Exercício Prático 8
Aggregazione dei criteri
Aperto: lunedì, 19 ottobre 2020, 00:00
Data limite: lunedì, 26 ottobre 2020, 15:00
Elaborar um script em VBA para a planilha abaixo. O script deve ler os valores das notas nas respectivas células, calcular (e colocar na respectiva célula) a média e avaliar a situação entre aprovado, reprovado e exame (use os valores que está acostumado). Considere um total de 20 alunos.
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zbkyeB3bWnFO8LZk22rPNvd519z2LUC4thEaJUqP3PnwX+3/YaVgKVjMXWV4/zKcnESpRCn8T2K9oy8/L06QN7OoYoResu6j1hP8cjIUQBnxY/RPt6OPfRGop/T9hf/O543wOX/alFKRIdFqdcRClKkhDI3YKQFKVV0iY0Klo+dGc0fVVsV0e/TyjZEdkeja6m727zsSJjBiAUpbUgxE9R7iabtM9me6y3s07wlY37egCr9RQiSqWwfx3x0GcmL49Fw2q9SSZWcXga/CidD9QS3Eb5keCd12EyYPCc4CBY57OkqCXzi1e3EoZ03KxseMj/hP17/L/dV9PmiPvIf7E9Mv3lsk+aJrWHmzH3xfB/bFdsHxP222aoeJvL/sJEaVWY+fTVKrhmYdyCyNHZB10EyDahbcvvCIDRU3ksDswAbGw3kjEpSmubYkpsHtEn5+e9Tx5hhtMdR5yRX03f5+2H8tq/tpQLmCcWIt8mfbLle8PGesZNjI0im+SbNSXoeW9ivVrfNq7rg7XNdD5bFr9mm5WbyIrD323210xBXq8+ua9rW2N5EXGcaEr4y2XfyjcJX4V+ci2zPzf3eSZp/765qzfdZX8xomQrxrGE4RAkQdwm7SY8Cej2TA+3Zx7JMIxbEdus9xE+mAFg26IkCO1c274pQLwPKfY5Mb9tv63riM9oFq/4tPw+l9d+ttGPD0xvJn0S4zchkDFG47wb+bNad2xeW9zjywcLJPPL2Dvb8sYsD/2atH+1tnCfwmtKybw093WX+5j/oh0z7I2aw/e4fQl/J+ZKfokvE/+8mSvm/02b/MFmvzx39aa47C9ElJJHdYHDwyC7QNwH3Z7pVvAsyzxS7M0AcJJFohT2bsLrO89XR7vR4V6Kfd5NTnYlX6taXSzef5py5YPtvjyOA8pr/7o4GwdEj+OF5FqTPomzyMVtfdo1Xljjn8N8icc4+rzOIRs78eWDXbEW+tTcJG055FvS/uQaVgxv64F1X6M8CReN+2+9LsNeMS+M+eJ74lxmp2dt2Yf4yozPLvuNWSv51WV/AaK0Cl6ycK6SKl4ckyBaAp6Aac/0HI5sHkKGGYCkKAVrZlsCyJ/F775Lsc9h0sSTc72ezc0T1nXELVn5Le73+NS8PpfV/pCxAgSJ/Zr0SZLfKK4JTuK874urbXp8+WD7ifzKzM3DyUjab64v6Y/EvgazRv7ZLpWcP2yP2+uyz5wWrdRsj/s0/jman0+dZzjz4rZ/s9LKfnDZ71+UwmBvj4Iir6+OSran2EwQE99DKAIh2xSUPVBGF4VjBTzc3mb5aC8e590MANuSFILV/odCvdnHddvm+zoZY/u8Y4ORSKHPdo7o4jautpHcl/j0fD6Xz/61b2O+zMfS9GtJ+mS1P5tQR3zHY8ex3ezvvritelubuEbr2yzvFqX93KS3U5ozbj9zvNlXXsCoEYncDybvcB8uEtSDyIGmvc68MHwVXZd1LrPmJ9qesE9Bs/gXt1+cqcITXPZ7FyUTsK3fY6ctgsbd+VbTN6ekLEkaY2QFdiwJg4bwtMimh5aYtt2Lx/hkBoBtSyQhbzRKpKQR7n2Ollmf/uPVhH5bn4Z58uxZsPxW6Hn66s/wxWb+5O+morkf+l46+8OCE53yir0nfP9Qq93LJ31iiJLlICos1Alm14UxfsotPj3GRngTB3+PTTfzKx03bpuyTLXZv8lNo8dh7usmV2LcJ/M7YD5RH/bkRcJX2wNmt0+MHIr5No0fkvanWaJa87jszyxK0a3hWd6lH89Wy82yNa4AyEtVZ4p2+22R1O4T2C8/0cDGS9XaXPGHKHmItisAHjZf+Ca0228LgHafwH6Iki0vuA2iJHkmx3YkoO4EtKEEJnQzgfjL8Yco2SpGzm0AUAYwZ1cfzerAhG4mEH85/rXlckmLxYLm8znNZjOaTqc0mUxoPB7TaDSi29tbGg6HdHNzQ4PBgPr9fnARsUfdbpeur6+p0+nQ1dUVXV5eUrvdpouLC2q1WnR2dkbNZpMajQbxNSUOAl7wARgAA2AADLgYQE/Jw7E1B0Dzn3b7bbHX7hPYj5pgywtugyhJnsmxHQmoOwFtKIEJ3Uwg/nL8IUq2ipFzGwCUAczZ1UezOjChmwnEX44/RMlDGQOAMoAe3F/KTYAJ3Uwg/nL8IUoeShYAlAH04P5SbgJM6GYC8ZfjD1HyULIAoAygB/eXchNgQjcTiL8c/9SitBoOPXpO2Cmd399T2kcN4TFDcgBKWTFz3intCWhzp3afwH7UBFtecFtKUTqn09PzjQiFAhX7vk+cIEoAUAJQazuKMnJCK/tst4v/lKJk9Iru6nRyUqe7lL0liBISUHMC2mx3JaVt/qq1wX7UBInpw0Tp/JRq6ClJPt1pRwLqTsAdIIIGMKGbCcRfjn92UeJeUg3XlGyFRmoDgDKAks+q3g4mdDOB+MvxzyRK4bWkDKftomtNOH0nB6DqxZft056Athhr9wnsR02w5QW3pRYlFqST+t3mZodIcNK8Q5QAoASg1nYUZeSEVvbZbhf/6USJT9lluIZkChVECQmoOQFttruS0jZ/1dpgP2qCxHQ6UeIbG2rRb5Si9xOq3xl35Ql340GUAKAEoNZ2FGXkhFb22W4X/+lESRAbs0ckfYcoIQE1J6DNdldS2uavWhvsR02QmIYoSZ7JsR0JqDsBbSiBCd1MIP5y/CFKtoqRcxsAlAHM2dVHszowoZsJxF+OP0TJQxkDgDKAHtxfyk2ACd1MIP5y/GvL5ZIWiwXN53OazWY0nU5pMpnQeDym0WhEt7e3NBwO6ebmhgaDAfX7fer1etTtdun6+po6nQ5dXV3R5eUltdtturi4oFarRWdnZ9RsNqnRaBBfU+Ig4AUfgAEwAAbAgIsB9JQ8HEdzADT/abffFnvtPoH9qAm2vOA2iJLkmRzbkYC6E9CGEpjQzQTiL8cfomSrGDm3AUAZwJxdfTSrAxO6mUD85fhDlDyUMQAoA+jB/aXcBJjQzQTiL8cfouShZAFAGUAP7i/lJsCEbiYQfzn+FRKl5/TsSY2ePHteuiIEAGUASxcsTzsEJnQzgfjL8U8tSuen0TPvgveMw1fYHjP0/NkTqj3t5VYCek/LKUhsYLUBXB0MJJ6NaMS12vbbEQ753