7W0hj/CC88MJU7BvjgUt3AspVVdLm6K36etVSfsf1oIsXoEkEQhDNqubzExh47+39779r/T1dTRoMccBsiu9PYYwy6fteg7TmKhqgOqHyjcPbqLmex8XgHtcPWPQQX33CcPf2sS/+VR6A3foF+eNnJQTpMDioh/gQ6GDCUZXMwT84Q1/zEz3M+5uPPZ/HxrxtZtfMoRbVuhLS9hIlX6Dmy7Xd+25qB5rLxXNImmDBXd9w8vPGPCsLLXg6cfiFy9htKlLc99tWF5Be6onFoR88h7Yjt0I523YbRrXME8cG7KKrSUXPKAVrOODmH02fopfTs1ZWOcX3o0HM4w9tnoJLKKbE8YUXpfw6gfbce9BnQm04d2tNuSD86OvvRTnInNK4TbdvJ67ukFx3b+tOh4ghl5fJxtDzG7Z+0LwiCIJzJRdMJWFOSS3FRNsUmW4o9wqj0jUQf0B63wHhC/frIga4T9m6RuMgB1sHOBWdXHxxdPaxL/0N6PeY6OeOTVNTVlVNReIQj2QUcafTHy8ODCC9PnF3C6D/SjpKMZJIzSrAb2Z8wF+dTvMfSyiyB3Ga9IQAbtzAiw5TbmeR6l0j8Qv3p0q6cRq1JWfUpuMjBMIy+A7vQJsQXF0cP7L3DaReuxl7VSIMlQCsXp+Rg26kDXTpH4iE3bhsWSZhbOHHuAUSHy8vYyQHZLwBvP085AFfTWGe2ru+ftC8IgiCcyUUTbEuzM0jfsZ4D21aQsms9R3avRZdfTDu3S+gafCUuqkC02kZs5ODmpGnE1vhvn6OpvFpiCFc/+h6fKS8/PlbeuYvHRkY3zXLONGI2lVFSaEZTb61qVi3dviAIwsXpogm2JrMZk8mMQS6NWgPlxcVkJe/k4ObfUeelo6opwFFfg1kOtHVrNmHI+xe3HDg7YxvgQahqKweSDpCYdHI/agU11anMfU9HhyFXcdWQDujem0tqdY085TRs5R9BQBC+zpmYK1JISkE+KZDr1UlkHyhl9fYhxMY44e+bzcG1i/hsymv8nFJFnuWhpNVodens2l9AaYVcoalAW3CYXen9cPMOpW2UMs/ZaOn2BUEQ/hta7tnIpqMsnbmI2sGtM0DKRjLj6uVHYFQHubTHL6wtPkEReAeE4B/aBlc3d3z8A/H2DURV34h/5zg8w0LlVmxOOUBKeZybOuco+cnrSdXqyK+zwezgSht/Z1RVhzhaXE1m+hEKM5PZuXMnOwuqyck9RN2+NSw92IbuV/anR7AK3c7NbLcPwNPHnSAvJ6SGevITlnKksZbDtQbKTO60DXbHviaPanUpyQcKKMrYyd7EXaTl2WCMGMbIy9sT6VlK/tZdbPh6L9KY0ZaRxtpDB0lacZD6SDdqCtI4uGsLu/emkmU7gj6je9Kroy121XnsmJuCXe8+hHdvR1s35VFYhST/lka53gO/0YOI8wBHW2XA1RFSNxThdfXlxAb/k/a9+T874gVBEP6TLvhgW1JSYgmUviHRBLfrRsixEtvd8j0guhMuXv54BoTh7hOIvYsr/r264yovowTahoYG8vPzCQoKOinYeshZcAE69UqWr9/PnhofHPzbM7ZbLO27ulCQtJs9a1ezZtcudiml1paKwkI8Du8hb9htDIrvRrxPPY52SXy7zYnw6GDaRYXibLRHVfc7O5JT2JzeQKZTJ8Z1bk9cBzeMtXls/W4eG/bukqc3YBPVk7FP3kR/Pwc8bdWUZ5ZSIC/jP3YobQP0mOUAX7BfQ0CbUnYnbmHNhr2kl5npdveTjOwZSXv3BrT1FWSsL8StdzzhnaKIdFG6z6vI3F6I1tGPoMF9aOemBNuT269HcyiP1JVFeHesYe+uBNZvPLn9piMlCIIg/L2WexGBdhm3RV9L/gvZrL436I/+anPlWl6992tsp33G80OPD27/P+VFBEpW6eLiYnkJ87+h7L5Go6Fv376WDPl4Rjn71NSUUtEgnzs4euHh4UGgu708oZ6qihpq67X88chkZ3ecbMHV3EijcyBebk440ygHu2pKG53x8nLD3dUBlcmAVl2IusGABhfsXb0J9XbCXtLSUFdLZUUdytgkCXuc3Dzw9PPBzQ5UNjoaaxuoq9RhH+iPq5MJU738vVzeOPlcplFnQK83obK1x9UvFE8Xe5ztjJgMjagL67Dx9JQ30RUXO+XxeFpqS+vRm+1wOG37B9nz3QrmP7ODkC9e4pIYLyIcTm7fsueCIAjCGbRIsDUVbmfh9x/y8gu/UjPwMV595k7uHBHTNC3zM6649FVsX97O0rvPbkBRTU2NJbNtDkpmK16xd7wUts9dwYLndxP5/SeM7Rls6W4WBEEQ/n8X9Cv2hJYkgq0gCEJzuWhGIwuCIAjC+UpktsJpKO/zLafocA3O3eLw93BCuVwtCIIg/P9EsBUEQRCEFia6kQVBEAShhYlgKwiCIAgtTARbQRAEQWhhItgKgiAIQgsTwVYQBEEQWpgItoIgCILQwkSwFQRBEIQWJoKtIAiCILQwEWwFQRAEoYWJYCsIgiAILUwEW0EQBEFoYSLYCoIgCEILE8FWEARBEFqYCLaCIAiC0MJEsBUEQRCEFiaCrSAIgiC0MBFsBUEQBKGFiWArCMI5YqJaXWP93FrM1Kir5TWfZxpy2bc/H631q3DxEcFWEITWpzvK4vdnsPSI0VrRerSpC3jx9V/I1FkrzoqGjLWzmX7rKAZcOoBBw6/gmmsmMOHaO3lhzjaK/9Humcn58mb69b+Tb0vM1jrhYmMjyayfBUEQWp4phwXTniP/vjk81d3JWtm6qjc+zdT5PZg5azIRttbKs9Dw601ETVrJ6EWFfH815Cx9imuu/4KKMV+y4cdbaHumdSiZ7VEVHbuF88+OiJnyvUnUdo8/c9vCeUFktoIgtCITWV89wAyuZ9o5CrQKr6FPcpPuVe6fk90sXcp2Xp642cgflCKHy6grXueFq70pWPwKHyXolcq/5xpJj38caGUNO/noxbkcbv2OAeFfEsFWEITWU7+Od2Yk02vCMDytVeeGD2Ou6cmed2awscFa1ayciI4OxtZcSWmpNSIaKzm8cyPrN+0mq/rkEK+lMOUgf/YiN5CXmkGl/F1fmsb27QcpszZjLk9k5i038d6uHJLXrGLjgXI5zxXOdyLYCoLQaurWzue34k707n3ustpjnHv1okPhYuavb4Foay5jd1IOJpee9OvliCnre2655Bo+2l9ByfY3GR07gJd3aJQZUe/7gSdHxdB20Mts0Zop3/UtDw+NIXbMm/ww5y5Gj72BKWO702XCLI6azFQXVeLs7YbZrKOhupoajUhvLwQi2AqC0Er0pG7bRZVvJFGe5/5Xj8o/kjC3ShITUuQtaw46srb+zG+/LeD9uyfw9NYgJn0wk2lt4cjCT/iZYdxz27Xc+OQzXBuYzG+rDmOUfwV795jMoxM6gGX0jAr/Pjfx4Ni2SHVpHA18htV79pM0exKs+57fciV8uo1hXHd/VM5RXDrpOib0CRa/yC8A4mckCEIrMZKfXwxunnharm2eYzZeeLpLFOXkyVvWHBwIjetKqE8g3aZ8zu7cA/xwZ2ecsCV22rdsmf8AUfmb+Prtb0hUm9E1aq3dvyrc3d2aLvda2OLm5oqte3dGj46WWwXX2HaEq2qorhLjWS9UItgKgtBKJAwGgyWBOy9Cho09DvZgNjfXFU8bHH1j6T1oOMMH9SLa889hwiq7RpJn3sm0r4vodts0hgWrTjgGNjY2xwXbpu/Hs7G1ladLmEWsvWBdFMFW+cei0+n+cTEq/+Cb7R+YIAj/jB1BgX7YNNTRcD4EDUlDg8YG38AAOZdsSfWseORKnq28lk9evYFeAXbWehE5/0suimBbX1/Ppg0bWL927RnLxvUbOHToEBqNMjhBEITWY0+33t1xqsgnr0VGAP+fNIUUqZ3oGt9V3rKzpNNjkAzyyfwpTuLNNWRmlVKfl0F2vZb8zUvZUWxCU1NM8s4DTbOYzEiS2dqtbMZkMsoJwXGZrPI4BGW6JUlQ4eTkCLXFFFWVszMhBfHb7Px30WS2dXV1BAUF0b5Dh1OWiIgIysrKcHV1xWg0cvToUTQNDfJf6vPuwW2CcJFS4Xv51QxzPUJqWvMMSTob+oOpZDgN4+oxvmfxi1BDxvpveOuLtZSaNSR8NZ1Zyw9wwkMoVcFc8+DddM5+l+HdR/PK4b5cNzKE2nXfsFkKp+HQMt5duAdD4x4WfriCvXt/4+NfUzFUbOX7z1Zy8HAC3325iqP6HNbM/o5tRWY8hlzLVcHbeWrIXWyzb4OLdVXC+euieIJUdXU169as4dIBAwgOCbHWnqhGnmfRwoWWeVxdXCktLcXd3Z2QsFDc3NywtRWPYRGElqdh6+P9eMRpDomvxXOsQ7X1GUl+sR+3NH7AjhkDRLASWtwFmdkq5wc6g5FGnYH6Rj21DToadGYqaxoprqgjv7TWUvQGE42NjdTU1FBbW4tWq8XWzk4OyMGEykE2OzubspJSGuQM98RBEjoaa8opkbPfTLkoWfDRoznkFVZQYwCT5fREnqdWTXluCdVaM4azvQQsyQ0YaqkqLqW0RE2d3KAkaaguKqWyvJZ6o0nexgaq8oqpqqqn5W6tM2DU11GRVUhVrZZGkfgLzcqFgS/MZFTSx/yYf7b/aP49c9kSPk8awcznRaAVWkcLZLYNpHz9CPe9+hO7iyQCe13Fkx98wD19vZotshuNZo7kV1JTr6OytpHsgkr2p6bj4OpFbaNEebXGconjkycvo7LwCIcPH0YrB92kvXu586676NmrFwa93hKED6QewD/AnzZt2uDi6mpdwwG2ff09Xz/3Lavlb03xJoR2/a7g9g+mc0Uw+DgcYtcPa1ny0UHCv5jB5bHuRJzNv1qjBoqX8v6Lm8hy7MyQ529mfMhe5l7/E1Uxl9L1/tEMc9/NZ+MXYho3ifgpYxjqb122WRVScng7n45biM9LTzNgTDy9fayTBKGZmPKW8uanuQx98l4u9W3dc36zehdz3ltH4J1PMT5S9GgJraPZ/5ZrNr/Moz97c8vHP/HLrPuIK1jAQ1ffw0+lzXcWq2S0c5fv59Of9/DtshRW7sjiUJGe/ZlVZORVUlRRb8lyTXIK2rZtWwYMGEDfvn2JiorC2cXFMqze3t4eTy8v2sa0RafVkZOTY21dYUSvUaGy68DIJ97npXdn8sb9g7jEN5MvP1/Nkco6+ZTCiKGxgdryGjnLlKzZ7llQOcgRvC+X3TmVm6eOkAOchJ2NHo26hvq6RnTKSAlJR31FNfVyJq9vsaTAjNnYSF1ZFQ2NBgzNfComCArbiCt4/pXx2GcXWGtai4mCTIlRzz8rAq3Qqpo52GrZvi+IV356mzvGjWDs1Nf56Zs7iCpbwc8bG63znD2jHHgOZJazL6OEg9nl5JbUUq0xU10vByetEfNxN6Pp5QxW6SZWRh8rn/clJbF61SrWrFnDhvXrycvLswycUqurrUsc44SLRxRdR13N2KuuZdINIxjY1Rv9irUcLqpD3Syv5zqOyg5co4jr35c+l7QnUs6SVefDjf+C0FIcI+gTH2H90lpsiYjvS+S5f1qk8B/TzMHWiREPP0r/Y72xMrc+8XS0d8DZqfnPIt1dHHBzdsBWjkp+ns7Y26lwcZIzVjdH6xxYAqnSjWzJXOWMNiMjg23btlnK9u3bLd+rq9WWYfd/xzW6HVFt2xGfk0pxuY7qU7zlWVtTTPGRPezZYy3puWSVNz3/FGopz8yhIOMo+flH/5gn5WgBBdXKyExlnjoqsnMpyCqhUg7mx50znMhQS01JFgfl5ffK5UBOGWV1Bssk5apAffEhjqZZtyEpmT1ZFVQ1nGb0p0mHqaGYrNRkkuX5kw9lkiWv3HT8yk16zI0lZB/Yz36lTbns258izyefyDStVqZsv5aq3INk7G+aJ2lfMlkVtRTlHiUvO4tsuV3LiVBDKYUFhaTnqy0vy26xJF0QBOE80eIXS4xZORT7XsaVg5v/VLJH+yC6xwbh4erA2AGxBPq40j7Cl0u7hlvngG7dunHllVdy7aRJPP3MMzz/wgsnlFumTiW2fXvr3GenaMd3zH9qIAMHWss97zJ92RF5ipIGJ7HkhbeY9cBTzJz5LIMGDbLMc+1Tn/HFtkp5uhK1klnx2gy+mD6f1aXysTtdsFUnsXP+K9wmLz9ELje+tYTFKdabDeSThtR5d/HsLdZtGDGWgS+vYu3BiqbpJ9MW05A+j+mTxzNenn/8tBd5dVUJjcf3H+tKMWT9wJtTruZKpU25jBo/iVfXVHBY2XQLZR8L2TDjdh66qmme4WPGMn15Et+88wwfvPYKr68pRa/0tx9cyJwvvuL+j7dSJC/1R7wWBEG4SLVwsNWwY94qvB99liu9rVXNKL5DMD06BMrB1lEOFO3kYOtGhyg/BnT/M9impaWxatUqS1G6jk8uyv25KtWZD0Nt2n4Opexnfcf+RIe54H9c9n5MUPwkJr64lKVLl8jlTR6NAM8tW5FjF40mMyZDNnsrTOx3m8Bvv8nzvDOFS6hm7/IEORTL88g5nslgxGgwnSbbU4ZqHWXzzgqKnAbz7E/z+OXlsQQczWDv9v0cVGaxUdHx2vd47hNlO+ayYNZdTNi3jrwDOew/uaecfLKS1zDr0R+wn/A6T3+9lFn3TeQq8y42YaTMMk8heQfX8cnds5FGPcejs+V2F37K548Pp/rTt1i/ZT8pNXVUZify60M3s8Z1AsOfWyCveym//LiAJ0Z05fr7r+eSmFhcf1zMXkMi38xW42TbjlvvuIQgeQ1n/UABQRCE81yLBlvtvo/4oPAOPn2gY4vcT+fj6YyPh9J9bEtogAdOjnaWLmR/7z8joYeHh+VhF6crykCpU6untjyZNZ+9xgevT+f199exIcOTQfdfTqdQdzxPsUMuKiNSfRkJCdvkkkpG+hGKyssp0sph0pIoOuPpH03HeDnrGzGCEVcNp5evLe45R8lUyxneGW+zUS7iuuEX3p7Olwxk0KjhjJg4gq5ywLbJLyC/tmkOLzsdxTlH5G3Yzc7EQxTkZVFY04D65BRSU0FluZrd5TH0GD6YkWNHMHRIP/p2jSbUVoWlM76xiuqCYrbv9iSiX38GyfOMGD2eYcNH09tlE1VVhRSUlFOdc5hVi3V4