Resolucao179_DOC-ICP-04.htm

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0jkkSeoNSwQl4FayTUQ2qSmD77Y/yXmoPfTaBOqNGNmlDX1TqngXrcMBqGl6PMMiJXyBV4I8hmE4lYLDYWG+NOjcXQD3cKX2L1SVgo/ziPGlD1SdEwyqAGxkXYgpCL5STm6MlgIE42ZDrINOQOm4nTwYCetJg98O8Omvpu4vKv3bj/X7fGkuLXbjgAr1/TO2Ntg8mll7VbPZ1b+pqXtlcJKvK2+949umH5l/766JG/4usTGx66ZmmTffEdz4qf/sENLaH5a6+6FcnNkwRBPcLYiDjQYi6EQh4QcoOQCwSdIOQAITuICCBiA9WYO0YfJGwS0UKHGJIEBCI+UT0tkbxaJjm+6vAVkxxe35vQoCvJ5/UeAVUSNOhTw0+ffQ1VgdeTE7BNeH0BNVVR/gJqgsfMgTUe5QFvMk6D3ERwpJqbBuxRxRLIgFRuFgqjRPXYidhMLP0Ovn0R0x5K2Vj5xzlhygdRC1MibEKB2hgXYSOQB6lcTBZhyAZ/iQ9+ntWDOED3TeEOCvHFwqNP6hGFWsfOrmG1GoVCpVMC/WmTTc9QCo0K1NBao2AUfEbFm0q9iukyOTiW5Rwmo4NXUb+8T03rPDZe4LSK5ymaBjSrUXxwtwrr3FWQJw9D3eggvo95oqtuBDEPqHaDiAfkEfFtiPh5YEXaYOW0OjBgRcS0QnE+lg7DXyIrcyT7NHk9oZFIqIEkzWsMiOjNWZ8vC6UwfixtVcRHuew0qCrR0ZjNFvhsAl6gcsdOxU4gscaCjCk5hijpPC41EUdt5FWi1IoCNTNHSthCTGrofIo2mTqohkycRJItS7sCUxW+ZADIKkECqAyq2Qa9xcBSaoP2g+U7skZXw+JM+4YF9VpWw9IkoxRaV+5sXXvnWNzae3jXCTKtNGiYfqPLpGI5j9Xssdl0QL3mM9dtjMUGWwKBqoDS6LEYrJzeEgoKDWv2d3ccuPupq36uMjoJbEO3QZv0GUj3FaAX0f3rxCpIahci9SpQr4TErEeGpx7Tux7Ru36abMirF41GFi0STGAQsuaNfAS+EvHBjzwsjeQpvRPVdKKaTlzTiWo6ZYVwQo5NEUqkQ7DyJLIvelnw9bIu6RHDTZB9+tY8/LM1jxpJtAKsGLKC5NWosJVv5a2N00CTVy8Yrf2Tz8csGLXCP2ULZcwmClkOshZbKagpiL2xk4jF6Mdog+WohDdmJbOF2O3Maw2tQEPhthfgxnXiqK/2TyJunkHtlw0Y/IYYYjlsaN3asTlrpsC+ABswErE9BmQ5aAVyycUEgbV4KOozHXu+vLPzyhUtBqWC0utUDaO7uuZt7grERvcNHoD8ZhUaverKeTsWRB2Z4YaWDQMpNRQOilQoTS1Ld+VXfWp1na9jVev8XYvrwFUr797aZHF79Xqz2xJy+cK+QMfSVNOKfADqpcVkN7CB/MqmqgWN3mBVkDE4rQYbrzdBWYkv2dvbvmM4qyHZhsU7sf9Knj1N/ZQxEzXQcoaxlraE4yBSB6K1IBQFoQgIu0DECYLYhIYFELaBiBVELCBiBhEOQDEJMSBEg5gTYHtqlOxpnVWAN1ZkZq2yIKDrcch/qyse56bPnsm74RscUn0OSRXHQUPLIUfIcVCOuGdInogStGRNaejEkOrTSPXV8DFNJxNRZxwLCR3zc5zaP6JeSuQQ74zZdCGVQn4MiUFadl0pPn0CX+e0/7wf50TUyeEmNWJFm0Kp0VgqJcGOGOBL7o0vmwIwZ1CtIAj81E/Nxs8ozT674DOxs29qOR1DKtQs+Alj8tR6/PUe7jO8pfgYWVwN/hXs9keKbys1SpqGH4BTcB7B5LHbdJRRqVVSDMQzZ74TJP9rtgXp9xao3/czemhXz0h2NdoEoo0Ia0QobFePSWa1Sbad8Pr2pAYqVtPTkKZVkElVsLQKaWGVfii1K3V9ikq5ESPciBFurN5upN7up8k0QcBWZOQwBR8TeRO8O27gwIDJJEBNqs1ra1v+7AuAQICpHRbOUdSxAlLURAxwP5f1c2bspKSqEhsQH5yTsKFa3BIvBlr+LBIBqKm4NUY4Ty+hPsaQMT5HKSWIkS7rIIZtvIwLLQgm8h0A+7n7e244KraJSxoNCoaklBpWXdO7o2/+7uF4dPjgsvYVEZfgdZPtSoOaMRuL7uCC5K7Hd2XBo9v/aVcLbxf0Wt5h5J280u52+Lq29Xesy3m1jjBp8PtU0F6Hqor3MWTDhtugap09S+yEfPoGAx0nDbBd3gR17SnINy/xR8ku89DOqnk/GOA5CSm8IRtCDDrw3xJieA/L/B6IKnnATZdqcagWJ9fi5Fr4sUajBQN7OaSgClQOK/tLcuEHhAxN4PWXk8hkW2RsYkFtaeSrAV9fm4J1LAw/DeomHMMapGGFFDa4EJxgHkI8iPVLvsSc44wDvT4p4veh9sRSMrdYoKcgx0BjE8DAHUESxJWnKEalKMYZgy3kCER4UgHenL3XZGLUehX5R71Fo6BnjG6nXf/By1qDilLoTDq6vypkgg5SYXRJtB6BtH6a8UNaU9iuob8fhz4wScwjXsdaYqqOgxoGVNOgmgI1ERBRgy5ksHyIKF3QMepKPtG9vx5k6xfU76inYvUAOsfavIrQ633EbgKh6ddkbXhtEmlDK/KAsGorwnVGVH1vK2hs7Wnd2kqFWkHrNBnL6xNhEM7/0edjG/9cMwpFWnmUlcA28mUQ7Z0aQ9SbgUTMQoQC/0hV6gfUkLzBl/8jdFVsTeOfxZpRFrUxLrIy3kb+SiIxxNhxulIhmvSgAobTrOyjJBjeSD1uTg4f+NLu2HBnrRlSVqPUVLWPpDfcvqKWbDiyXrx3ZTR12ReuGv7EmnyUfyowb32uc02ry968at7CO8inlzzxyO3bWzWc0eh1WB16xmA0LDz0+BpvsnXrHaPLPndNT/Xg5bc91nPDU2IyMbS5oXVjV7gO8SZ49jR9CPqcABEhfitpQgiCBi20KMFp+SaCbRa80ZRucFTjQHdhDn3q8KcWf+arQBg9roXCGwpGwn/WarRCwB1U64CV1hJaTks+FXw++KMgFdQGtUb3iHEpg0QZQbtEYmyMt2UhWsjyaa4A3UR9EsRkYSagPOc9sElt+M9iZZuV7QilhsrNIGeDsKIHSOSPUn6qLPqSn7CxQcpP74XGPuz1hk0qetfsHy6j1Kagyx02ACUYp3X2qMdX49DTB8DvwLfarU49TbFaFWgtvqTSqWhG77TS4xq9kqIgfrhz9gCUe4p4giBoAG2Mh4gRzcRfseQ7vMi2e5Ft9yIn60UxphfZd+80Gc9XOSx5+NyC/IHFoqlFL9eil2vRy7Xo5Vr0cu3TZArq2gtTyGRE0rJzScvwLi3bn7QcKqVlW5KeJrm87lHNCxpS44j+ub6eDU0D1Tg3nEGOgl1SVoMs0gPJU58sQTnkwLOn5MjTmVc76qN/FmETHGpjUuSG2Qz2D+ySOUXIljTBf44TgNbHQwEM2nikGKa5Wxp4m4c2Xbmg+KStuhrCmz1HNqWssc6ahjXdVcVZR/Oq/vGZ+SON9kXh3p3DL59uXTE/Aq5u3zbSUWPxRumbot7aJfsH40t6m43qhpErSJAYaHAVx4KtQ7OvtKxo8xabXU0jyP5vOPs2rWU8RJb4LOLLhItojclUjMlUhNf/QVSE17cQFWMyFWPPQUesJwSQIPxEBNSOm0bpZ0AN0UAkQfyoChqT2ZMF9A8kJHJxP5+BFDvqh4YiMSH6TRHoXSdF02gDPQ1qJsQGVRIGPOOiCluQmRj6JwU3igpzobDIMKcicseWhdbCqMWcX3dgwaEf3D04ev+/Xd982aoep5KhEH7Rp4auHFp25+amhk33rB68ejhjYNUK6jgnGPXm6qhzyRfe+fxjZ55aY/HVOPUmh9EM7Xg0Ee0+/M2DB75xfWckEVHwHmQnkCzfDWXZCD3mA1iS3Tk/MCH5NCH5NJkhpUxGSCaTAGlkegbJJ+GQKOqQKeqQ5dIhy6VDpqgD4UsVpKh2XD8Mo7/IUUaSxRIFT5bkbsx5VA/JqJ0U9cMMehPikSXnJjoqRY2tEKy7l/3L248X38JiFf7iG58fnsrs+vLhp44e/PJVWfKhL37wLyOSAC3/5zce3DF1S/8ZvuOGb2KsAMdOHYBjryWexPkqR1SWlKg8rqg8rqg8rqg8rihKTahUJp/JB4fngH4ir7shAl6IgB9DnxdR2OFIxnXDUXiRAmWsfWNXXgUHnjCWQ2SMk51HI7gBjQhlzkrB2jo7JoRuWIEaKIXIWPEQMpuLj89VPQjAzrulDtBqnXL2CCINuUWpUzIQ5CqLLDgKsS5Nq+D9EEkodWq61+g0KiUyKY1OsxGir+JlKs5lMjo4tliv5J2YXhBbjUJ6RYmbMb1Yk0wvk0wvk0wvk0wvk0wvE6TXlM5NeNwsHNGEyWRXwOB/IjBsx1hHctCJGT5bQRUTenVKhO8G0MuTIn4bIZ05T3zemMvxgkwVahSOny1GwfMsHCO+74TBgkMImJWQIt24dMbkgoPtYzmnxeTkVbP/yepYhoEf9JOIGG447tVn36KvY3xEjnhF0hCXyyAgDRGQhgjIggsophJQTCUg2dARz0eBL5qPro9SUYNMJYNMJYNsfwyy/THIVDJMk6nJRAZkBJTxCwSyiY5ngJpgCDWoHs+OmqF1OZrAkAbaIL6EaiQ9GhubKZtzRL0AauOYiBphOuDthMhk1dOgelLMjiZQS+NiQgY2MyiIT1TmEyvASxNfCSItvIR+ylCHvo5Wallt89qbV+388jW57v1f2tJ2oKF4kudpFfSin9NYjWpjy5qNm+vv/59/Xjb2pcI9/Tdt6Xao6bUmt0kZiUcW3fbcroMv3NLldoN9gRBkgFLJuYxFkyPiDgjasSfePvLQ6a9tcASrHQEp7wJlkF4McU2C+APOXefqQVArE1grE1gri6FWFkOtTGAtYo3LFtIg3mkQ7zSIdxrEOw2ybhrkR21E3oIjMPTB8WCAyMPnhA3hd/gAXY/BZ7aakRCKpgwvaMGPtUB7LuKByl7IIQh/EjFFFus5pYdhcM2IVqovElqo99rzkA5W9VxJ16UouELAJRdhgWWlW3qx0uwXHD6zcnYC3tmRkCvNAcHuNyvJQSz28M4B2QWlW6skO2a/Vbqnf126mz1NKkr3ZXqDFZDeFmIDovfxnG3I9pSNImSSEzLJCZnkhExyQiY5gaJhNQxlLSg3PoLJA8kyZ/YncCEc8zlDLQ0KrCgNRWXx2+yVA5jrdNmW98N+OqR+fp2wSB20yB20yB20yB2cC8NIfpJQGUYs0yAmG2uQOFHGQxOGEQV6VDbD55rfMh+QuemHJlU1+6KtukR38CMEIheanSYVNK5Pljr8wWMq3iXRVhGD9rSN+Dm2K9z6jt0dpC6ZtCUS6rggOKY/pptFcu0J1Wu1aiTZag5PRMAX1Uiy1Uiy1YgPEFfm7YgpocZhjWDTJYT6uMJbNexdWhLcnBGi6zQkQAkdQozNle/4bHsinUbYHQZL5ou2Icw1cg5Dg1JUSkZBsNJMtwKE0kEa4nV8a1HElGav3eY3KclimtJY3GaLx6whi72glOWpdW73JUOCClzLgMMahzdiv9zgNGnn5GLbB0dYNUvREA/R4gcPlssfrwlpHVXOM8upxz01do3K5LbI9uQQwxPtxOMYL0YNBrNMdrMcoeOrDl/fRmQ3y2Q3Y7J71PF4CpE9JRjQB3wxxWnRHXwlhV7hCE/ziDpuiNJ25MOQjGEaITJfQOVEGoFw/XkVBLmGTFOcE42COIgGPcByEYJ6KFs6Dubkkz6kszh0TY5oMGgpbvd1ukiSVJq8guA1KmsdI+6o182DFndjql4AJIBP7FafUdlrdhmVGncqSr6W/URr3/39Z/5Udo5frgqobdXe2e9lNq0fSwx9ZYh8DsZNEFRoWZwb2HS2QL+B5+yixOelCKliPg6BSjMClWZBImQ6r0ITazfA6Mojk98jS71Hdpce2V16ZPJ7noFwXU3YoXM0jAaR9sqTa2VwOVbW4qMGO3Z+hlEmiJX5w2fRzsHi9Bv997565DM/u72r/8irR+4+eWf3VHT1A7t3P7CuOrLqs1dd+dDaKvL+z585um754+8++uDpp9Yt+5c/femKb9y+aMkdz2y76oXbB5fc/aw0j4nw03ehvruIauIRjKBCCnmwCnmwClnFFbKKK+TBKpAg2fiLJxAhbhgneDQ9OKFQaOEANROWYW0FtJLErBJzKtDbUyJ83YLenxRxhfPQVWUKVoJUdAXwpr6bv/ar192rMvntyNbVOIClZnDH5QPVU63Lx2of+dyibT0h6t4ND1/RVoyXlRCKDWvLrdm3fOiyjH72/areTRJdaA2kSyPRRXwDy4qHi/NNaKajCY21CY+1CY29CclLE5SX49Uonq7O4UQeJyf0zk3svSsn9jABeUjAcVecg1D72O48yOdt7XDcU/5hm2z6MEJHAfIF8XEWEmw8nkdVp0RY0Y9qHhPlqkg1yzFxyeBFqTh1AfWsNg8lx8g2kweATCQaB6UoRqMwhzwOv1lDX2up61jSenWJrjCqMdV3OhZevSganLcm68vUVZn36JXF2a7F9lz601/s2jTPC42fEqoeNDv1meW54OyvyvSGGJahdM3Lds3v3DbUYtbH2hbVF38fclO3DuywsYrigL91MfafvWcL1EaorwtAleQ/O9EUEwcGOmWCdsqE7pStYKdM2E6Uuoul8iYzGEjleTAYSoVSWqeA6jqRE3JyeE4LVnEi5jmfJuuRJ5pwYpTwwoRdvpql6zEDglza+DMgSjRB6BvJa3hfE2jKo3SrNH+F7pr4Jt7ahkKETidTjaauqssZ8Wx53oorcEj85zCYUXowZxia4tMgOi7yEBxHjou41WrU7HERt4vmrKorcuPyjFWswnDQ5+XGFZcI7BXUxvnXPramc9fyVpsGwmalPr34yv6msfmh1Mj2K7aPpFt3fHo0tnywzaSgSUqhYTWJrrGWhsUZR2p0xxWXjabBztV3bUpZfQEh7LW6jWygKuhpWpxuWtRan+5YcuXQ8PXL6gx2r0nDCyY0sekKut3JeeHGRW2pdPvolRKeM0Ab9HOoawHiBoznhDyKXnhE+UmE3z62QUKAgj/7whTSNYURhXNu2eag1HVpPp2bQVQeV7iNOIZzl6xMai6Au2CWR4rdfo7j0yMI/9kg/oN3cvxK3YyjVxy3ffCPZUnfqORdJpPbqJRiti9D/7MP4sEYMSXFbOvrgA9ZEB+yKD4kmD6EjnxIJn0I9/OVuB/KMWGVSWGVSWGVSWGVSWGVSWF9muQQxkXRgRoJqAo2oY6McCPOOanMgbLYnYzFKgDwFHoRpTzmxCxX6ZXmMKbsjyq8+r7uG6b37vzaoS4pqjUpa0f3Lli4dziGUbPfpAKvXvP1G+Z17Dt2LRUsUerMH1cdXllXu+Km5ZTtXKwfgHZ4K6RZiDgs0SyETHBVCDjQNeIAVTa05KbWDmoFYJ+WDQS+QQZaKJWgGylNbxfsQiTsHREYo4T9jdnc3NoXOH45+R4bizmPl1/Dk4EY62DQSCOkI80tSVAR3gEFSx6j9fao2+IXeC1LFVcqgbEq4PIbVTS4CoAdlBIaVG9IRyk9KH8LaAZN/Y3jDK9Sp/7geTqHylGGF409BfXizziuXCSNvToBquPyepaoFVQRoHokqOHdI/xcWjtXn5SnOJ15TeVjOVudOyc/rSrPzKjmBqQqjwdQ/6FjjNUBX8iioYuvFV9htJaQxx8xMDqwofiUluWgvkesagWwAjOjNgXc3ihPa4tf67A6DAyl1KhIanYW4i+KMTis5CiZszoNNMVCLXKB/1DqWDzW2ReluZyF5L+R25jXjSyxEEZOn8NlneQMuRKXDZTLguQPwF7mP2BZ/1wZwsyKB40RgiMIjiXrwNUV5ZvL5e3ELViuNhTvxTnZJcSjiLbPEg7wMPzDCj6X1xqoJfDXW+ccXdj2HLmU8BJDoIboITpBbNIRWrKs+hmQIFJEE6idCo2afqJcLuc/IHmlTOzJbHYG22TuxCnuFDLpPUM4/dqzpBNCvWMiaiVVjVO0qVATCrlVYmhUafqJCBuTMyCwNSk5y0A8XTbrCE03NmQiCRCnPipbC8uhSJ6yGl3pvrpgR5xjKZ3hgD+kVcdXPv7JD0/fLtg7KqVvccJ39dqa/rpWR6St2qpSK7VGg9fidOqi1q3qRZ/70KRuOImSujYpBRyxUpgnOMeJeWWWedWJy6vOniabcbkAyxVkXZUkFxi343KX/P43L1qeIl6rKN9cLm8nfomxros8QZ5k/gv6mTDRhT1NaCboRlmOafLWCePVzNVyosSYLeBpB21oRjzvBaH0Bva2JT1KAD97wTwPlSZfZoDGIwguTkHPK/6hjYT+AMY3GsAANaninRarh1eTS7a+TL6r51QkYFjFxFFGqSApJa8jX2FVNEnSasVDxR/hOZ67yB+TjzD/Ic/xXIdjQwcRST8HlhMawgv+gbAQteC2vJ7QOCIzP06BVEoZnjGgvqdnlFeVc74IUZ4snCxws1BK0UCNjlRkRiRSwErBKobwjIgqTSnTMyKsVpnoLU2ywGgvUo7tZABJYRxumZtkwbfkI6Zgqq239icGu0M/3TfW7tM7quy+5irhWZ2zNrh8na/KoYsbQ41V2w95YgETdTTUkYo4dCaBfE4wOdMLE650LKhR+FLzQdYSELQ/NHprit9wxdyGU3p3NeLrXdBuvAPpguYL5knabAJoLt4BVk6o7DM6RAHHjOIqORSDQ0drSnX2GRE9mlI4ZkTFVecEX+eMryLAIN/JbL13yxf1Tqd+cuvd6+vvcras6Fq9unN5q4fetvXBLSnY7W8IpobNd65p2tRXNXsq0L0d2xvUxxWwj7XE1lJeH6zMcyqfiVA5ZuQUvdTTaKmnmFcg8crJGcgpxCc+Ans6l5IvdT861/25fPwF8xNSQtpSWp0E2YNXz66gFCqmeK0BjgjcyqgYimJYpvir0/AT354GtVAsKUpjsOpZaXSswcYZrAb2O0qtoOcEveIPLGeDY1wFbfUrzNtEjhCleS6XQZgGq8aJKsM0FEtthmHUwkwgkFDPZKfJwxPmmcSe8jQg/Ic4M4OWjaCxGuDLAWFGhK9n1TMiqjCVMM+IsEp5ys9YuR7knBRxQ/DDUsTkK3BktDKQXdzUsiYfCHeubvS0OZ5QqymofECjMOgVulBza7tnzT2bGrLbPr2ibqijhlMwSzRGLW1z2Wr6t7XO39YX0uunAwGDWaNg1EZd8SVeMFoNyuyOz6xe+8DONs5qD4Vl3p8gT0C7k5DocjSoRVSxhTTTYMU4YauBTMyrgjNyxvY8WzSGcn8nZ2UR+DpRA1/WaYMzcyna821TKUsLPmaWljzBGhxms8PAFn+q4Jwmo4dTKDiP0eTkFKCu9Ix8DZKMomiWAQPFydI9+W7prvhTUFe6l8YMBDhmC1EjaSQBVhFqgiNvPYqHBnmNhyMXCJcAmEA4v0dz/Zj7blm/Opk3CQeRkeaBwDNgJfT5VkgcMKO7SsqhFk7gL4WFMEaA6nNVKX0KKuZsKpKowAYsWPqRjtxlcCoNTjPsBMP8YvZqKPO8rBO/kTuC+/Ej6nfMG0QrsR73o86OmBxMqjGvgw1IYeM2DeWpQneeq3mZ06XkWyHFFVK4kw0Xe7OUyzyXWpScyKSCpgvybqa0qZTIpH7HcnaLyaln/wuooAJzVr0K/BYAlhNgqYH1mHpsPjuneIn6KWu02I39apNWRf4eDg7+QHrnZ5+l0PIpGgaD+dlvl8t/7rDAJvjZP5I6o8OgYLS8Dsv9nVDu34C0aCeWYFpo0tNg2Xh7lfkZsBQ6sWbIGkPcHkDyay8LPKJCIXVSJsIF71SgWFDOOlKXzDqaUNYxkpkTKPINld6oihidgmD4Ny5kAjTJ6qGEC3rWwzebnRaz5jGDy2HnoTM2OCwckvwzWl7DsLxXAJ9yd9VmhquKqxklYriSIX8pWBR6u6n4b67GdKouPd8LnihZTow5VpHfo5zMW4SBCJZ8Eyf7ptsnlBZk8Q9PeGeYPef5Jgs27oenGO+MyOw5LzEombaU9fy0IOWsW/XJVeP/ij6f/Mrd5uTi1rbFKYspOdTWNpyy0JvWPXBZy4lvjd0PP19s27qwpm5wS1P7NnTdiv3oD8hD0EehXOASOReItIgn3NB8qwk+NINyeTMWyI2j2qsrcnkF2UFpFRAx4QTejFh660MTeIhLlQk88lC4d2P3EqXeYUFGx8F/2Zns7E3Y73LH6qyLBiLpgJGe7djUHS3+b1n8fmk30/pIc39DOC2wxTOWcAaOZTkcyz44FpS/+xT2RvEcAZH2bRPVrhyPfK/giudmCB4QPMf7+Nf4t3mG520dMz4kazZZHqU5cgSYoAU+WZDxkjvO56ABPqeuioK1fR0z4lz9UhoOGuQrS8iJlODi+ak4SIeKVJwXAktKTsVJIGofrbUaObdTp+hX29w1rmZkli2QQk7DVzzVhkRfvcCHm4Nmr0vQ9aiY7wSiWo+9d8Rf7zOQv5MEUq182pUMmorPlQn3G8FIAWWgoas6mkuGtEpnKOn5qtVIBoP1Goo6ySN0hfSYhrQcgbQMEC2lPTRg5ZTAK4wz7jlRSIHEzCyyr1MKt3FGdFewP3UR3gcrMyvkCKlQMicYHplXnvkR1CzYYyVNhhEaZh432Azs7N5yx2+HCMTAC9AOcwLs33LyRfJJ6GtiRDfqX6ea8EGpjcFgbiXExRHyVuRlJpyykuVKSvZM6dEU4ywrGTYskjn9sDQH+SRZs+jK3k5xoFbBuSxG6BNssdZItLXaxvAOk9kFw/g/9e0eiob7d/WBN0smodiWGcw4HKmBFHipwkxAeSWo4+CrzD9DXTMSONt5jFdqb2CMfUTuVccJaRfUFCzIwxIh53gV7/LAHY00maS4nQWgndQYXWavmxlSVCUFL0fTxaX0KhbS0MABj9lAq/TqYhbxdO4H75tx4o+VK+tR/NQHcdyvccy9oBxfh6EMTDG/g2WD5bJu+N4S5tewbFG5bDUsewjXHSqXpWDd9fi9xeWyhfC9B/B7w+WyLlh2Cy4bKZetJ/vBJsVuWDZaLlsBy9bgsiVSGd6PVU3+mhzAczsdkp01gwn4yAPG8yq1/duGfcFvMwdLkzEnT2FzZbB/WzTsY4LfFuGjko0tzxBeYvKF/HV05BPLlh5YHKkaRteh6L2ORFdtqrvG5Ex2xVJdMeOza45clm3Ydt+6Vfdd1tK47b4to7vmu6N92zvh1RXp2y7pVfBsEuwlFxB+ok3Kb/vBk5M2XqOFwNA04bqOOQD1Cu0KOpFG3Z3Q5l3oyaSIHyHFwlLAlHWqvMsnV1qUDvaitTNmB8fepzeqGZJRsU8jKM+Z7Tp6moVwn1SoWHLPYpZUW3m9WadmdkGXCDCqQn1ceLaR3Abp2kj0S300gz9P1fnr/ER6mpyXV6tsv6zap818m9qP994g2uL9Npi+uirbL0X4mMp8W4QvSPuTcI8V5a00qKsNmUjFBgq6cieNldym1RdrNNADoxTZg6n2gDrfGm6t8ylplYJSGGta+6py6zq8uvjyBZeBRVrD3W4PNJY8ZzXxmvuTi/KNQqLNbDUrYNBidRrtFr2veVFdsHvp9q4tHokPnVB2VsIxLpLWEH2dqAM/yet6FoR6mkM9PaFmSg9B3J/yDkLfX5O3Ovpqnvqx5zUP6fEwyW927rN+SxYrDNZjKLY+Je1FwRtREB2c/Z6ap0TCw3lIKwWrdSa/KXbuY6zfKotdRXgdPn/PSeP5W04ay/SKzO03UaDtJuTK2NDVPYmBJp9SQZFqLYqaqwdGhPq+ZJ9SDc0nq2a7R1e0tYdy9X4Fys4x2trWvkjHWLt70WBVd8ZlaV7R5tPyPKsx2IxWl9HMtzW5Ez5OobdyerNWMa813miymQS3zqhTaW1mvSvTG+vbzJGUuz4P9TB8NklOkV1oX4mEgMfjfm4afGUyStNE3TS4KW+wRoX4N+V9FtepD1Tu3cDSk0ifSiH0l+eiAhf/pljx6nlbMsJoS0Yp+9UOLrElg0qTU1rdNUoOK4Ki+FW0S5SEsB64IWdDdleVXXuNRl/8A3n6jM3helChwoBf8SANx2ewW8xqcFyBggBWpShW+cDnirdKctMN5WYJmSM6iDWS3DSBG6eqUlUpvXsa/FveQOgDz7W0MI2/qLtW+OackODJT2NZSUwtgedE+Fpd4y/EumsZ4ZuVQhE7RyA+er+DRXIF5JK60at7gp0NES1NU3CsDGuvziWinXHBHOuFgNhhNJis4GoFlAm9rvgbU1zo2d4dqM9vnB9U6nm1Wm8x6Ew61mDUGwKNVb6kV680WsGgzazU2/Ru3yQJvK1Lkd1dDWnwENSdOJGXMxtRiLK+NqkWBHViGjyVt8GoL8NlyLczIPNkTQ0TeIHf1/Z8BTXGrpTokeBOYa6bajJPivBFPvCCyO9j2p6/BD1KpoKuTH+ysiuUyMOWLPZDoX6xb8kVeafWkxnavdCWqPFplcjyKe2hpLt5KC0A36rWnnVtjrv1vkykbtBjCjWFow0BQ7xpXW9V06ZPLU5u2bC0E8IRrdZq4S06Rqlkw53L683uUH5le6AhaBLM3asabdZwmpBy90lyPZQNL5GXZIMDf5xQKCwQev45ryIslPEXjms1B2Tg9AoaP5YGFeUw/kLEjy62gyJz7g4Kcj1FKenia5TO5LG4fAYKxIt36rSUQq0A/6vWQzGn9RajUTP7WaUK4iiVTknu8bqg+VcyOhvOKS6E/HsA8s9L1BJtxPWS54yAr8LQ2Qe+mlc7NG4HB3+Vdc+Ao7BGEziadyljKYoIckHy7SAIPmHZZ2jxtpBnW0DLExTi69iV6B/ef3lKlnT4wUmp8LwBVrYEnxAt+6iWJ0SqzNtsaec14mxjUzm9jW0bxsOQo8gH2xpRejGqh2jZCq0j+cAjd83bubBq5YpwU8Qc6NrW1bUp5xlYsHTsyx25fIfBnwrvsZui7VXhhgC3YHBgAdh5ua2+P9W7qZqvTjT7axc2eBz13TW5DaHqDWB+vDZZbQ36PFxz8Rv2aDBgMvlCUVumPiHhtC5Ir1sgvdD+ks1Y3t31SN4JjiNa4U3eGjXkvXnybB7knwwE2MYXavcJz7PnivupmTlpD+SfFOF7tY0viLX7WOF5kb1A2unztiA2yfi0hE/iVEXqi7xF680s3rXQ0xT3a2CgrtEq7NXN4abhjIPiInVpd8+GNmd4wRVIHRz3kOZwQyjcEDTo/ZlIbOBXya3rl3aGFBq9Wq01aAJWjVYdzi9LqXidMti5PN20vre6edOnWjpXNdut0bTLnwmabFje1xefApvIn8EoN4Wo8jyU90OEAka5NyAxA1+ZsHg1txC5GZB45+enfo4EYRwVCLkZjGOhFbfarPJCBYn1TZIRB+tbW9qaaaARLAaLQUUGG4K8MZTxA6XOxhvtWoo8fs3pm27+YB+aSiNphu44dOPNXV233Hh9joTohlJqcP9WwP6twf3LSProBYfGLQbiGSjqRoIBN0wYHGqpg7B7HMaH46hE6iGyOWxJBTsgxopEIxL1YdQG1hiDDQFKZbDqrYKGas1mW0lSK5h4q14BAg0h07e6br7xUAfsG4nmWfa/f8tNp6+BN7B3DJm7/sZboLJtJVbRq+lFBEsYCBvUxiiRIJqIHNELcfRyYh2xjdhFXEtcDwbwTOAVi7eLS8Tm6w62Hazavad2j2/95tBmZd+AdoDId9FdXDJjzogH92we6MpkugY27zkosq4VawRX/1XXLLpm3v5DPYdSl13ReIVj1VrPWuPIMusysqVD0aGuievj1xy6Yu2yjni8Y9naKw5dw0a2bgxEiMSJxAkeYxr0w6e5E6kP/wCohvFvqYGUofnv618+QggJx9/aRWxZg4GGTDoVla8m+WqTr6Xn7Hl/n389/zlrPffv8Hntl76POpnMZJJH0Mdf0/Xp+hC6Kzal4M9X0/X1aXIEfc46UAF5c/nd2SeTmVQqBOozmXrwXfSwuAZ9/hW9fQTdUfenEECqTxd/kU7X/w7+AT4Lb5ah1g7AD/CNVKJhtg/e3ZdMZkif/FKRhTdvoGq/yiQzcXgDdQfGAcWrqZ8wenzmRxbGf4ukfSzPEjowQliJFjA1ZenqUtaxz4H50ET6wBJCSQAwP2+gSd1xhyMXPN6guJPiF6DdgTn2TpIkcrOvzr6cmH1VxkOvnHr1FPfOyzzCflJoZnbojouwakPwuNhAKe4UKT6H6udVYi5PsneKsBFoJh0vx15OxF4uJ5h4P4//4ehBdibRSKO8T7siymiUzQt1XrAHqJ+cWUUNzSrIQ8HcsjTjcRjMOgVDugRjXVuYG10dbou7WQrCQUbJVjXNCywUuwO/Znm3xSqt87Ba3Dw7+xtGf/qPjP6D+bT4wRFK0bomF6IeUCtJWqGY9gj2mlb/gmUGE0drTBxvVbJGXlvVtWb2sMWF2nBZLFJbs4M43u05Z75UQaZ6pHlRvJ4El/vledEnsK1rhe8fgfyqJnLYQwUg6IhMOIe10WkQlba7wEgNadx4wImeTYnwIRPFq46Y0jkSqYpVxe0Aw+qK1TBWtwRL4B11BK8xph0+Sm3UkUtnxyHyoFGqgfyx00uref3sk+R1vLHP5DQqfcGwzmr3WqjHlbzTiBZzen1Rzu7wmM+sDUDh4c+epn5PR4gQUUVciXo/Jdii2ohumgR5lS3ig+WaiHqabM1zRCTsrom+h6ZAthi3M9vlCRO0DQHYE8LJU3w2a8w6uFekGxxRwBra6HviXB15zgTtN6hcGHHhhC6NN+5Rv2ahF/X7w2YltbyYH6HVppDLHdSTSrCD1gpRjz0oGKFl/wT5FNjWZnXoaUqhVRX+W4V2c+tdFupFjZ6lABQerfKGolriIx4z8xPIx2cxH2tBbUX5Y3K5gmyrJTBmewx+/DPtk+eBJdQdST9DUmgWmLROoM1802Q7pJDGEf33+no2/Aduc/ov7LbKPXcYcp+SUYjZUR/9d7zBLvwHkdvMpv8iwrc/1tY66qJb66h/dqW7l27qLH7bHAqZQdW6Q8tqTaHGYGwwG/hfS11325emsp1VllZn02jXc682dKXdIJ1Z1p0KcG4/9QW/O9C1qTPa1VKnV9bMXwEeCrZUWYvPO+vaigtj8+JC8QvWWIcUg11+9m3qZjpJNBA7cbQpENFpsiOv1lo/SLhzbtIdmAbGvIbfSr7nq0/Wk/W106DhKLsDbZwbK+APhFJR9vqY2/qB6OZxBbXIb60n3xPrWfT+uAgrnLdf7pwJxUutwKBuVjoyC8aaxPHre3pvmBATy/tbHSoUhWsiubF8z9XDtYll1y5oX95epVMoGeoBt9/hd5l6/+Glm2784V39nMvvCPqNDl7pDXmatt0/tvH+zWlP0KPgXXjsxXvx2BcR/4T3nbgWeRdAQPNlwknYwON5NUc74W9LbEELJom3+oNEMpckkw1ohIbQVvPPVJctfM/Xlewiu3LTgB93EpAuKUyYCtIYyytZeGnh6bFk9QdiMoSb4cTQVpX5Z6Lqsq6F74ldBGpnQkQNCbk0JphMMsZ2iWUsH0lEWE6RNzsusowlec3RVR+HrEpHdo2u/WILWHYY7/r9PR9BagtkSgjZJqR3Z6DeoXUGco7RRGbRXA5pzqtUwvv6zc73mW3n5Rj1wvuifjPjfF9ktl10jcH5uwepMwtu+96dH2DF4W/75s1dX6ta+knx0/dsPbyylvTe8cPDnZKOdN/y/KGRO7a1nHmrfstnkTyg/ulh/2qJFaU1BrBjZpXPhFcZ/BUtMXhPtzn6nmJbRS5CPh5HikYijr+KeG3Be6JuswJaSsW2C2Pvj7HLT4/OA5p9HY2BNKLTbuDfbHE92MZq0L5leP8g+FcFLO+CJGel8bCc02i0G5TFH6Jjhng7xxb/heXsko3EY8M28qRkI4n/wuW+c8oVZL1PsguPnT1Nvg1pESQWY1owPKKF0aXROAmXk3mf5230B77Ntu3nbvYrEcLAM++LaEKH/kDEb50zi6X4sD1+VvJtg6G4D+xWaNGwtYriPUoTWvpoVkKGvm8wUL8J+YqTSs5uMjrgaJcoJfIoqe/73X7Ud/HsW9RbdIrIE7vxzJXHYxCmSRNeR0E259UNwb/YGfiLJpW58ZatZqiIR5M7ZJ4ibkqKe0peSqGxB/8i4gotqMak2LI1ieqMi8kd5eg7centdhVTNVYLD6Pxc+JPmnqLYVW0oX7g8oFlt23ING36h+H4huj/lLgO1ll9HO9fvGRZ9fUv3bFg6J6XDsy/ammTWU3dYXJySnfY3XbZfSs33r+twWoBHshwJASs21vcZHazRodJM3DHd/Zf//I9Qxav1+SVeUv9AmKEBLGqtJ6CNOP1FKR5krDVbAkhy6S6ABjgzS0picMTNVu0IcnSXwgG/pY9btQvlBbIXZ+ZLXrwfiA/2uPmF+w+sxL8O2v2CXa/RWkrU+M7xZbSPfXHsmZsAp8v3ZflFyyEY7QQISleJeDY1NwWPBqAc0UT+K9LblNbWOqNCvUB9qbcB+pPCulOIemWHeqKGuvQ61iHau1lXALWMLeWy9fxUt+Is2+DR2DfqkqxNOqbWx/cIiDfyuyQ1lpIfQxuQUe5QA/K7CivtbhYPnOu3484mtf1OpLVbnQMEoVydGZnyOGpsqkhMR0On0kJ4suuWFTLavQaLWczWD08qzXo+FBrnvxVxcCwPSR/RaPVhHI/TUg+WN0WKPz6o/S20r461E/dFhqVjov0trktdYqL7Kgjf8UZil5zqMzjXWild3cI6i71w9LXn7mRRduTJT4yW6AdaiYuwz661lIXhQQ5m1cFdAl1XV0go0Z/8USgYXOdVUO5I5vd2zlZaMs7slLGbLuUQ0vx2AXnDee/Xrky5Jw9buAj97hZLcwW1uSz2X1GlizeTgerYByioooPkqzRZ7d7jWxEEL21fkGFTlFJae3+atdWe2hOnq49c4tWi1Lm1MEz/1Au/W7Ahza3zWbI73lqHBpfoKS7b0OetBI4k3HUb5wGPxx30clp8IO8jnA1btHU2JDFpbbNrQcpa21eU/m8ckUzmgkIRKT9Z2ZpydcFS0GALR2n5thJvR1wXO2NcMU3qoaiAJCA5V1WwY1Ge5B3mnllMba0mgTwR2F02QQ3r5gX8Hn9pGbhQwOB/oX9gdnnKseqNAhcMTT82EjV0qXLqsBf8P4XpbSOnSS2nn2L7oI2Hc1P9kkZMjPZiuYn4SfaMWYYN2wNTgODrD9lAIG3iRkmRcNWtE3MUFakj7VNrKvz+mf37z9+oG3eDc/u3zt1MD/u779uxYp9C4O+hfC6f8BPem760acXdX3y+4cPnbhnUdfh79y94l6xLb/r3uHV91/eOm/3fdAO4L4j+wAoOT7Zj+3D+eX1xBcryh8rl7cRhzENEO8vg7rghnHLIilqUTxDmgkeEqENMp+P/oVhtOF3LZu12ys3ipV8MhOFbozRWsLviviVj9oahlZUsJU7mqjLMpvu3nKkZBgjAtAFu3wtq/OBiXkdloT1M//YuqDeTv7n6E2rE8VPVzJXwWrTi7b0923kGaZ4ubdpocTTNfTzkKdhIivNdU2ofHwExqbjhDMJL5O8T6WNIaZZtzagC62FvJ2RvLTkoSVAPQnfs8Ywm61btejVCRG9K+Rmyqlxxixr8jkH+8hRGLChvVvnMf95hV7D79s0FKi+YXD/8X1lGTCGGwMN13Xq9cWflqVhAbweGAissXgs8fZc0Bbq+tQPDh/6AZSIT373lvkHdq4KxTstijC5cMWRy6F0fGbxms+KbfN231vm68OQr2mIWDZLllZNWibruRifmSbbxiOtGHwZXDH+D62ttuy7SH8lC1eKRk+l8EQBTgznjbFW/g8ifNOXfVeU373olrYL19FURqbSKpo5WP2w0hJ2Of0WNbXMEEp2ZraV5ADCMsf6W1cn3Q0D9c66sJ9bqWb/x5JcmL/vro5FKbuJRROCKr3mjzVdCUdxqCwXP/C7Iz3bOlHcymn8yXzVfzns5KvBtpi9+KQ9kcf2f8HZt8gzUEYWErdIlJlHGqcimUhG754mG8cJPTR8urwq2/G+ez4T2wqdAX/MZ0qaSBP0EjpsDHA8BomD9xZUzBwezeK6OjEb63hfxNVNahx+mZDP1ZVMxYy0SWwmdinf+yH7w8gzrVvvGk2vG2jgWIYkIUrV1PVsaKsbaPLGelaNreqtyaw52FczMr9ej5+rWFV1+0g6mq8VantXrV3VWwui/XuGao1OF6fhLJzZbVa5g25rdWukuj0Rrkl3b+jM7+iv5qx2g4YXOBMMwBxuhyWcdsc64tGqVNdaCXO4oIx1QBnzldYg0VCkJqwGmoNee8K5Wb29tAbpnRdRYot2ogeTIn4yN5OmuPTmrg6DvnhKZfTbHV6zsniqFKiQbyB+U78J+8/cVOb8IZS8Mjp5VnLzsH+PYMwegZYtL0WGPtIEH1hJ85Q6soXb4pwz7bmSaZ9CD9A2qzmr/nG3WVFvtV/xjxvXPbyrBQqx4PCblMHuddns2i6/0uQT3F4TCx7a89kdzekt911P7i7BktmHN2zpCgS6Nq0gd5XKoL3Gfcd23Cfb90/K61NOU7+GYwoQC3FuhbBBsfrfqYDNp7ZZYECSV2ts7i1WRkalRuiqcd5NSrrhjNvx8vPzNlCRl9hAdQWttkW8gRpBSxc/p6ANIZ83aGYpkCIh9lCZA263X0ezHun4K72WetHq1OHjsc48Rq1R6+TNU4Bogn3/DOx7mtgr8SNENhMOoook8uqUPZ1ywF9CP00axwUtTifyhNYXiWjrtkS0Ju8WUzlswINKJxwCHBIe1bmzmZrKChfdYkVFWeoim6xMNnSIbGmb1Y0Gyljt9UasauY/NZr/pDXmoMNbZaT0oLb4ey1jrAq6AxY18yuD9iStNkGsGTEoNMXfdzgEHUNBkAE+YbMVb8ZnRuoEAbwCfoBzjxCaFh91OMBalH9U6B3mYhbSpgvGzGGoS9VS/IQWYW845jPDXwJ6r63jah9WKvtmdQRL7TY5YVxa24NHPu6zo7emRPgaE5FkeNuHpY7nZq0rUsdhpE6zVwteWsnpwL8X/RyHMBMpak1aBaU0aIt+ktAbuo0wUvR6/AarzWkiT/jRqSwsazDrqg0Wi900Wx9AfmjN2QKVo76P/dC7eJ7MZ5jnnZeYR2lUtoxWCwYzaI9lBm2vzHBoV2BmGvw1ryeiUQMBtATahUm0yHuJW+QTFlrkHZUtpZ2ELdOkMm/mbS/iZQ2tL2QAkQGZTLyzZhpAkPJjdB4m7X4z3t/+W+0gTSTKS4N4vJZ07VjpMICZ2Fp87B/e2g2VZe2YM6/T2EDG9qKI2gvgBq3oVEwrDduMu98U4/3a9t+KqF0hUbFuCJ+WMyZRHUkdaAdzMKEVnHdCrbTAipVsPJpCb6JynMvp8OpbPz3ce/VwXceeL+44aK1flMWHFSu1Kpp1zlu2NbPhU0siX7iza/M878rFnbvaBa1WodBqV+V6wj1bOwd294d7MosbnNC+Kzm7we52BN2m2qWHlszY6nLVPaPzuqCtwTxi9kNb04ptTQw4MGb04PKFcrmCbPVIuPlBWP4z5kqihmgnjuH5AGg/1f5Geb9ro7z/tVHmEvobc6lxGryXd1pi6ECHmA+drIa4HkO7bWMcPnCNVKN1GOrGBj/NQEfKHIv0O3u4gSy8PcoMYkMNGWfLlk/EmOPUmPO4VC+CKuZVolSVQXWhGgxKpjyHjiSusOdRy4WGXZqEKuF2lvcADFV+lt50z1hsQU9PVGl0WswuowLGZzDcNCqrFvb1VW28fXnVk5bMsryvI98d7To4v2NFkx28vveZW3r4SEv1FUop86RkmktByOx/VjcHuUU3f21v902b240181LFB0eXt206gOz8KkhjH/US0UB8D/tWV8VBoa/JJ+i8gQ8MvchhZG+dewiZdFR9dJrU5HUJPdDbX/fm1bo+b2gakJOmfuq/69GubpWuDyXiFUdVgwjfxAr4o3x01Ix8JERe67W/LkoNmFALx0VTfz313yJqZAo1okKtjIuqQQno4GTzxQ+0U0iwRnFOet5HMqy9beGKxIb7tzR0XvngythwV4OgUpBGnSHatrTl2uv9+bG27LJcTIvOb/kn3s7r7GG3MX9gYu+tz+9v5RwBQW8SjFGvv8p//MnlN6+IhWJBpcmN/eeq4r2YrouIJyQfpARHiCDhBZ/O6wR8kmQkEmIbiDyiFh/NNQ81k8n+fD/Z3N/c390Ox3ustt/1fX6oexpQ40ElpFW6gI/ql06vRAtJUtls+pytpnmTodnbTBL9XD+ppXBLtaipvEas7edd3xf5ISVqb0JEDaIkPbIjpTOvZRvCsB+Vrf9QiubWtjosJlemry6Qq+NRuv6gL6RVJ7Z+quvjEjkaZFsulrDfbjrwnVs/ivSSTCt+w1xH7CVO4shs27rhy6bBu5PJpmHCNQ3en4hG15mfAe8TSojINXnHulhhV2+uZaiFTA7kB8iWgZaB3twbqc19vVDA8upVg4SLCgzoB+xIaql+bB6Qqy9AlsjskGN2NK2WevXkSTRbgvjh2xUriLt68RopYoAbgFzBrW/OvSHC9lfhL9CK5W+g7Fik4XdgK4K+JAa5VOaQFPlLKKIyzSGteJsriAMZxNMXZ5XlHBWx2qSVw/AJZaGv67174aoDCwMqI4yQvGbWluyt7zjQrcRJIpNSEzS0L292huowE3Xh7HBWZuLSXA1mIpKC1oXLsV7lxbsWWWpNNnP91od2VHc3BnRU48IF7Vv/YcPsb0tHX5OGwbVdoRVLZ28vldA/IUlvY191bjCp5x181OsJeSU2BzGbLZzdqLWHXVgXb/nGdVmWdc2vnXfVknqG1eh1sgwwzzO7iEPSabOTxLU7higkBH1NQ+hkx/fzmnR7egj+XmuOrEJKaL02NzI0QiY35zeTI5tHNq9b/nr/wb51iEOqqwbTQkHf3gelh56qG5xfUPbgRA0UgFSlGMzNmaETlFLcd06e4uR9Iw7DiHeEJDZzm6EQ4PYPLn9dhN9wFf4KnQi/o10oiPBb6tDXQM9SN6icXxDhV+GcD5SD1LnSgGShzDmIrOQFcygqtlZwmi5tuoiciwg+tniQTVZzfPVNo6OfGIn9ASECnvtDU48t5LIoGaWCYvWuaMrZuynvudZgpFU69lp73bzqqnlxuyepYkijVhduLgtJSdMrjS8UkiFLjJp0dsXm7RqJx5fduHQtyztMIV/Rc+U6lVrF6AWjJ6DTadjwwqs3gtO+EIwV2f625U1OV6qnpnk4pTfaK8VEsgbmSpMNxaRZQZRsM5aNBwAhYeDN4DN59djiqwe2UzvnV1+DxCTAV994OxITvc6mW1yt01UvpnZ+ksggSfHsdBcO9ORqh2rJZEe+g6ztqO3I1r8e2t234ftLhyAQAHn19oFB3e2FG219d0NeHmUxpkDCki5caDZm5CXjFSJjy3I4N52PHHAXxAM9hlpvLUl0cB1QePDX7a5/XYRfuHTD98WlQwP4O/Ui+lLb7QURfi2LvndcZCU8gkQnHbuILQn/veIx5yQieM1ehZsAF1iVS8gm8/ylRcdf92Gi42zomBdwSW4m2OVX66Rp4aBak7j/85I4mT9UZld/mDiN1F9anKDn4ei2snciFSX3FLFtd75zAksZ+2GCDHHteoi5HmYuJyJElngWxyreXCvQOLMoQsmiU2Cy6IyiLMKqWQRds8hZEURCQmQJGYglZCCWkKOWhAzEEgjewkCxR5ONOml9DQKmQj8Md+gJ/SAzgHIlGNzmzjv1VkK3eXWpooBqTopCvx7VnRRxZZROweC2cq6hMuJAjJ9LVZQdkbR4lXqY5V1mtNKp98HVm+5YXpXa+Ol1QzfnWbMXIVzV4/M/0ZWDeBbi205/e74nai/B2WsHlw3efHTjnmdu6e2eT2pK577NdkMku/FgvuumLRDZzq/HccMYpO+DMBaMERniTUzfmkRjrnFXI2VC0YAJ/Q8nJpO/Fp0BVYvoKx16jaNCiCnfn+qKfSFGouOZ0f99EMvQMhSmZcSL/9bgqxQW0ojifn/td2+g76HJF2jwYxrQtCvx20i/8OZ6/W49qVe96RqU03lzZ+9KQcUrMQn64pOvMQsCdO13xWtwG5HEb2GEoRfeFAk9pycNlN6lelN0SZgX7/ZG9cbKc9OXtOLw72gjXgTHUg9G7bPjnp7dw/nNCxJaVqOgSIrVNC67Mr/rX69qabvy0U2X3be+7nFq37XtazoCJElG/QuvWxa3OCys3m7UmQxajV0wdeyf3r/n6zd2d139uRWmm47EB7Y0SXOHmP44zluO47mkfNZT+Oxp8jDEZW3SrsxxK4dP1EfBhVOO5ZylGM4pB3lOWaidkC/jyZow+o+tjOgU1LC60NjriBSSfb4Brg/nk/EWpNiM9J8nzcTS0rkJjeqCCN9MRgqi/C7OJ6dy5895n2Ok5rYqls2ifH7AYRoaENbiqXaGMz79S0qNijEaXkKpNwHCo+ulJMb1wb7L+4PzQigpY0D/rZJKoxLSwy0bJXNw5r9LUIeySNZnbO0nl1XrDFqTU4p9wxDDtkBabSGuk06MmqypsYQSCL1m1Wt2w+vksMWS3Yr8kYbo6siqr9y9hmZ2opjUvKF/WY+n0N8bbyl09WUGQn3cwJ7K0BaTqhThzqQxbk2fSklTjGjZwHGptQ24OYeI2uv3FETYYldLQSy1yew5N+bFRP2w0FeyEh+f1rbSXp6Lh8qKFmg+UKjcXaU0IrPCs7RKoUon620di+P81yWz//XzWVOz/PCYozldbdNTgOV9DvSsur9vQXTjbcurnrCi0Lq9szs6/2BXx4rmi4XW9IsUBdlnz4w0XZKf68cOL62mWZZVK9Va9UfF4Zjfyr3MPsJIPEq8jfl95MiuRxGfpw6uW9e/chO622XalYtpECpR9fv6d8Hfg8Q06cp7Gw7fcPDRvocLd/Ts3nSwcLjvmoEdAyv7ugdyGnWMTuoRm1oGGXg5nuwP94wW7L1YEGQ/IElESpoRT8uzDBiNZPGntDRGXlDie7TvjocLIvqmwwcL4vnf1aLHTqNlMIm+Dgae6AvtowURfiWWEtl7SOKSklcFnMfYOQE4L1li+Ztlyn9J8ZL2XJfwjRuw3yuxPjIfZ1UcHzQiUXFCUbHqaTwdDiWlCkvK7cur0lj2unujrAmlabDsqaHsWaHsGZ+GZoHmDU+XZK8oni+Fob6dvbXzLGpoIdQ6pcVX5ehvAyfPkwwysGHs1mWSHKkukKONZclUSQl9Ff0dSTIbhps2XSiZF0rpUtS6QUVDs2PyuaGN2rp7edlW0y9Aedwgnb022dsbGA0hGxzXWpEAepcEjAEjkU3HlYVVvaN9Q4VcT9CaKGT7qgdcA1pskGWhQlZ5Jj2DhCqNJ/NlSXKtUhZEVDc3VBBR7WyiIJbrC3MSkit5txKr/k989s8V0y8g0nsh6dtfkozFS38jw46EYWlsvkWFjjPjfC4lIuHfTfoNc2UyDxQK6AMuJx7GPEinm9DylfcnV3k885EZGL+8rglejg32zt9iQil5Rd6yvX9dT7Qw2ts0vzDY1z5Q12cfwJivwuqjCegTaWnaFbFEOqN9EjaxHbfhEFEjo9GCCJuBwa5Y0ZCQqzT02ey564/Oz0P8/QZfel2hkLhgZq3lLARmyt9r53vvXrjywIDf/iG5h7/XuEtpDZlvyjzUnfuk/NPkpz616chmZL93j452DC5HPnzTfZsy2I53aDs2wd/dMZSzdnv379l9pO+ewg09m5fvLuzvu2xgbGCwz+bIDoQHkpA1xx39fE9vgSmZbzStdinjfaHp9hzpu+Gegoga37+7IJ7bvAO1D+01+gamtyAyZXstf0mFtb7AOH9kQur/m5X2k8WLGOXeu/tXHlzoVxqlRLkQX5DsONAFBQId3Y1BQV3T/8kwH6GFixnij5HKghZZrfq/WmSED05Tx6BMmYil0srQo93EM+QVhJrwQjuwdNiHpMnSmKwd7hsstPX6aguNBqaxLzJgx8p/8gRXKMnIqdQr75w89TKSCOtwX9tgQYTvN9YWREO+VANp+UnHiVgqd+5pUjLHqY/BuMossRvN91moYypr1OOO2tRqW9TtiVpVxg/hQu+OLmttyKlW0CRkBe8Iu7pbSNZhp3/oiqAWIi5X2K5S2cMf1H8YPSX/qVSpNZzA+1yskoX22SlI51rg/7thH4xTdkvzUeT1sBTrL/UFaHdzpb3dGkjiXKsWkdiUCLiE1r6mQlWvVigE+oyydS1TdwaSV8rFt/ZVNRVE+F5AKIjym6XQ45KrTC8wiRdQ8QsfLrrReQEIU9U61uqtsve3IZLZP4xA6xGBcOBhkt3XRkQeWeaYd7DMHSTGsSVbvLjuOiRpk7VjtSKEnruOqWvhb9aLnNHBNXUYGcxvz17XZ2CY+XsKm3rX9K0oLOip82UL8/vSAyVxLCMD6HpOlITylPw/0byMLZfklPJB2FQetrVpT0FErS1YURBRe/OzBbHc4jlYAVZ0nPjYUvuxSX8pqWbeUdkqpdqGpRrbneLOj7Iy3pKRqbZjMNEDhb4uCIWeISEHjfaIs7sVctDxsYX+UgZFdwHMuLROKG7DOrFf0gn66yWdYH4HZWGrtP8vr2prswvLlm3diLRicoEghDEg2dpnRzLgTFSHN/atLQz19vV1FRp67NpwIdHnHShpS5n/FbxHSAQ6Kl5mvGdj39DagohaaOgqiKiNRLgglls5h+eXVKe/lb0XqBvzu4/LzZou7wXQsLum2w2RIeSlxVttX9