jwv8imZpGv0SdxTsF8uynE/VfWzK/4pRemO6vXzzbAVoUBleGq4D1Eqc/BcASjzfqfbt5UoGTqUWLTa9idMXX/p0dMnzyjqs/MBk3kAps8nST/BfohSkojtt5SiZDwNPIfh0Hd7SuYRd/LoMnnk+YS2Z+ncy21NLe5TtRMQorSPrJDdmEjx/NVmYp9HYD/iL4vyQaLEPaXTc0OoHE8S399TWgtL7HB7JUJrYXr+jJ7UkiIVYW8ehdoKQDRvUe/VBtA8KIgfMKw8Xm3791EV9JqC03jmtU7dPoEoIf55iFJsTKUsgsTDWewVJavocDKvC1w4vUYxzVpVgrDdLIKx5fbVC0/TNQGYOJhY+1eT/Rukek+3Y5DtgIuirJKJDRyIvyv+B/eUstzssFeUwgQ2e0LGaaG1MPEF9c1RZ6wtcaE9ErMYBEV+dAWgyP16nG2vegbxOqzL/l2vQqh3faKdCdifR08pcXrunE5rp3SeaJNP5+0VpVBcTFGSejyxomddbjcBim5RBWAYk2TvVZX9Ntjgkx2vaGcC9j9UlO7qVI9dQ7qrn2S6LdwmSslrQcI1JePi8IrseA9q9XnTc9pBvxwNVQaw9zQpQGFcjbhV2X4rYSxCsa4iekq7XlLHhOEC2P9QUbrnnlEev1Na9XJWp9psPaPYNuKFLX5+nvcjlvAU3HjLP5pNnL6LL2vAUMTXSgNoxsbi+0rbbwXKZDIp3LyIPp8kHQX75aKc9FQ1v7nif9A1Jb55IcvL1lOqpqvtVrkCYF+iWq3a7bdFU7tPYD9EyZYX3AZRkjyTYzsSUHcC2lACE7qZQPzl+EOUbBUj5zYAKAOYs6uPZnVgQjcTiL8cf4iShzIGAGUAPbi/lJsAE7qZQPzl+NeWyyUtFguaz+c0m81oOp3SZDKh8XhMo9GIbm9vaTgc0s3NDQ0GA+r3+9Tr9ajb7dL19TV1Oh26urqiy8tLarfbdHFxQa1Wi87OzqjZbFKj0Qh/PMtBwAs+AANgAAyAARcD6Cl5OI7mAGj+026/LfbafQL7URNsecFtECXJMzm2IwF1J6ANJTChmwnEX44/RMlWMXJuA4AygDm7+mhWByZ0M4H4y/GHKHkoYwBQBtCD+0u5CTChmwnEX44/RMlDyQKAMoAe3F/KTYAJ3Uwg/nL8IUoeShYAlAH04P5SbgJM6GYC8Zfjf4AorZ6Dl2VMpeRjhrbPBUs8wi4qHdGz1CzPUItm2fdueyjovmUec3rlAYxitn4+ovmA3Crbv3rYamw4lQik8Mng22cymqxX2SeRC1zvsF8uyi6/VWWaK/6ZRSl8QnhQfB4qSk+ePKGaRXhYUJ4+DQZIs0w71oC4AnCsNm332xhiRM0wDauHCz951gsfCJwU4mja85WbQtFOPpS12kxs6ZA+wX6IksRGNlEKhrA4OQmGsXjQcOirntLT4Ae4m5Flo70LC1rw9HBO4rgoiUed63U8i0b5XD15PDksRrBycflow4/7XukEjGK2ceFuXCtt//op9QlRCkUo/hT8iPmNk/CUcPx2bwuDwk+umpBBlO6ofnJC9bt7Os9FlIhYPOLJHJ4K4fMcCVEKilxMoMJ5Nt+5APIpkngBWK13O7yFa3k/NLgC4GcPHncr4UFAGINV8Y3HlLdcbft3bU4yyh7YnafaPmGb3X+wHz0liZDUosRCdFK/C4esyEuUQvHZCErsCDshSsauJ47MV6Jknq/f6SnFV5FYPj7h8T5rSMCVMAUHCJsDhq0/q23/ruDsitLuAVi1fbKNvfQJ9kOUJDbSidL5KdVOzzdjKOUmShQTlbgQxT8Hex4m+foienKAwNjyMQtNUZKXjy30iB+rnYDJGKx8ren6SRpR2p2n2kzsTybYD1GSKEkhSnzabnsXUXyE16jntG/AP9vdd1HvJixiwRcWks1pn7go8edNbyowI9HTSRbEyMiEKDmXj5Z43PcqJ2AYv0TvSFsB3rU3eQaA2VrNEzHPLVVmgu3b9wf7IUoSIylEaXeU2fx6SsFuhSJjXBdyiNLqNFF0DSm7KCWXl9ySb3ulE9Aq+sEdlMGlweiv0vZbrhcFJ+vCa50bH5g+ChxTbZ9EkZffYT9ESaKjeFFaJ/X2xoRgV+OiFH7d9tSePHsWJHwGUXIuL7kl3/aqJ+BK6OMxWt8KvXZjNe1fCU/8zAF/3vT2Nwdb7Jfk6Ux2SzV9kj5vYD9ESaLlIFHad7rOnJ48fSftSnXbkYC6E9BGNpjQzQTiL8cfomSrGDm3AUAZwJxdfTSrAxO6mUD85fhDlDyUMQAoA+jB/aXcBJjQzQTiL8cfouShZAFAGUAP7i/lJsCEbiYQfzn+teVySYvFgubzOc1mM5pOpzSZTGg8HtNoNKLb21saDod0c3NDg8GA+v1+8BigHnW7Xbq+vqZOp0NXV1d0eXlJ7XabLi4uqNVq0dnZGTWbTWo0GsTXlDgIeMEHYAAMgAEw4GIAPSUPx9EcAM1/2u23xV67T2A/aoItL7gNoiR5Jsd2JKDuBLShBCZ0M4H4y/GHKNkqRs5tAFAGMGdXH83qwIRuJhB/Of4QJQ9lDADKAHpwfyk3ASZ0M4H4y/GHKHkoWQBQBtCD+0u5CTChmwnEX44/RMlDyQKAMoAe3F/KTYAJ3Uwg/nL8U4tSNAz65llfsaEszMcKmd/xmCE5AKWsmDnvlPYEtLlTu09gP2qCLS+4LZMonZ7vPjHcFCDbd4gSAJQA1NqOooyc0Mo+2+3iP7UoZR2uIi5OECUkoOYEtNnuSkrb/FVrg/2oCRLTmURpc+qudkrn9+l7TRAlACgBqLUdRRk5oZV9ttvFf2pRivd8wutLJ3W6SylMECUkoOYEtNnuStoBSTkAABdJSURBVErb/FVrg/2oCRLTB4nS/T0PkX5C9bt0vSWIEgCUANTajqKMnNDKPtvt4v9AUTqn0wyn8CBKSEDNCWiz3ZWUtvmr1gb7URMkplOKUiBCsVvAw9N3se/xU3u2zxAlACgBqLUdRRk5oZV9ttvFf3pRqtVoc6NDhutJLFIQJSSg5gS02e5KStv8VWuD/agJEtMpRSndtSNbLwmi5D4qkAJTpXbtBcgWS+0+gf0QJVtecBtESfJMju1IQN0JaEMJTOhmAvGX4w9RslWMnNsAoAxgzq4+mtWBCd1MIP5y/CFKHsoYAJQB9OD+Um4CTOhmAvGX419bLpe0WCxoPp/TbDaj6XRKk8mExuMxjUYjur29peFwSDc3NzQYDKjf71Ov16Nut0vX19fU6XTo6uqKLi8vqd1u08XFBbVaLTo7O6Nms0mNRiO80YGDgBd8AAbAABgAAy4G0FPycBzNAdD8p91+W+y1+wT2oybY8oLbIEqSZ3JsRwLqTkAbSmBCNxOIvxx/iJKtYuTcBgBlAHN29dGsDkzoZgLxl+MPUfJQxgCgDKAH95dyE2BCNxOIvxx/iJKHkgUAZQA9uL+UmwATuplA/OX4Q5Q8lCwAKAPowf2l3ASY0M0E4i/HP5sonZ8e9Pw7PPtODkApK2bOO6U9AW3u1O4T2I+aYMsLbksvSixIGR/EGj0LD6IEACUAtbajKCMntLLPdrv4TylKPKhftiHQI0HCA1ndAdAApgtADfbbbNTuE9gPUbblBbelE6W7Op2c1gNh2g5fcXqe/snh6CkBQAlAre0oysgJreyz3S7+04nS+lrSVoh45FkMh54WKlcA0q7jmOfTbr8tdtp9Avshyra84Lb0omRcTzo/rdFJ/Y7ip+mkz+gpAUAJQK3tKMrICa3ss90u/tOJEp++s4jStufkPpUHUUICak5Am+2upLTNX7U22I+aIDGdTpTu+UaHGm1EiEWqlv7GB4gSAJQA1NqOooyc0Mo+2+3iP6UocU+IryNFNzqkv56Eu+/cAdAApgtADfbbbNTuE9gPUbblBbdlECX3KTrpehJECaKkvQDZkk+7T2A/RMmWFxAlySs5tyMBdSegDScwoZsJxF+OP3pKtoqRcxsAlAHM2dVHszowoZsJxF+OP0TJQxkDgDKAHtxfyk2ACd1MIP5y/GvL5ZIWiwXN53OazWY0nU5pMpnQeDym0WhEt7e3NBwO6ebmhgaDAfX7fer1etTtdun6+po6nQ5dXV3R5eUltdtturi4oFarRWdnZ9RsNqnRaBDffcdBwAs+AANgAAyAARcD6Cl5OI7mAGj+026/LfbafQL7URNsecFtECXJMzm2IwF1J6ANJTChmwnEX44/RMlWMXJuA4AygDm7+mhWByZ0M4H4y/GHKHkoYwBQBtCD+0u5CTChmwnEX44/RMlDyQKAMoAe3F/KTYAJ3Uwg/nL8IUoeShYAlAH04P5SbgJM6GYC8Zfjn06U1uMp1TbPvls9Aw9DV6SrdwBQBjCdB6s3F5jQzQTiL8c/nSjdG8+9w1PCM1VJACgDmMmRFZoZTOhmAvGX43+QKPEAf5thLEzBsnzH0BVyACpUZ0VTtCegzTHafQL7URNsecFt2UXJMuCf6wnheEo4nhKuvQDZkk+7T2A/RMmWFweJUpZh0COxQk8JAEoAam1HUUZOaGWf7Xbxn7GnxAP9pR9xFqK0ws4VAA1garffFmPtPoH9EGVbXnBbNlHiu/BOz4NRaI0bH/Z8R08JAEoAam1HUUZOaGWf7Xbxn0mUst7gEIkXRAkJqDkBbba7ktI2f9XaYD9qgsR0BlHiU3cnVL/L1ktiYYIoAUAJQK3tKMrICa3ss90u/jOIUnYxQk9phZ0rABrA1G6/LcbafQL7Icq2vOA2iJLkmRzbkYC6E9CGEpjQzQTiL8cfomSrGDm3AUAZwJxdfTSrAxO6mUD85fhDlDyUMQAoA+jB/aXcBJjQzQTiL8e/tlwuabFY0Hw+p9lsRtPplCaTCY3HYxqNRnR7e0vD4ZBubm5oMBhQv9+nXq9H3W6Xrq+vqdPp0NXVFV1eXlK73aaLiwtqtVp0dnZGzWaTGo1GeKMDBwEv+AAMgAEwAAZcDKCn5OE4mgOg+U+7/bbYa/cJ7EdNsOUFt0GUJM/k2I4E1J2ANpTAhG4mEH85/hAlW8XIuQ0AygDm7OqjWR2Y0M0E4i/HH6LkoYwBQBlAD+4v5SbAhG4mEH85/hAlDyULAMoAenB/KTcBJnQzgfjL8YcoeShZAFAG0IP7S7kJMKGbCcRfjn96UQqHQK9RrcavbMNX4Nl3cgBKWTFz3intCWhzp3afwH7UBFtecFtKUbqj+klsCHQewuKkTnd7hqzAs+9WbkcC6k5AW/KBCd1MIP5y/FOKkjm4n/nd/bBW9JTkANgKVtXatCegLZ7afQL7URNsecFtKUXJ0lPKMNgfRAkASgBqbUdRRk5oZZ/tdvGfUpS4J7QSpvCaUoZTdxhPyR0ADWC6ANRgv81G7T6B/RBlW15wWzpRCm9yiA3wF35Pf7MDekoAUAJQazuKMnJCK/tst4v/VKJ0Vz+hk/pd0FvaXjvKMjQ6RAkJqDkBbba7ktI2f9XaYD9qgsR0KlG63+kZZRsaHaIEACUAtbajKCMntLLPdrv4TydK3EPi28DD3yitfqt0er7tNcV7ULbPECUkoOYEtNnuSkrb/FVrg/2oCRLT6UUpdurOJjyuNogSAJQA1NqOooyc0Mo+2+3iH6LkgQxXADxsvvBNaLffFgDtPoH9EGVbXnAbREnyTI7tSEDdCWhDCUzoZgLxl+MPUbJVjJzbAKAMYM6uPprVgQndTCD+cvxry+WSFosFzedzms1mNJ1OaTKZ0Hg8ptFoRLe3tzQcDunm5oYGgwH1+33q9XrU7Xbp+vqaOp0OXV1d0eXlJbXbbbq4uKBWq0VnZ2fUbDap0WgQX1PiIOAFH4ABMAAGwICLAfSUPBxbcwA0/2m33xZ77T6B/agJtrzgNoiS5Jkc25GAuhPQhhKY0M0E4i/HH6Jkqxg5twFAGcCcXX00qwMTuplA/OX4Q5Q8lDEAKAPowf2l3ASY0M0E4i/HH6LkoWQBQBlAD+4v5SbAhG4mEH85/hAlDyULAMoAenB/KTcBJnQzgfjL8U8vSuFDWVfPvavV0g9bwY8fwmOG5ACUsmLmvFPaE9DmTu0+gf2oCba84LaUomQ8FZwfzpphoD+IEgCUANTajqKMnNDKPtvt4j+dKLEIJYY/51FoY4P+7XlYK0QJCag5AW22u5LSNn/V2mA/aoLE9IGidE8Y5E9y6W47ElB3Au4S4T5StM1ftTbkhO6ccMU/nSiZw6Gvx1ZKO6YSekoAsGpF9aH2uJLyoes+huVhP2qCxGk6UTIH+QuuJ9VPcfpOcqrZjgTUnYAmD/wdTOhmAvGX459elBLXjfjGh/R34KGnJAfAVrCq1qY9AW3x1O4T2I+aYMsLbjtIlPh60kn9jlyjzcanQZQAoASg1nYUZeSEVvbZbhf/KUWJ77aLfqOUTZDwOyV3ADSA6QJQg/02G7X7BPZDlG15wW0pRek+da8o3kOKPqOnBAAlALW2oygjJ7Syz3a7+IcoeSDDFQAPmy98E9rttwVAu09gP0TZlhfcBlGSPJNjOxJQdwLaUAITuplA/OX4Q5RsFSPnNgAoA5izq49mdWBCNxOIvxz/2nK5pMViQfP5nGazGU2nU5pMJjQej2k0GtHt7S0Nh0O6ubmhwWBA/X6fer0edbtdur6+pk6nQ1dXV3R5eUntdpsuLi6o1WrR2dkZNZtNajQa4QNZOQh4wQdgAAyAATDgYgA9JQ/H1hwAzX/a7bfFXrtPYD9qgi0vuA2iJHkmx3YkoO4EtKEEJnQzgfjL8Yco2SpGzm0AUAYwZ1cfzerAhG4mEH85/hAlD2UMAMoAenB/KTcBJnQzgfjL8YcoeShZAFAG0IP7S7kJMKGbCcRfjj9EyUPJAoAygB7cX8pNgAndTCD+cvxTiBI/Edz2vLtVey2YVqu5h7HAY4bkAJSyYua8U9oT0OZO7T6B/agJtrzgNqco3dVPAsE5pXrwnnwq+OoBrZtB/sJB/+ShLCBKAFACUGs7ijJyQiv7bLeLf6coRQ9UZXFKiBKPRBsM9He3GWPJEKlN++pBrhAlJKDmBLTZ7kpK2/xVa4P9qAkS04eJEveMTs8TTw7nMZY2PSeIUsLfSEDdCZiAYf0FTOhmAvGX43+QKO30nAIRsrVFPS30lOQA2ApW1dq0J6Atntp9AvtRE2x5wW0HidI9ekqSP63tSEDdCWiDAkzoZgLxl+N/uCjtXFOS78BDT0kOgK1gVa1NewLa4qndJ7AfNcGWF9x2mCjdGzc2cM8pIVLJkWohSgBQAlBrO4oyckIr+2y3i/8DRSkQHb4DL/yNEv9OSb4dnK8rQZSQgJoT0Ga7Kylt81etDfajJkhMpxKl6IaFQ98hSgBQAlBrO4oyckIr+2y3i3+IkgcyXAHwsPnCN6HdflsAtPsE9kOUbXnBbRAlyTM5tiMBdSegDSUwoZsJxF+OP0TJVjFybgOAMoA5u/poVgcmdDOB+Mvxry2XS1osFjSfz2k2m9F0OqXJZELj8ZhGoxHd3t7ScDikm5sbGgwG1O/3qdfrUbfbpevra+p0OnR1dUWXl5fUbrfp4uKCWq0WnZ2dUbPZpEajEd7owEHACz4AA2AADIABFwPoKXk4tuYAaP7Tbr8t9tp9AvtRE2x5wW0QJckzObYjAXUnoA0lMKGbCcRfjj9EyVYxcm4DgDKAObv6aFYHJnQzgfjL8YcoeShjAFAG0IP7S7kJMKGbCcRfjj9EyUPJAoAygB7cX8pNgAndTCD+cvwhSh5KFgCUAfTg/lJuAkzoZgLxl+OfQpTO6TR4xl1i5NnNIH6uaduHsuIxQ3IASlkxc94p7Qloc6d2n8B+1ARbXnCbU5R44D5+2GrdHA59PaifNM18Rh5ECQBKAGptR1FGTmhln+128e8UpUhcXKPKuqZFy0OUkICaE9BmuyspbfNXrQ32oyZITEOUJM/k2I4E1J2ANpTAhG4mEH85/hAlW8XIuQ0AygDm7OqjWR2Y0M0E4i/HH6LkoYwBQBlAD+4v5SbAhG4mEH85/hAlDyULAMoAenB/KTcBJnQzgfjL8YcoeShZAFAG0IP7S7kJMKGbCcRfjj9EyUPJAoAygB7cX8pNgAndTCD+cvxTiVJ0a/eh77glXA5AKStmzjulPQFt7tTuE9iPmmDLC26DKEmeybEdCag7AW0ogQndTCD+cvwhSraKkXMbAJQBzNnVR7M6MKGbCcRfjj9EyUMZA4AygB7cX8pNgAndTCD+cvxry+WSFosFzedzms1mNJ1OaTKZ0Hg8ptFoRLe3tzQcDunm5oYGgwH1+33q9XrU7Xbp+vqaOp0OXV1d0eXlJbXbbbq4uKBWq0VnZ2fUbDap0WgQX1PiIOAFH4ABMAAGwICLAfSUPBxHcwA0/2m33xZ77T6B/agJtrzgNoiS5Jkc25GAuhPQhhKY0M0E4i/HH6Jkqxg5twFAGcCcXX00qwMTuplA/OX4Q5Q8lDEAKAPowf2l3ASY0M0E4i/HH6LkoWQBQBlAD+4v5SbAhG4mEH85/hAlDyULAMoAenB/KTcBJnQzgfjL8U8hSud0WqvRSf2O4o8ZWg2VXguGS+fXKZ0HQ6THp8c/4zFDcgBKWTFz3intCWhzp3afwH7UBFtecJtTlFbCc0r1+okhSoFQnZ5vRCicL/Y9Lkj8GaIEACUAtbajKCMntLLPdrv4d4pSJC4sOmZPKZoWvt/V6eSkTndCbwmihATUnIA2211JaZu/am2wHzVBYjofUTo/pRp6SpKPnUcF4kIVmqC9ANlCqd0nsB+iZMsLbnu4KHEvCdeUJP+G7UhA3QlogwNM6GYC8Zfj/yBRCq8lOU7bRaf4cPpODoCtYFWtTXsC2uKp3SewHzXBlhfcdrAo7b3OFLu+BFECgBKAWttRlJETWtlnu138HyZKfMrOcQ0p6iFF7xAlJKDmBLTZ7kpK2/xVa4P9qAkS04eJEt/YEP4+KfqdEr+fUP3O/lsliBIAlADU2o6ijJzQyj7b7eI/lShFPZ5D3yFKSEDNCWiz3ZWUtvmr1gb7URMkpiFKkmdybEcC6k5AG