xMnLj7mMEfL+DRsymC6hPrSRT1D6xreT9zWVL9/6jARzKIHdezMkNsBy20WLd68IgiCcYy32e85cvprXPtbx4Ke3E9tCd65X1TRiLweFjtF+lFTWExXsaclyy9V/Pgvu3wdbPTpNKdn7trF7RwJ7c21RBQ/gnim9ifZ24S+d4royilJ2s23JKpbIwXZTwmGy1bVoT7gdyI+okCj6dQ23jIgmLJJQb0ci9DUo47PMZwy2yo8riE7duxDfKwYvBwdUbdrR1s2Er7aBWrUWqSGXg2vXs271OlYm7GXnnjwqHeRs+VS72diI3uhEdcRwusa4EegBTgFBBHaLp4edfOKizKOV56mDClVPwiJc8PaS6xz95Pm6cEn3ChzsG2moqqaxooq0/F7ExoQQFuKsLHmcIKJi/enaq5qf31lISXQUvl1iCbVOFQRBuNi1TLCt283MFzfS6+UXGOLTcnnLnvRi3FwceezGfqzZmcX1ozvTPtKXhOR86xwndiOfqihPnzo1H/wjR3P3VytZsGwd69Z9xmdvXEUvecrJocSicjtrlqaxbG833lq7hiVrv2fG3XLmeeoHWrUMfQXm/F957+NqXLvewxdrf+f3Re/xSH9fYuRAqgxFksxGDFodRtOx57BK2JgNltuklLFLygsazCY5OEvSiW8lkZpGeVvGTUlKOyaMRuVna9N04iAXlY1Rbkd5fuvxSyqUZ73KxWiDvaM9NiaTvI7TdZULgiBcfJo/Etbt4YM7XqNo8DiCC3eTmLiDhFVzefqhTyyTzZVreXny9by2UW35fjaUW3+SD5dYniC1XM4kSysbSM+tYFvKn8H22ACp0xUfn2Z6YkN5KeUOUBQdJGdsEvalKRyWt+3An5vS8nQ6KMwlM8wHk58Hvo2V6PL2sv2gjlLL+KkSStKX897Q+/lu9WEOyrmri0M9wSlfsmZXFVll0JB1hMxVS1huMFCqLOLugbMfRJiXk5ZSQ1GJXKfJoz5rI4tWDsLVLZg2nYPxjAxlWJff2b4zg7QMORU+wVH27ciRT0aCeXnF68Qm7aNg7XYOWacKgiBc7Jo32BpT+PCqsTzx0+/MuH4g/fr1k0t/Bl5+N5sCh1tmkaqPsHPzJnYePl1G+c/VafRyFpvHl4uTKCyvZ/6qVFYnZlqeLHXMsVt/TleURzg2i6CORAcaCCxYwLuPPMaTnyawI1+NvSWjbCVO7hB9CX28U8lc/iGvvjST6T9l0eBoRGW5AKtHr6kkLymDkioNGptgwqLiuOYKL3b/9C5vPfcwr8z9nWVVfoRLNliufNsFERwbz42P96ZmzefMlud5+Il3eOOrZBwnXE/Xzm2JcvPCJ7orE567Gp89v7LklSd5+OGHeeKZZ/k28TCrFv7Ktv0Hye0ygst6jWdk1woKM7exYHEKyhjpFnvypCAIwnmieYOtXVceXldqeeiEcr/nH8WsI/HZjpZZbNvey4qSYpbeHW35fraOFqhZlnDE0i26YU8OKUeaxtAec+yhFqcrp37rjyf+bTvSbVQ87TxUOJ/yFmE5c4xqT/fL+tLO2w6XkM50696J0XEuNBQWUarxI6xHPP0HxxHlosLWxl+Og73oHB9D+B/90D6EdulK10GdiZbnsbfxI7J3Tzr3jSXC2Q4bAokZ2IdO3aMIcXJAZRdCx5H9iOsYQqAleCobFkCb/vF07tmGMG9PbKIGcWX/SGLdDVRX6FDbx9B//EC6tw/A38EFF+8oelw9mA4RXnjbK13lvRhy62Q6+WmRagqpNLvh2vkyrr9qGL2jfPB1kANpWE+GTZtKz2AzdnWF8omNllq7aIZMHUzXNgHyXjjh6teWHpOmMTTGE29jJYWFhRQVFaPW6KitVuEWHk7nq/sRLS/X5/I4ott7oarRWgLtyZ3OgiAIF5sL8q0/1fVa7n1rBXklNZaHLyiBVnltniSHJ2VvlDonBzu+f2UCbUI8LNNOx9HRkZT9+y2Bd8DAgdZaQRAEQWg+F2SwNRjNpOeUU6ZuoLCsjqP5FWRm52JSuaCuN1JR06gM27EE27rybMtbe05n5MiR5OfliWArCIIgtJgLMtgqm6zVGy1FeVh+UWkl27ftIKZ9HE6uHpZ6pW9yYI8ItA01fzPiGMtL5dMPHRLBVhAEQWgxF9XL45XX5Clv8vl/KS8jUO63FcFWEARBaAkXRbBVXgy/Y9u20wx2+mcCg4LoFR9v/SYIgiAIzeeiCLZmsxmD4eweZ688H/n0T5MSBEEQhH/vogi2giAIgnA+a7lnKQqCIAiCYCGCrSAIgiC0MBFsBUEQBKGFiWArCIIgCC1MBFtBEARBaGEi2AqCIAhCCxPBVhAEQRBamAi2giAIgtDCRLAVBEEQhBYmgq0gCIIgtDARbAVBEAShhYlgKwiCIAgtTARbQRDOERPV6hrr59ZipkZdLa/53NEWpnKo1Gz9do6Z68hKPUr1ebI5FzMRbAVBaH26oyx+fwZLjxitFa1Hm7qAF1//hUydteKsaMhYO5vpt45iwICBjLz6dh58/AkevXcqN9z8IK9/v5NS6y6aq/fx/aPDiYkZwmsJ+qbKc8ZE/ob3mNonmk6TvyS99X8M/zki2AqC0LpMOSy4/yUOD3uYKX18rZWtRUXgoHt5ov9uHrtvIXlnneK60H7kHTx5ZTBHEg/ge/3HzHx3Bu9/NoePpoWT8ORgel/3DZnyelRePbjhkSuJPS/eampL+LAHuHOwL+dsc8zl7N2TeU57GVqTCLaCILQiE1lfPcAMrmdadydrXevzGvokN+le5f452c3yy97Oxwt3G+sXC1v8+z/KRw/1pGTJW3yW2JTJqjzccT1hvnPJFi8vD87V5jTs/IgX5x7mv5JUi2ArCELrqV/HOzOS6TVhGJ7WqnPDhzHX9GTPOzPY2GCtanY2uDo7YWOuo+bYRVGVzamDm0lN1p6tbElMp+xUPcz6MtJ3bGLTzqOoTz47ONOyJzNWcXTXZrbsy6fRWnUCTRGp2zaxZW8udX93Lbchj9SMSszoKU3bzvaDZX8NnKfcNjPliTO55ab32JWTzJpVGzlQ3rQiY+Vhdm5cz6bdWVSfsJ9mqjN3snlrMnk1lRQVt9gPrcWIYCsIQqupWzuf34o70bv3uctqj3Hu1YsOhYuZv75lfnEb85fz+lc7UHW4jhsGnX5/qxM/ZOrkp1mUmkfG748xMG40r2wsl8OLQg5Mm17n5qnvsi63jJSPxxMb/wBLipum/v2yf6VJ/ZIpo+9gTnIhR5c+ywOzDh+X2ZspXvUqdz42i80pu1n42ABiBz3HusqTWjOXs+vbhxkaE8uYN39gzl2jGXvDFMZ278KEWUf/aO+022aupqjSGW83M2ZdA9XVNWiMJrK+v4VLrvmI/RUlbH9zNLEDXmaHRmlJT8rMqTywIB+j9iBf33gJE2fnXHgZsSQIgtAqdNK2x9pL9mF3Sau01qpzqXGxNMXPXurwxHZ5y86ObvODUls7eym0/2Tptjtul6aM7ytFuNpKTlETpE+SG6xzyWq/ka5w8pZu+Lmx6bt6hXR3bEfp4c3W71KDlPBYR8kh+DrpxxKTZCpeIE2OGS19mmuyTDUcmCEN9gmRbllcf8Zl/6IhQXqiaxvp1iVqa0W9tOz2UMm+wxPSDvkAmEp/kG4c+rSUaD0YptwPpMEO9lKPF/dJhqaqPxkzpRmXOkge8Q9JS7KUBaqln28MkBwHzJAyjfLXM22bqUj6ZLiTFHrHCsnyV8F4SHqjr4vU6+VUy7oMu56ROjt1l17cJ3/TbZce79xdeiqxqS1TyXzptY/T/rpN5zmR2QqC0EqM5OcXg5snnufDdUsbLzzdJYpy8popS3JlwMNfM+er2Xy3ZBvJO+Zxh99GHh46nJe2nvoWp6qlX/FjfgzdehzLfF3oO3kCsRXLWLCyGvXKH1jl2IP4oKZf1XadHmdTZSFzJ7iecdmT1a/6nLlZXRgy1Mta40R0VDC21m+aTYtZVXiYZe+9yZtvvsnb8xsZPf0Vbu7lbJ3jOLZuuLna4t59NKOjHeQKV2LbhaOqqaZKOvN+/YVtLNO+3cL8B6LI3/Q1b3+TiNqso1ErZ9V2ocRG5vL++EHc8sYvpNlP5rn747CzLnqhEMFWEIRWImEwGOT/Kp/OAzb2ONiD2Xy6TtezYYt3l+t577N76VC/k/ff/pmyv6zGRGleARqzHr3WWiWzi4okVKWnWq2mvKwCbXUV6r8csDMtW3tSV7KJ/PQjVMvbZXfK3/pm6soraXTsyIQnnuGZZ46Vp3l4fPtTBDYbbE44YbLB1laukMzyz/b/3TaFCrvGZGbeOY2vi7px27RhBKusO62K4PZ5a/lisjubX59Ez/b9eWhx3h/d1RcKEWwFQWgldgQF+mHTUEfD+RBtJQ0NGht8AwP+yO6am11oCAFyDDI0NmKw1v3JlpB2bfEwpbFnr+XipIVZr0OvCpOzwjCCI0JxLl3JwtVV1qny9MqVzJp/lMC/XTb4pF/uNvj4+WCnPcDe5JNuMJYDpFme2yMkGJf0RcxZr7ZOkJmyWLk85f/M/M+0Xydvm6x+BY9c+SyV137Cqzf0IuBYdFf+npjyOVAQztSZ60lPW8qzXfP4/IHXWdcs90m3HhFsBUFoJfZ0690dp4p88s6HwaSaQorUTnSN7ypv2dmRdHIgsX7+g7mKhJlzSTQFMnbqlXKmJteZTHJGJv2RTXuOe5BpXdT88sHXZFgaMFOydhP5lz7IvQMd8RxzK5PCS5h399U8/Nkifp3/HvdNXYRd/xh8zrDsiVT4XzGFcX5ZzHnkWZblyQvockk6UIZJXUhuSQ02I2/lhugcZk0ewo2vzGbRL9/y5h1Psd21zV8zW7O8H0Z5PyyZbBPlfl1J3i9l1860X6iccJL/qC0uoqp8J1t2HCKrtJ68jGzqtflsXrqDYpOGmuJkdqZksOidWSTJcdsp6nKefeFaolwccTofLkX8P6zXbi8KDQ0NUtqBA1JqSsoZy4HUVCn9ULpUU10tGQwX2qV2QbgwmYq/ka70i5Ue3nK2Q5LOni7hUSnW90rpm+JTDCb6xxqk9HVfS9OviJRsbeyloO6jpauuv1W6/fYbpSsHdpE6xl8hPTx3n1SrzNqYLi17cbQUZGsrRU54XVpywFIrGXJ+l54b30vqMeQ66c57bpOmTHtf2lz65zY1HJwvPTAsVvJ395RC42+Q3ttaJh2beqZlT2SS1Ls+laZeEil5e0VJ8VfcL02//RIput8N0vPf7JCUw9Bw8Ht5XTGSt6OD5BFxqXTX3APyHp6sWkr55VlpeICtZB97nfTeijQpY+vX0oP9vSSVSw/pjq8SpEK5rb/fNqN09JvrpVhvXyl2wntSYk2htPjBPlKQu7fUdtAd0ucbv5OmRnpJbca9I+0o2yY927+t1H3EVOnJ6a9IT991l/Tm+pI/jsGFwkb5jzXuXvAqKirYuH49rq6uODgoF+1Pra6uXjnJwNvbm9DQUAICA3D38MDWtqU6kwRBaKJh6+P9eMRpDomvxZ/DQS5Gkl/sxy2NH7BjxgBcrLWC0FIuymB7Sb9+hMhB9HR279yFVqslrlMcyfuSCQ4JJrpNG9zc3KxzCILQYmo28+z1XxM36xtuCj83V7LMZb9wz217uGH+mww+t0/XEP4jLsprtiqVypKlnq7YKNPt7PDw9KRjXEf0Oj1HDh+hvq4Ok+lCG+MmCBcYz8G8+sVEcj75jG0nPzChFZjVu5gzM4Oxn74mAq3Qai7ozFZn0FPVUIPBZKRB10hhWTGJu3YSFdMGRzcX6nUajPK0oR37EBMYgU6nIysri31JSbi7ezB23FjLrQjZWdlUVlbIde6ER0TgLme4dvbHhkwUk7UzmZSEg2TL3479arBz9ca3+2UMiPUjyuf0XdZCc6ihrryApJ8P4tCnNyEdo4gU/X4XPl0eu1KhT3yEtaI1mMjbswepc18iz/1DrIT/kAs62JZUV7ApfTeNBh2V9dXklxdzNE8OiY621Oo1lNeq0Rp1zLzxacb3HEp9fT1bt24lNSWF0JBQbpxyk6WdqqoqiouKKCosIiIygqCgIDy9jt34vYsVb3zJ3Fd/Y2dkKK6OKhxVemzdvHHreQ83X9GHET3DiPA5xY3fFzUduoY6yo+qsQsNxs3LDbcWuwCXQ2HqZj4Y8T0eTz9J/xtHMiLAOkkQBOEC0ALdyCZyFz/O8BhvHB29aDPsMX47+/dYnVJORSGv/j6Ld1fMZc7mX1mZto306nzSy3IpVJdZAu3xlIFTw4YNo1+//pYM9hgvObC2bduWbt27UVhQSGlpqXXKMf4Eth3DXV+t4Ptl61m/fj7fvn0N3RY/xYcffc+7a5Sc97+miOKDK/l43KPyMTnA/lM8FEYQBEFo0uzB1pg6h5l7u/Paqr3s+uFewlJmcucTP/HnLdnNxySZLd3HDfpGS3arNxosdSazyXL/18k0ei0bc5JILEwjKfMAGzdt4qtf5vHpT9/w46rfOHDgAGq12tK1fCLlGq8TLp4+ePn44OPTjjaxQ7jtxQn0NGrQJx8lTZ7rArvH+iyZMZt0aNR1aHVGjBfNMDtBEITmZztdZv3cLBq0vvSdMIgOvt4EdRxAZN53zD0cy61TL8WnmUN7flUJv+5Zh7erBx2Co2kbEEZRdRmD2vciJiAco8lMvVbDZV0upb083SgH4dIGNXbY4OvqiZeLOxo5YNja2uHu7Iqfuzf19XX4+vkREHCsn7KQI1szyExrwOuqMXTwscfbwQF7exeCop0o3LFPDvYmpJ4DaOsMTroC8g/uZu3i1Wzbs4ddcsnIq6DGvR3eTuBo6WpVgnk9mQkrSNy8iXXb97BHnq9UzqBVziocNDnsWbSDUhsXzB6eeNgr85eQsSmZIwfLqAsMws2uhNzt+0nffYhKpzqSVq1nR8I29mcXU+3eHrvCBA7s3syyddstbR9tcEFycCfQ3XotWpNHTsou1i5ZY93OQvnYmXFr64OTvK7sBLntHSlUGArlTH4z27btIOVIPrlSiHzsKqlITSTh5zWs2Z5OuYtEucFEtcmVNv4u2MvH4MS293C4qJp6t7aWY+Dwxx1WSoRuoCQtkbSkvezWKG3b4tpYQGnWAX7YrsbJ0wV3d/lkqiyXxO9ScBxwKeFdwwiVj9