COeHkJbbwE5/T6CwGirkJZMd+Qrhbvlf3DNuJ+7B+Wy/6hHgKPbYHAtk0pxBmhb15H0rxjE1LQvnWFRb2pjkJfX/NADKWp7UMSrkjJismn0xJ/TkAYAX3Gd/CBJlJ1qJR9i9YVRNhCX0dBRG3YYzjnDFuRkEOqpIywnUvrY2n9GZBWOf0fPYq9Y/uQuTrk0jAUSSvUCpW92uuucxv+Lx7m9Jk1e0bjsJJKw3Gc0cmxKrWpbsECqu1v8DcSj2R7ejfxIranN9209q51SG92BiC3dkFuDcM/UvERxCrf3Ws713am9u7auTj96bv6bisc6Fk3srOw18Ds7dsysGJgIaT28eaheF/NXDwve3qkXDLzTpTiLsS/iuALt3ngNjS5sG5k707s/aV2m1HDEAmipu01lZG7DAqQzl2cpcwlGMVfdNn/36OnF5rbWR0ym0JtyI45qWN5O+QkNptIGKxVkjBQLBQGg83vcNd5DH+DZZbh3/ky8eOL8/nMQN//4+094Bupzr3hOTMalRlJM6Pee5dVLFvutuSyttzb9rW399UWswsEFpalQ4AbOiG9QgIJy3YHbt6b+/sIuSTZfJe8QBJu6uWGtOvkzc0lpLDyd86ZkSx7vcsm7/19eLGs0ZnRKc95nv95aplUOB2HSEWukENayVJjfzObLp/DMRYZI3ZjinG7/b0Mopgxqx8RiaG5LjXYq5/L9fnFw7e1UGGxFfb6WmXZjYO9OT08bff5y4dt3N6SWxaX/L3HtwWMQioVbDqbNr3/OS0brj6nVZjk33kcK88dllnXi9VN8qrJyXTK7WbxzJ3dnEq17cdC6/pNaTSVzt582zVwKnf2bSpsmBvqTfvb5noLDUNVc7pUbuHojCWCy3NN7044xegpQxvmiug5vW1zxaonlc/Qy8muv/ugdBl5VjmkLQgySqlQp7Jp499yHFqyHaQli1QdwRZW7O/SQS0DUBadtcT1/J3sS1gn/giWcPkBdGhW7/D7ifodO9S9a+sIdLY28eoRxMGMm4bzhbpCS4spMefoGyDUc6aCHJu/MqKAy2HVFF7Hl9AyVvIQndyEH2ArVp7gSMwV0TNM6rkifopFWkDxMWL+gSstTbWZobw472uyB3svMSv07R8I9rrUCoqSK2mlAVkh6jwceFyJvDXg0fdtVJZCx/2ioWAKOowK2Eim4l3RlKlve95JJS9jeBCnv9pO8Ua5etIbkgGTmS5b4p0+XquSBwcPj5BaaZ/9Tv4LuM8eJL6NeVRHh20E2WvOhqemNEUtAoi2UdsNt6NNFtPs19jgT/gWojYevqFQLBw+XLtzblXfSKEw19h7u10bnqsteIcMQ3cvGM7xklUODDlR01HlZ3GpqiMgPXnVzrkienZjYa6In14bniuKz1fcXW0hx8tZOUCU4+pkfyOgXG6V/7bFl/9CxbvhcvVuz7uuJKWQfSnc44LbcpE5Cjwa6EOGJ79GgfOYKQxO/AGkEBSOiJ6ArOG0jn8bU4gBUohctqF6Sa+8WyeWJZc1G6fvXiNhVXgZ3oAvb7s8FaFcBlmIWe+l/oXoIEaITcCEebRRl+hDdu8+pRr+8vB6MNRXl0P1tuH7nGTxhq8/PYc+yilG4Z95DacDQ6N2GZem6hQKZJ3lseXwa3kN/CNRp7DbFXUJGbI25uuRuXEt+oq1Hh7etjYWzLPwNcilFVTTwJvqyV8ajZubqF+1FWKerh80DWz4gWdUCq/NiWUu3xANZ/G6C8jMKOadiccFHXLaiMN/8fIvRIlh/Fz1wJtFtdE4+csiengb9asienxT1w+KTQOeDT8oekbLwbg50aGXf7liRoMEsuBrgbMluYGYLrYMvRqRp0VD44LnBcRcQMx4YhRJS488M6SsWR0kda+eu9XvyEwfH2ncZteZOxt+031oIlm/76mZ/U9ureG9tZ7aVCboDtRP3ToU7XMDXhBKpR3T6b6UeceG2kLKPLlp/FeeqEV1x3WDOzrs1BG/O7AmNfKByRqnSZd0+ZMkQ3rb17V2HFpVG8yvq/d2NNVZrUM17ZtDwemu4RtXJlRKb+n3U7s8Tf2RdTvdjYWLG1typNKaiEaMnd3OdAfCy5shfXyM+ibRDtHP3dhinHGNIW5CaLVEL7K5ayJOYqKpP9Mx5pL5O5GnZGIAolfqrH/I8htaXDbRxoXRsJR7C/tjaaruTKBbzxQTA350c15V9A/Rlt8UaWlRRIuViHiXS8jXDhYn5TJXLO6X+j80Fj9drN022WBQovMJUkz27+nJb+nyRAf6+sJll4ho34q+aNmmeYlTRHD/k5trWJ1Rw/EGNbI86a16W/uOoR3R5gA3fPuJrYdfuL1PCLZG96vEQBZV6V3sJpFbcdv2Nl0Uu0lAvv0kxJafomeIjFgR70yuHsQWSuRKhviq2rlSLV0oc80usUgpLleKK5Vi5wkWfcaI9UldMWyQOJ8YCPRWTBBwD4GUVG5TdKluFouPWhPY8qAqVpqLkFT3PgaGpSpo6lOLdMA39YhyUa8o+1D3Pdi//soGgGrH6bJOnyTunP8LGKdThJHwEk+LlUf9o/6DfsokxQosqsKkx68/XVKtSazO9CI5QzgI4+XKf0rTboRTeY5xo/rs7lnQccbK9+M5fGMuLvmNSF47YrFqK2p0tii2glP3cjy9XGC43oDTRqJ0cibQsXRu9DWtLXH0/4KK4g6FOBcKkG6JRZvh//PzqGYX+Cn27/gk9u+IcxV6Ah3UP1bFrYM/nWGkjpfj1qUOLh+3fkmXqnoCyZiiIEGLeXDugbzhCbge/cQqYotIv18hBshDp8YiU7PwZbWrA84g5hTY0MJCTrGtw+Xv6d80ieZz3XCyv3kpp3gjAw9NEFZUM4vXpIRwebbygGH0hHNF9Ah/87IM4+VMvPyg9+MZlwR6NS5MR9Vq0VV/U/fV7/7E7tqNo7VmBUnKaHiwja7Y3pObanf5VvQOhNZd3+cqS3tDvCtlb27vCZcB4sV/gSsci7e2xsge9Bu9ExmKYBA4rUEr2CFDMWOGsjXYEBBad94zTNaVZ//iWy2bugNCNJcmj5SvVWij/D9Bzr9eegRsh+sTINLECeyFPZoBQSlEAL7+F6L6YNmBKog2CYsuwKWLqwmpXVX1XnFXVMr4oiVlrFYik0Q7JAnX43TE3W9AkFFcTLhPxFXEvkDiXkE75Qy8J5LEmwXeQBswBpTW7eW4uF50xfkdS9PF0XeLttC4K7+9z5OwqGSAUqgUcr/Zm3Jpy1hNX55pbvvRlXEloxF0GlTAnDYkCv3Us5dsLbhf8LyNwz0UEGMJT6rRUM/BkYYWDU+iUJSQB3+0eCBXMYz36fqVe1ze61B2GInxSh3mg7gO8/J1lxdWEPOE3jJPWKi73Pv3MYYFdl3mQfS/QswwBlwYT9p1qAi6HsmoEI8KNYYt6PehCdB7aVV4saJkVfX4X1cknstlQjVfXRmxhjGuZowLGWPBhzQy58dQlb6xjrD02Kq4mP+zJG4GT1H4RfAnKHp5ID81OBDAPuCdAx29iab+xFBFYIphBpUSss1SFVB4ypFK9iH5SaA/7CcHkQg9Uxwc6MRP0xYXP85Sft6STOfLCNXLSFlnOX5RUvPQ/yoKW8hlanqSzYexdR5pGEw13cnmIxXZi1IomJy8YuhD/U3retJ8YnywL7Dmun73ghT2Ny+RwpdeWZAA168ataU6I7U9MT0Uz0MLWAaue4aYxevOieuOfkmwZunaSmhmKQ2g0DEXy/NldIPLsldVZAd/Oi8BHIxYmMRAzBroLy8YOiNUEE65wq20RvaTIshhi1X3iGGj77siixfg8jCnMtVPDL8PzFk0nXAaN4s2PxQP9mM4jyhXxSt4Jh25KIjoQFRAtRZDahBSgpACxCgQJcEytZF/umxtZATWXSkGMFVFlz2Liy6/QDKoDut5jhg+BBfUOgvAKW7APwtIyW8RxYhJE5uqlFKeLv8nJssAZ4rcAEqWQVb8Eq8mWQb145bDX77m4OcPNDQf/tJh+Nr4nL1j7yiE5l57bu9oYW+PB/z8wFfuGuw6duYa+DoAX2/qv21rc/2m24YHbtvSXL/xNtH3Fc8fxkbnpBjHMXx9FF8flK7LydZRKcax9Cj1OpxvFON4shzj6G1gJPpkJPpkyvyTkWaUwTDcKIY