0pgQjcTiL8cf4iSrWLk3AYAZQBzdvXRrA5M6GYC8ZfjD1HyUMYAoAygB/eXchNgQjcTiL8c/9pyuaTFYkHz+ZxmsxlNp1OaTCY0Ho9pNBrR7e0tDYdDurm5ocFgQP1+n3q9HnW7Xbq+vqZOp0NXV1d0eXlJ7XabLi4uqNVq0dnZGTWbTWo0GuGz7zgIeMEHYAAMgAEw4GIAPSUPx9EcAM1/2u23xV67T2A/aoItL7gNoiR5Jsd2JKDuBLShBCZ0M4H4y/GHKNkqRs5tAFAGMGdXH83qwIRuJhB/Of4QJQ9lDADKAHpwfyk3ASZ0M4H4y/GHKHkoWQBQBtCD+0u5CTChmwnEX44/RMlDyQKAMoAe3F/KTYAJ3Uwg/nL8U4hSMPR58Jw7c+TZ89PYc+/2DF+BxwzJAShlxcx5p7QnoM2d2n0C+1ETbHnBbU5RCsdLCgbwq+8Mh34XtJ1T9Cy8UKAcTw2HKAFACUCt7SjKyAmt7LPdLv6dohSJzt6xkzAcupMvVwCcC1Zkonb7bWHU7hPYD1G25QW35SJK3FM6PbcPW8HChp4SAJQA1NqOooyc0Mo+2+3i/3BRio2p5BIkiJI7ABrAdAGowX6bjdp9Avshyra84LbDRSk23Hl4TclxswN6SgBQAlBrO4oyckIr+2y3i/9cROn+nu/QO6XzmFBF16PQU3IHQAOYLgA12G+zUbtPYD9E2ZYX3HaYKN3VqR67hhTepYeekuRj51GBuFCFJmgvQLZQavcJ7Ico2fKC2w4TpbBnhN8pSU4125GAuhPQ5IG/gwndTCD+cvxTiVL8VNwhn3FNSQ6ArWBVrU17Atriqd0nsB81wZYX3AZRkjyTYzsSUHcC2lACE7qZQPzl+EOUbBUj5zYAKAOYs6uPZnVgQjcTiL8cf4iShzIGAGUAPbi/lJsAE7qZQPzl+NeWyyUtFguaz+c0m81oOp3SZDKh8XhMo9GIbm9vaTgc0s3NDQ0GA+r3+9Tr9ajb7dL19TV1Oh26urqiy8tLarfbdHFxQa1Wi87OzqjZbFKj0Qif6MBBwAs+AANgAAyAARcD6Cl5OI7mAGj+026/LfbafQL7URNsecFtECXJMzm2IwF1J6ANJTChmwnEX44/RMlWMXJuA4AygDm7+mhWByZ0M4H4y/GHKHkoYwBQBtCD+0u5CTChmwnEX44/RMlDyQKAMoAe3F/KTYAJ3Uwg/nL8IUoeShYAlAH04P5SbgJM6GYC8Zfjn0KU+AngNTqp322GP08+amg13TWmEh4zJAeglBUz553SnoA2d2r3CexHTbDlBbc5RSl8+ncwJEW9fiKK0moejDwrOZjbkYC6E9DGBpjQzQTiL8ffKUpRj4iFx9pTCoawOAmGrKhjOHRb3dm0AUAZwI2TlH0AE7qZQPzl+D9AlO6ofnJC9bt74pFncfpOrqoAUAZQ9lq1p4AJ3Uwg/nL8DxYlFqKo9wRRchdQACgD6PZcdaeCCd1MIP5y/A8TpfNTqp2eb258gCi5iycAlAF0e666U8GEbiYQfzn+B4gSn7aLjTob3JlXW7+inlN0LSp6x913cgCqW3a3lmlPwK0ntp+0+wT2oyZssyH56QBRut/0kCLRQU8p6VTzGxJQdwKaPPB3MKGbCcRfjj9EyVYxcm4DgDKAObv6aFYHJnQzgfjL8U8lSlGP6NB3nL6TA3A0VfQBO6o9AW2u0+4T2I+aYMsLboMoSZ7JsR0JqDsBbSiBCd1MIP5y/CFKtoqRcxsAlAHM2dVHszowoZsJxF+O//8Hd0RF00wIODsAAAAASUVORK5CYII=)