bRjb+xJWE7m3bsYV/KASocfKg6nETeoVT2aYPwd7XDWZNLwdGDzN9WjYevK26uDufwdhNBEP6rmj3YOnp5HfdyZD0Hf51LyYjp3H+Jb7On0ceCbZh3IJd3G8DwuEs4XJLDI6On0DkshtzKYorUZYzq3N8SbFU2Kryd3YkOiSA2OoboyCgiwiJoF91W/t5W/hxOUWGh5Z7bvw+2crXyHFAXJyr3/Uy5Tk9p0Dj6BjdiyF5Pwm+L+OjDX9i4O5Ht2zeQmlVKiWt/YoKd8FIOjr6S2qIkVs/+lF8WL+O3TbtITEykIbg/gWHOeKm38c3NX5EX2h7nDm1p46rkzKmseG0RmzcV0DDkUmJcD7Dtox9Z/v06jgSYSPhmAeuXL2FbehaZbn1xOfwDW9YsYe6iVSRuXM6O6ggcfMLpFeuBLRpqD21k8+JfmPXFz6zblciOLXkUNTrjPagjYfZpJHwgt/31Cg47V/Lzj7+xcdUyduw/ynZtT7mNCsq2rmXF57+zubqc/NJsDquh1KUNY7u4Y8hcx4ZfFvLpJ4stx2DHtg0cyK2mQt6u2FAn+cTm2PNZlWBbxeEN81m/ZAUL8rrQPdYR95LdJK9dzbNrjbTvHCr/vCSMxwfbjl74Ve9h4XtvsWjZBlYl7CZp/wEMbeNpSP6dQ1s38mthJ3p2cMIpdxu71mzgqXVmevUMJzzQnf/a1XVBEM69Frhme4wZdeIHfK19iM/ujW2xZ48qlGu3tXIG2zu6E9/c8RpdwtqRX1lCan6GZaTyMcro5CUHt7AgeTUJOfvRGnSsSE+wfN+ctc8617+lBMT9rJ2ziC3bjHSbsY7vlq5j3S/v88xlEWS9+Dirk3JIr62lPGMLvz54M+ucr6Dfc4tZt06eTy5v39KfIZFNrf0zcgZakMc3vzkxavonfDX3ZZ4e4sjyZ0fwSVZ7wm6Yxbol81j39gRCs46wP2GfHLI1cl69jxWfyZlvZlsmzF/HL6vl9X91OTcO0PDzcjkzrmnKpLMb6/mufCjPv/ct6+S2p1/WhrRPF7K3wIeQG27mnk8e5Qqnbtz6yIe8/94rzL5Zzlxd5JOCz35kZ4ozvd9bx48rlGPwDg9f6seRV59lRUoRR+ubtl55XqtyPbzTuGsYOeEKouW2cwu28It8QpGwwofn3riSAV2C//qS8fIsatO2M8//Xi6f/qPl2K34fTEvje/L1PuuY/jI4YR/9ROZpVv5aU0R+7b688bMq+nT3h8PaxOCIAitqWWCramQ9e/ewrAxL7L4hye49vEVlLbg7XRK93BawVG2Hk7Cz82LQ0VZ7M/LoLaxQc6d/ryY6GzvyCXhnRgc3ZO4wGjsbe2JD4+zfO8c2NY61/8rEBfnAAK9DdiqCygs9UbjGEf84HCi2sqZVPuBxHWNY0THndTW11FVUkhVjnx8tncgunNXevRtR3i4PJ9c/D2dcfm/HtLqTWBIHGMmjaR7XDvadu9C287d6F3hRMfwKKJj2xDeLobwoQPo4azBp7KUolI95tI88koPsW3bb/z47vO88uLzPP/xfL5YvpeUzBIadcoJity2fyxjhvchtp3cjtx2uy5t6F+TjrbMgFblgVeAD24qRzy9Awjw9yPI2Qbbyny5bT/0rh2JHyQfg2jlGAymc9e2DIndTWWtBvUJwdYOR7d2xHTsyp2317Np3resOlyFavx4Bgd7Eeho99cTNQcH5B8dPvsWs3dfFrvV7oSFhuDr5oynV3s6dOnEjZOrWPHFHNYXaLEbN5ZhAe74O5yiLUEQhFbQMsHWNpThj89jT8Y2PhjvReqnT/HR3pZ9r74yKMpgNFpCq8FkQm8yWIJwi5Hbp66I8kpPtKZAQgIkbLX1NBp8wCWYsGA5JiiB0ykID/9AOsdUYDYb0dXVoq3RkFseS0iwHKACzuZmPze8fcOI79eBAHcXHD29cPELI5YA2vh74e2pXCB1hJBwQp3NeBkaaagzI9XVozE6YLR3QXlolkr5W+DdlpCoOIa3c8PdUamQ23YPpFdcCG4uDshRTG7bR267Ghrl/TjVaDDlCeT1Stt+qFzlYxIkh1LlAqlziByY/egYXSn/jOSfzcnjz+Tc1dPHj34jIHPPPjLVWhx6dyHE1vbUXb6uAbhF9ebq+EjCTVkcTPiN739YyKYMNcX1Xvj4+xI/0Ez6tj3kNJpx6tmJMHkxcVulIAjnSgt2I8sxN+ASHvjsBUY7Z5NxxPLqhxbhaGdPp9AY+sd0tzzkQhkc1T4oCif7Ex82oYxYTsxPY3N2EgdLs+WgbGBP/kHL9wOlmda5/gkjpsYqqtO2cbjQEbUUSpgf2DvYorKR99OkpVHbFHsw6TDo9NQ1uGBrq8LO3g6VnRxEHOrRavVodSefEMjZno0yn5yBSiblJSFNDWm16OSTieNeD/nvKU/Ssokhrv8U+eczh1nfzOXbb7/l2xnP8PH1cYT7nEVYsrStRzLqlE22HgOtfAwM1Gtc5OCrvPfSgL6xDnVBObUa+bPZgEGvR10un6d4esjZvQpztXxSIilvxjwF5zC8O17NAx9+xiOjPQlI+4xnn3qMT9fnklqmszwRrLpKjsnenjjLf8NNNXU0you14KmXIAjC32rRYKtQ+XYmLiKcyIiWGwPaPaKD5TptlaaGB757g+yKQjqEtKFPmy6WruJj3BxduDJuEDd0H82AqG5yMHbk8g4DLN8Ht+lhneufKKGiYDNf3P8lVZHt6HD1SLrJKZxjUDB+LllQuY9d+0CjvMqxZj+Fh7L4ae1lhIZ4Ed4hHO9IP4Z0Ws7efensT6ttavIPbtg7ehLW4SgaUw0VyqsllTRy/x5SKko52yvLKE/GCgrB3zmd6pxEfltVQn1DM/U6KG0HN7Vtqkhhz/6mTac6iZwDhSzZNJI2kR5yxptL1vZf+eDyx/lhi3IdO5+8rHTefxZGTbuDUW28qP/8B/bIKfBxb9Y8Ja+e13P5jQ/y0S3tsDHUUFt3kKz0w3z5pgNXPXUPQ/zsqZ39M7vkeWuaFhEEQWh1zT4a2VxXQkmjE+5OTXFcd2AuH+zsyzNPDiRArjJXruWVW58nwW84g6LPblzosdHIDrZ2qBvq2J+fwY6j+6nW1HKkJJec8iI5063949YfZUBUUlEGeeoS9CYjPi4eJBdnkFNVLE/TE+TmQ0529ilGIyeya/VWdshZcdKmlaxbuY2EvZXYdhtF3zHDuaRzCMEuNtjYuuBiW4uuroCty9axa+tyVq7cyf4ie/xHT2bEkBja+Lrh5mRLQLSZrE2ppG5Yy5rNq1m+fDlZUji2HiGEORnx1h5kQ0q25cUKids3sLykmvykGvzcQogeM5CO7oVkrz1EYZkt3leMpKMHuNtVUiFvf+J3qZaR01GxIYS7KLlwIbt/SKXWOYiAYf3p6OWGl10N9dUF7Fy1kX0717Fq1QqW7zrMlipP4kJqyNt05AxthxOgV8vZ/Q8k5mWx9Wg1R3U+9IgMwcehjobqfLYtX8uOLcox2E1apRtBo69h5MAoIj2qqDhwkM1f7sRxbG+M+dvJ2prARufRXH5tX+Lsy9EU7GFBpgthQZ4E+hjQHT8aOUzC/fBi3vpkHr8sXcOGLUc4kOVJ28t74VW4mcxd+9nuPpLxE/vSTiqgpnA/3x12JibMEz8vZ8TDNQVBaG3NHGy1rLyvE33v+IptWUUc2b6YBVu8uXfm4/T1UAbDyMG2eDUzXvyOoq43ckO8t6Xu3zoWbBv1WsvnIyV5aI16y2fltp8aTR0Gs5ExXQdYgq3y0IusqkI0Bi2uDs4EysE1q6qIen0jLvZOhHr4nyLYaqgrr6WhXkO9vH9GrUbOWO2xc4/l0jtupX9cMNGWIa7K0BsP/ILkzNTeRMmBQ1Tp5GUNnvjE9GD0HVfQzc8RL/nEwMHVjcCOUejSsqiuKKdQToE1cvFudwnhoRG08ZaDs7cDWcVqKsrkwGM0o5Ez8S7uwfSNiyW8TxyRchDVlhqx9w4mvF83olzA2VZ5hKJB3l5bIkf1IzLMBz9HpfNUT1WuEfeoNkR07ygHYA85AXXDwc5ITVYOlbpG6pVtsPXAHNCegTFyY9Vyovq3bQfjL0ctF4dsimolamz8cAhsz6DYKMIjPC3d6aWHMqiQj1e9wZvAuF6MvGUMXX0c8LCVt73WgKbGnogRXXGpLcEoZ9e2oyYyrEOYfDwbsXXRkFzkQ/e4UELlFam0BmqL5cT50l5EBtrgWnWQVTszKVfLJzdmbxz8+jNuYgd81PnysbTFccRVDIsNI9KzDslJy74Cb/p2CyXYx4WTX6stCILQ0pr/2ci6UtL2HKDE4EpQ+650Cm65J8YnZqZw59fTLe+mVZ4cZTYr1zjNSHJcV+qOPUXq2LORzXKdMnBKmWZro8JeDny6476rsLFkksrr+Tp17mxZVhAEQRDO1gX9IoKq+hr25x9G3VBDgbqUrJJ88vLzMMgZV7Wu4S8vIqjTNrAiY7slk23jE8IlEZ1ZmbEDdWMdEZ6BDG3TSwRbQRAEodld0MHWaDJZRhgr3cjVmjrySwrZvXsX4THROLg6/+UVe8p12UPlOeiNenxdPIn0DuJQWa7chhYvZ3faeoeKYCsIgiA0uws62J6soqLCEiw7dOyIr6+vtfafM5nNpCQnExUdLYKtIAiC0GwuumC7eeNGTJabU/+9zl26ENepk/WbIAiCIJydiyrYKq/Gq6muPu4Bjf+Oq4sLLq6u1m+CIAiCcHYuqmArCIIgCOejFn+ClCAIgiD814lgKwiCIAgtTARbQRAEQWhhItgKgiAIQgsTwVYQBEEQWpgItoIgCILQwkSwFQRBEIQWJoKtIAiCILQwEWwFQRAEoYWJYCsIgiAILUwEW0EQBEFoYSLYCoIgCEILE8FWEARBEFqYCLaCIAiC0MJEsBUEQRCEFiaCrSAI54iJanWN9XNrMVOjrpbXfJ5oyGXf/ny01q/nJXMNOXsS2HGg5Pzezj+YqctK5Wi12fr9/CCCrSAIrU93lMXvz2DpEaO1ovVoUxfw4uu/kKmzVpwVLYfXfclzNw5nwICh3P19nvyr/tQaNk1n3MABDJn4OJ/8uocys5mcL2+mX/87+bbk/AoMx5iyF/HktLdZumMJz4+OpctN88g+zZmKuXo/i6bfwsgBlzJgxC288msq1XVp/PrKVEYpdYOv4bHPN5Clt8xN2e4feOXWUQwaN4331uda2jhbpvwNvDe1D9GdJvNleuv/3fpbkiAIQmsyZkvz77hBemtfo7Wi9ak3PCVdefuPUq7RWnGWan+cJHmpbCT7Tk9JiTpr5fFMhdLscV6SCnup/9tHpD9WW58jJSXnSefuSPwNU4n03VUh0uVfVipfpIp1r0g3TZstbdu5Wzp6uuOm2yk909lesu/8jLTLYK0zHJTeGegqqXxvlH5psNZZGKWs9y6Xxn2WI7fefHQJj0qxjh2kJ3ac6gdx7ojMVhCEVmQi66sHmMH1TOvuZK1rfV5Dn+Qm3avcPye7WbqUHbz86NWvN54Z3/LRkkpr7Z+MqbP5qaYjMfY2uHl4YGOtxzWSHt3COXdH4m/oE1mX0ICrh7J1KnyHv8C8d+NY8fJcDp8uaXToxU3X9cAmYw0rj2WWdu25+dbhuNcmsnn3cd0J5jLW7/Vl0sTwZu1itfXywuOPA3z+EMFWEITWU7+Od2Yk02vCMDytVeeGD2Ou6cmed2awscFadVZs8Bh5H1NiKlny8TdknBDB61jzxXa63D4Cd2vNn7QUphzk5F5kfVk6OzZtYudR9QknA5q8VNLLTWiL9rMrverPaSY1WXu2siUxnTJLN+1xzNVk7tzM1uQ8aiqLKD5+f0+znC5vF6vXJJJZY6Li4DpWrt7O4exEZt5yE+/tyiF5zSo2Hig/RZe5Le0nX0sf2xQWLzpAU7iVA3XXrkSSw++LEv647msu/p319pcx1v+kMPR3+6LJIzW9HJO2iP270qn64wAYqTq6i81b9pHfaK06z4hgKwhCq6lbO5/fijvRu/e5z+Wce/WiQ+Fi5q9vlmgL9j2Zds9AVDtm8elWjbVSDir5PzK3dBx39rC31ijMqPf9wJOjYmg76GW2/BGBytn0+s1MfXcduWUpfDw+lvgHllBYksjXDw0lJnYk0794m4kD+tOvz63Mk5Po6sQPmTr5aRal5pHx+2MMjBvNKxutgVCfwsypD7Ag34j24NfceMlEZuc0hcC/W07SN1BT3YABCUNDDdXV1ZQXlOPs7YbZrKNB/l6jOXV6a9vmWib1tyft14UkWWYxkrY8CZsYTwp//5ENlsNtJv+3jbhcPkY+7fnTabdJzoITv36IoTGxjJz+BW9PHED/fn24VTkAmlS+nDKaO+YkU3h0Kc8+MIvDzdFd0dys3cmCIAgtTCdte6y9ZB92l7RKa606lxoXS1P87KUOT2yXt+zsaFfdJ131eppkqPpVujnETvK56lup2HIh0iAlvXS5dPuvVZLhwCtSL3sHadTnpdZrlCap+NPhkqPHJGmh5Vqm/H3BZClm9KdSrnXZAzMGSz4ht0iL6+WpuR9IQxycpS4PrZHK1GnSulX7pcrKFdLdsR2lhzcfu+rbICU81lFyCL5O+rHEJOm2Py517v6UlGiZbJJK5r8mfZxmkCT13y/XVPWddKWTlzR50bELrSap6JPhklPoHdKKv/35maTCWZdJ7vax0mPb5CNr2C29cNWj0opfb5NC7YOlW36rlSRjpvThtXdIv1RbF1GcaZtMudIHQxwk5y4PSWvK1FLaulXS/so6KeGJrlKbW5dIautS9ctul9cjrtk2i7KyMhISEtgqly1bt7JlyxZL2bx5M5s2bbKUDRs3smHDBktZt3695U9lnoKCAhobz9N+BkG4qBnJzy8GN088z4drajZeeLpLFOXkWbs7z56N91junxpH3YqP+SpNbrVmFV/s6sndY72tcxxPhbu725/Xb1Gz8odVOPaIJ8jym9mOTo9vorJwLhNc5bmdnXFQeRA/fCD+XnEMH90Vln/Fj/kxdOtxrKfAhb6TJxBbsYwFK6uxC40lMvd9xg+6hTd+ScN+8nPcH2dH1dK/X+7sqAiaMJlhrtn8tnAH9Xt+5UCHifL2Xse44ApWLFxFVeZiEryvYNRx1xLOuE0qZ5wdVHjED2egvxdxw0fT1WENn8/NosuQoXhZl3KKjiLY1vrlPHJBBtv6hgby8vKagqYkKdn5ccWSrZ/wubKigqLiYmprayksLKS0tBSdTofZfH4OtxeEi5OEwaB0TCqfzgM29jjY08y/Bxzodfc9DHNKZvbM1Rz64Tuqxt9BLwfr5JPY2Nj8GWxNlZRVaKmuUp/2+Jx4jmKiNK8AjVmP/rgbYO2iIglV6alW10LE7cxb+wWT3Tfz+qSetO//EIvz9Gdc7myPiCpgPJNHepC3ZB4fLUiny9W9cXAZxPUTIqhe/QOffrsd/yuH42ad/5/si2WbTjpJM+Wnc0SOw7Z2538ouzCv2coB1EalonOnTlx66aUMGDCgqQwcyEBLGcTgQYMZPFgpQwgLC8PH25s2bdpQXFJCZlaWJfAajc11PisIwpnZERToh01DHQ3nQ7SVNDRobPANDKA5EyFVxI08MDGYoh+f4IYfvbnlxsh/9ovWNpCIUGdKVy5kdZW1Tg4xlStnMf/EEVdWtoS0a4uHKY09e4+7RqzXoVeFyRliMFL+AQrCpzJzfTppS5+la97nPPD6RnzPsNzZBwYfLr9uDD4F3/PO3u5M7G4n1znS77qraFO3nLd+DuCqIXK6/ocz78uptsnGxw8fOy0H9iZz4m3TknwSZf14nrgwg61CSVuVP+RiNisHVinmUxaFnZ0dHh4eREREoJLPJvft20d9fb1lmiAIrcGebr2741SRT14zjUk6K5pCitROdI3vKm/Z2ZEMejQ6vTUjdWf0A7fRTZ+JzeB7uOzYEGS9wdJdbdD9GRbMJrP8q0z+PWX55smYWycRXjKPu69+mM8W/cr89+5j6iI7+sc0nQ5IcguG43IEz3EPMq2Lml8++JoM68MiStZuIv/SB7l3oKOc+S3inVlJaHAi6vJneeHaKFwcnfA6w3IWej0GSc40dceilgonJ3labTFFVeXsTEiR2z09z1GTGRtkQ9y4ScQpsVbm0Hsy13SwIXDktQxyaao75kz7YiEfYONxB0DlfwVTxvmRNecRnl2Wh14OublJBygzqSnMLaHm7zawldlOl1k/XzDUarXl2mtUVJQlmJbI2WpNTc1filarxdnFmeLiYst3JZOtq6ujSl6+sqrKsry7+8mD8ZV/CGUcTcgi+1Alpmg/7FU2Z/2PURAEG5yDdeyavQT9sLu5LPLcXljTJ83j1Z+9uOuDW+nh9m8vImvIWP89X3z6NQsTi3H2DCQ8LhzvwFjsjxbT+6lpxHuYyd++kG8++YpFyaVUVDXg5hNEgJTE5x98yaaMUgzOsfTs047QjsMZ1baG3ct+4Lsf13DUfRyvvncPXfTJLHz/I+ZtTSdXbSakYzfiQlywsQ9n0GVdaFj7EW/N2cjeXatYVdCblz9+kF7uNnKwXc+H09/nl33ZZKduZoe6H0+/dAMx3hF/u5wxewOz3vqQeYnZFKgNeLq6E9Q+DF8vA4d+n82sualETbydQWGn6R9XOIThWpBDwK230d/HmtepAvCvTMNw+UOMibRG4GP+bl9c1exb+D4fzdtKeq4ac0hHusWF4KJyp9PIwfjnrmb2W6/xyc87qfL3pi7bhE+wD226dSXsX/9sm5eNpFzUvMBkZmaSmJjIkCFDLAH14MGD1ikn8vb2pnuPHhxITeXo0aOW4esKs7zLjo6OXDFuHCEhIZa6Pynz7OX7u3eRkefKJb/dS09HO4KbJv4HKX89TOgb9Rj1ZlQuLtjZqvhnl0hM8pm7EV29Qf6HZI9KPit2kP/e25wff/eFc0LD1sf78YjTHBJfi+ekX7etyEjyi/24pfEDdswYwElJliA0uxbuRq5j82Nd8LriG5r7cePHThECAgKIj4//o/Q6rrRv3x5bW1tiYmIYOGgwYy6/nMvHjqNr125NMUT4B+RASTpJvyxg9r0f8VtKBZn/uAuwjLrSrSx65C0WfL2BhApoPB/vfxNakQsDX5jJqKSP+TH/3F1UM5ct4fOkEcx8XgRaoXW0aLCtXvcSD8/OaJE3RVhGG8t/6vV6y2CnUxWlqzg3N5eKikoaNRoMegM+Pj54eXnJyzYtL5yJ8guxlqq8bI7uOkS+Wkf9Px5XpsWgLSN3TxrZR0so08m5rjjogudgXv1iIjmffMa2ytYPuGb1LubMzGDsp68x+Nw+xkr4D2mxYGuuWskrXzow/jKvZl+JJdBKysACyXItVulWPlayTlWy/iyaBjktk5dTupL/ebTVo2uQA05+qRzEq1FXVVCSn0+BXEoqa6jRGNDXVVBZVki+XKeU4spaqo9L44y6ejSVcn1h0/T8AnneinpqG4+LXCYtuvoqyuTphUopKaFUOWkorqBabk8JcpZgZdJhbKymoqjQMl9+vrLeStT1OnlLlXU2UiefYFSXVVKrqaW8pIgieb6CwiIq6vU0NMjboi6hsKBpWwqKS+X16NEaTv7FZ8Rs0lBbWklNdS11hga5zSJKysspqlTL9QVUqpv203I1Ql9Pg3x8CsrqaNBr0NTVoi6qpE7+XFtXRWVJMQWVDdRp/3G0Fi5SthFX8Pwr47HPLrDWtBYTBZkSo55/lvHn+Jqx8N/SMtdszWX8/vCDpEz5nK6fduC6yrcoXnprsz0LVbn+um37doYNG4a3lzcNctb6V0332f6p6YsyIOrI4SNs37GDK8ePJzT0n1yzzaRy5U6WvrqVwDu6U1GWR+ovG8iR54wcdTv9R45lSNkn/LQ+hWVJFZZWwkY/wPDRl3P/QD/L95L9S0j59TVm74Rs5TnlrnJ93zu4Z3xfbrs0zDIPVbtJTVjHp28u4ajRhE379nL7lxH4+36COnYlfNoUlOZ8tWkUpG7g47fkNktrqMBXXvgSbnjhKi4bH0ZH0vnpsXUUaw14TWjL/jlLOJJZSI1vKJfc8S6DXVJwzviJt37PoUqO4G6R3Ygc/zT3DAqmb9Txw/FLqCvfy8+Pz2SJvG87KvQ4RIbh3mcE7aKCubJkCdntb8O/9zjuH+SHKuMXliYW8e6eQJ5+QP6+dzMb3vqe34+qqXH3wqlDd7wG3MHTV/VkUvx/9yq4IAj/PS0wGtlMya9P84H5Id6+NojM3z7k58YRPH5Dj2Z7s0VlZSV5ckbWJrqN5Xu5nGlp5IB7Ymk4RZ0GV1dXOUursSzfoUN7y+1AJ1I6vYtJWVZIZY0DYdf1JtiukIpdiaz/bAn7nQPQuPgSG+FHqHMlFeoq9h0pod7GGZVbEBH+HrR1KOZokQfVBg+6D4pCGbSukjNbk0GP0aMtQWG+BPvaUr63Bj8/P/zbB+FlX8ChFb+zfe1+Uh27E9UhhthwJ3x1h9mz+jAVLoEEDu5DO7dCSuQThcTf95HtFoVf2xg6RPrJ66yiMSQSg5szXX2L2Pz5EhL3F5LsGEqgtxcRvhJeUglJR8soqapH5+SPX0A4bTwasWtsZEuyM+06+xMa5X3cjeZKZitnwlWllBdrqK6yJ3jQYDor18Rj/OjsW07WQUfqKo1EDrIl7YdE0o8Y0HbryoA4H3zMGgw1avKPNuIa2YE2AwfTq2sXLmnnT7i3s3UdgiAIF79m70Y2F/7Ey7+359lHulmCTEuRrPfPKl2iBYUFTaXg+FJI4R+l4I+ibdRaujwtxdLCP6XDJFVyON8Rp+hh3PLKC7zw8JX0cCzkwLJFbDAPovOER3njpcd54/5RdNRWUbo7hVQ91Mqb6hUSR9zo+5kw+VamTJnAxMu607UgjbrMXFLVGvTadPZs2kdSKrS7Yzp3Pf8GT00Zz7XeJZjtdJQpmyAZwJBJ2rZ9rFtcgFPvMQyaPIUpk4YxZUQjDdVl7E1VW7ZWuc5aUaMnrSCYS266lwefvZuHJnRElzCfnRm15Le7nYefeZk3nriZKf0iaFy3may8EvJP6OH1wtmjM0PuncjwUUPo59udMbc9xX1Tp/DEpJEMuetu4l1tcU/dwoZD61m2zYDG3I47b+1Hx5DOdB0whCsen8ylQXEMvfQaJt//GC9N7Em/Nqd6dJ0gCMLFq3mDrSmX+a+specL9/5xE3NLORYo/f0DiO/Vq6nE96LXqUqveHpai6dnU2f2/9977oG9XUcuu2oYw4d0xt/BAfsOnWgb0o0Rzu0Y2DmE4ABXcHOH7vF08rWhvbac4mI5V1aS5Yp06hJm8vyDt3H11fdy232fsii/nGylaaMcRMtLUbt3Q47IXNHDllAfcAqJIOSyq+kn72NHZT6zSU7ry6mtzyGteDMLpt/J41Ou5uqb7+fql5cyf9NBCiuOPXomlHZxvbn57tHEhfjgHhCMc1w8/Zw6MTQ4im4d/XCwt4WIKHxjIhmuKsRJDvpVx2L1Gcn7STeGXOFLmzYZvH7ta2REym1dMZTu8pQ/s2NBEAShWYOtOf9XZs+dw13t7Jqe+WnjzJXfltG47Da8HPrx1ikfOfb/U+KkZG7KTpsy28KmckI2e1yRs95jRattVK7mNgXb/yveyvukcsHb1wsvT1ccVCpULq44ObjhZeuMh6sjjg5y8LKTzzJc3XC1t8FFMqI3yOuqOUS6nOXOn1+Nd9ehXDbleiZPvJwhHT0JV3qxlW0xGDDauWHj6o2Pmw2OcjO2jnKbPr542Dv8eXuC0YjJ5IOjVzyDJk5iopxlTpl6O1OmPc4j1w7l2l6B1hkdcXZxJyDIG1dHe+zkkwNbV3c8bF3wdHTC1cUelcpGns0Je2cnvGz0qExmuW3r4mekDC5xxcvHHmcnLQXpBTQqbcnHR7nqe+7unxQEQTj/NGuwVYVN5fvUdNLTj5VUvrzGF6dhb7PvwELujm6u0X+WcGn5n/Iygory8qZS8WcpP6FUyNObinKr0LFu5P8z2v47yirUaRxKy2L+Vm+6jb2F+568j4fvGMfgKE+ClAvZylMelEzZUINUV0ZpjbxfemVwciPasmKqdDrqLI3J5MBrZ+uNr08n+k66i5sfepJnn322qdw0Qg62QdYZ/y09ZnM1pYezKMgqoVwnnwec8u4Mpb+5lopSZXSzKzG92uHaqEFfUmG5p1qMNxYEQfhT83Yj23kTHtve8jCJphJDoJstNi7+RMdG4O0gZ7+Va3l58vW8tvEf91f+Lf+AgD+6iJtKr6bS8+TS01I8jnUjt0agPaaqgmo5iGXGhOLi4oB7fQmNhQdIPtJIvjIyWQ6gcgqKT10ypK1m6T4ThfLhaSzMo3DlYnZUlHJIaUcln6z4+uHhXoFL3VbWbsjjcFZzP99ZjUm/m2WvfMS8939jXalcY3lO6cmU9e5n49JKMrNjee7n5+iQm0Pl7xvkWuVxJoIgCMIxzT5A6kyk6iPs3LyJnYebHp34b1hyUktmiuU+2+Pvo83KyrKU7JNLdlNRHm6hsHRDWz61gpBOhAc7MdD4K8s/ns4Lb8zjjd8LqHcw4Khc3LRxkU9UOtKnf2e6ttew4bMnePu5h5g+51cW1EfjZHLBcnOQjb08Xzu6DO7PmEltYdOXLHzjKR566KGmMnMxs7fmK3OeBSWN1VJfUUVNVR0NJju5JoqAUAcCQ/ewcc5LvPvFV7z83XLWfPQJSXozDb2GMjB8EEPjG+V0PInPPksgraBaDsc+2DtG0q5bBRWZC/j2nVd5cv4uthz545UmgiAI/wktHGydGD+3FM1x99jatr2XFSXFLL072lrzL1i7gZV4q9cbqKut/WupO7nUWYryMgJludNfs1WuNnoRKGfiUV1C8bGxwQE33APCiR3YjYhAd7wsbyVQDp0HvpHRxPTpQLiXPJflQqXyH2+COrSjbddoQuU46hTckbbt23FVnBlzSaacjVaTqw+m/aWd6dQxkABHR2xtwunQfyC9h3XFv+EgJUf3c6RUTZVPDD72PgTaOuDkZIdKFUJ0zwEMvnYkvTxrMRVnsH///qaSVUROpXLR1YeQzu1p0ymCECdwsPyUnbB3CiAyvjPRbYPkdco/C8szil1w8Q6h3cDuRIZ54+PggI3Kl9CuHWjTMZxgeZ0O8jqD27eVg3wQzrVZFOfnkJ5fRVlmDW5xkUQO7kWUTRS9BsnHrJMbtdmVNDYqbzjxlE8mouk8oh2hwQa0eekcKlBTWX/KVFkQBOGidUG+iCAjI4NNm7cwevRoy7ORjQbl+b0nO3Xm6iAHk7S0g2zZsoVrJ04kPNz6QIk/KJmdCV2DEbPZBls3R+xsTJh1RnQaAyoXZ+zs7bBXKa0b0StB5YQH9B9bXo9JXl6Z3zKvQYde24hOjoVmG1s5oMltyOuyVQYuOThirzyg36zDoNdTL7eptG7TmI2xdDOv3p8L3XpzxSc30VsOnF6SEZNRL2fpOozKqwXleS3snOT9s8dNDrBaOaDJW4XK2dkSbFXKPpzypQAmTPLxU+ZX5rV1sJW3RZlPXt7GDltnOUjLy0uGRnnbGtHKi5ttlcFVtjjK22uS16myc8RZ3gFlHp3RjFbOhl2cHbC3U8n7ZLI8PUtnMKE32crrdsLF0Q4nZSS0IAjCf8QFGWzTlWC7aROXjb4MezlYKY8dPJVT7VjbNm3Iyc1l8+bNTLr2WjnYhlunnH+qM9ZwZMV0Xlzak+CBY3j45bG0leuPf8aTIAiCcP6zdDBecOTzA+UcQfmfWc6c9HJmdqpiOEVRnomsnF5YirW5c0/p+tVQkZlE6qZlLF+2jGVy+X35dpauLcMmNpzwbuEEyHOJ9+oKgiBceC7MzDY9nQ1yZjvmsssIDQ1tuv76Dyn3/+7fn8ImObOdPOlaIs6LzLbpEZEb33uRn79dyDcZYFR2SYrCznE4z/x0L1eO6kQX26ZzI8ulVkEQBOGCcUEG20NysF2zZi1BwUE4OztbRhY3UTLdps+WvNeavjZ9VirNylfU6mrLKObrJk86T4Ktktk2UpqeSn52Hlm1ls2WuaKyDabTgBhCgzyb7UUOgiAIQuu6IIOt8rQoZfStZcPlzT+2C5bYKgfUps8n11tCrvyh6bOjoyP9+11ieRGAIAiCILSkCzLYCoIgCMKF5MIcICUIgiAIFxARbAVBEAShhYlgKwiCIAgtTARbQRAEQWhhItgKgiAIQgsTwVYQBEEQWpgItoIgCILQouB/+nBZ6u0gFLoAAAAASUVORK5CYII=)
Marque a sequência correta.
Marque a sequência correta.