34kBHXOFWjHRcNr6xnx+9bHzjlcMb4Z3vF964HKleNrzx4Y2Rns58oIpmDUa7ThEdGh5PIB/M54x1OLyxN9xzY3fHukYb+NV1/3h7H++r95c6ytxe9qvy4eaGWEfUOHTHiWtX3Lq9TQ9PN6WPTK5t234TIZ4hH8VnSDS/50WJACfYzcbR5o4z6nJwKGbjceRnHyPqROKtk4i6TpIDdRKx10lLUIf97I3BfrY97pbxSTRDtoEm5GfPDyMxvbyffdnNvnyfLYk9Jm0DfBN2s8f3LnKzX0gKcPXnTBXiD26DouLYmtn20KZI74q+GMoxaljuWFk6U55bcCHa7OfK/vaLT5LviA73oqMiOkli3ks+jWOvRV/BQ1kQ4iTC5aTJ4soEzEmUzSEC1lWVt0WUTNggXQfzqvhAiDN6+o1DhCQCQeqlcpVaPH0n47ghU1xoaZGk2xKv7mW5KCJNOfk0KVcplWZnwGhNZ1v8S3losLOl2anxBpxqGQWorSaXoFKplIbkUOPF5y/lorc39IQ5SskwKq0dzsn4/Bz5HTgn/YDHVKdODeYGRwdvGTwxSFeVsP6jVLoaE1onCr3VLyltjUtagx/m3WIda1zBGpGtVMYaucYjbmp/AfwRsc88gwLZ1Xl4XY0UYCH4vJz6hJpUJ3/UyPxGGBM2C4cESixX/W+opvSA6ZciS6gUqpbKVE+j0sBVZaqrzpv5YGPyR0WB+U1RrIJEaSmpVPW/4TrVA7Tpl2VmUSlSjaIV/p461eR36jbeNpJesyJtYmSoDnU8t7op1pOxh/Njq8bz4ejE0YlAoSVqVFAUtvL5GvpTsXzUGMlPrJrMh4F2RRFSidlqCLj1EMzaPXadvyEYqo+4ffGO1W3ZLf01ap2RV3MmHmUeNFlNen/aEc5GPL5Y20rxbAvXk95PHyQeJv4gZnBqAj8kdhBTcNY7iUPgp2cCUf3RO9GxpIWzcvs7d3TqOU7fuUM2fCsxfLTgnru2t2lqb+/gbybGJjZPHJqgkhPJiTV1r4T2Dqz5Ze/wndyctXAvwvcqUdZVhxXySO3YjI1O5VixlE50zeZ/jFIkicG/9UcL17rniuIXTQzCtZngJzwTcG3wd+2te6UIv613zS+L8Pus3FzRWlDdi48NKklSLo4vjAsiWqwOqV42TIxcumLGK67wVQSG7SdlCrU7gq0WrqOcDtXZvtGa7IpGutM2v1OJTiwqX3agepmvTCSJsX0d1rjOZE5P3b5y4qaVsbdR1e6yoURSgwsmgWW5siK8OiystjeaH3B4XMvQR8uVqatly4qQXG4phLoOji+KCKtShUP68s7/jtwv+zLRQtyLeWiUEPwJiS8kJH6RkPhFQhJECYm3JrAZzKxJzPkLTs2cuVC7YDqZu4CYZ50U4XXhJRxaDx89V4RtzXmzZq5oLihqq00hcRt/4fLBgVdaN3K/kvdEk+be7XnnMXHVbi4f2H6BrL9wvhv7zAGHQUmr6MVmB3G2r2AwwHMk+yv9AWI78ShGShOdnZntdWjw1hFHKENkfPBHs3Zke2HjRnldaGRubaER2fGYwnDNkKNgmpP3SdAH2ZOQmQfOzEuSFemC5JkuFiCVHrF2ZK64tiA+RVMUHyM3zRXlfWUchMxG6EmIry0x+IArWXGvHKBbnmSqxV/Y3+/rRnFE2OAXT2Nrziuile+bZZFVildN6+XXgDq/EGaEzTc69jJBSdXmPq9w2UUSMS9cF+p3dApi259hzLuR/ET5uuxWjIV/JvlXPl+mdeqHkNY7RZ+GU6lOHmkF4i5XnEMcVE1l450FPj7Xmi0gvcbp4LBKDFu8APkiSInuYnC58FppYNNsfK7Yms8WggYMoXB7DKGwDytamwUnlL9p/r/gMpUD30upq5xju+29J/6OmRTp+1XZ96FYeUqaFy2cl1PxkbXYr1LTpXHAHyIbX0mMFDoLra2eQrpAFtZq43PZgg5t4eDwVNXWR1T+0rRoMH0JmbcrcenS1FnFxxAFvkCyVCG7VosmEk6jTppGxdQixoCInUdRh8tZSE2XxB0uN6MLyVOF5TiI7FWlIFqrc65SZ9WEk5SCc0WWn3LwT2W1FY701Wl/0dBXsX5vcHp5LSPNetViCAZBo9FcbjkAUKpRhKlaWZq/HL9WbIa86B+I7+C12nqkG63VxlvDyEDVdW0Xb0OLFgrdFhrvyoZMplC2a5wmdm88euDogd3M3D19txaOFLrDto1zu1GeCdmptcPIfe5s23AlnlFcwYxoN4Frh7iVVOViwexdXksbfvA9zFyx8ujdG+eKuwtr+/Birh1uQ88/V5S+wCJyL9HsnZPSAF9NROTym+eqt1QVAVQs5IrNMlolVxixrdrNVWIqdV7R+l1TtZ4KwRtehj6UvPd9qQO8hqzmwU6f5v2jMi+zba9yN1eTD2a52DQu8UT5JOaVcyKvpMkyr5S/jXmleD1OG8t0Ju+EPGEvcRrTmbtjFLPIvZm92r3T03u1lH0E+TB11SLN6qmgfRLJKvP24cJQR6G2EI97mtJNZNMoYZ8LFmSIORglgCmxhpyIDxBPXchCgCjq5Hb8KFdx4VlEE98EGUVTcJQI2ueKwYJRhvmDsYwfF7hDxSfmb6eKq2DVYEf10gvuy/DihaUnu51m7P+EcjWnqshpgd1Qycv4uFxpcS/P6xc5yQDiURTzT/1jRT/pztUDNoxOc2F0mgsrkaYYKyHCPFYagz+fE8/Fbgn9uSX0B1//hE/S6A8E/9zlo7VbOi+6cWSRPtEfZmlrf2AW0AuB/2JSXeko91qVEtmeV0k3aANYIbEQ7l/Js7sk2n+J6aphwXJFfUyhcxrNTkE+/DhWRJbNUeZUId1xdIXC4EbGKFVFP3n9qpG2XfduJX0VO9N/j27qDq5dRV5bZfeD+wTPI94nv5X0ayN4n/jm/0IdhfNbAzSiLdA//6e8Gan63Ur0O+gGLvEPFzBJ82SUXg0LBgD8qpNeBfh5vhH+0SiAkADCPIjQwBeBF9p9IOADXvRnzgsCXuDBVz0g4AFhDlznBV4UqK4SjAWvB57A4btf5lUQsntR7gH0Dq2kFz1fDW/0Rvq9rK2fHZIyKabwqhDxaazfjIv/ANJyiusG38fj9rOEF/A0/iIWflHlGWK2xTjciIsLyKG0iwu6o0oOQpI6CkiKLF2QaWwRlyti1cpK35HRQKl3m51+vUpWklF/JRm91252CQrqkzIVo1a890WUhVGm1DLUGrVORcEdQcJfqos2tZp8G2UcJFHxLUBE4boMwnVJEZ8T16V2/mt5AWWpQBSfRLTemgQWOBPnUGY+CzBLVG0qXzIBFZqnGLIioXvaCNDkBw0sYD1ISe9Bqnm2Nh3t97OCs1+oKOKbc4IOiCkViOlpMI2mTZy5uD3PVjevTt1oKqfaZcEyiRvtYCFtY7dSH3a7/EZW9v3vyVijz+EMCkAFLKV3lUAf9jj9BkZ24V9ljOC2O4M6UlX6c41Wr6YplAh+R+mjKJUordZrwXnwtFavkVFyRlE6CUbhCyVjDVxpI6brdQRBfo86T8TFLMNfIXg4Fya1BgyFePQ7BdvUq3pUpCoozALytLXAhbHKfLCSuHH6AqQjOOhTQStqchae+zlU8AepyAf/xqyN8Iz3PblSq7z4htGOVh88ULqF16MaQKSMFdQKdK10LXgKHq7lvShRo8Pr05pMVp7c6w2ipKlyrUnwaC1mG3/xcQVvF+vqkV8n87SdSMDT7/1YyimMLbNg9RkCeXaiet1OLviYx2M3PuRJgnQynySTScb+WGSm8RHmCHVY0rTiat0Czhtd7egT9AQfK8Kbk8aHikSST/6fJKWm4P0R+2PFyAzT+EgRP0PSuEo5FReqPaD5WD6fYqiifq1Op0jm7S6vLTjdUjPY4I4MFrtXatx1oWBbwqXU6LSt29t7ppttd01EWkO6TE1NLkC+pVazmnQwaqrJxZIrEia/PebQ6IyC36E3uCzOhuHUcbXJYwqHA2E4V0U4Vx+X64kQ0ShGp51i3OkXwRpksAEfzAuE3s1oa573zVj3aw/XnZTKXktBvzidNp4U1MpX83xRbEfXnazUwC5H9Valb5Av62tTrrNpFBX75MdRkh5HJpmw2H28SUvLeRuquUpn1tXl1zfZ/kHjzgSCvalIX9SfcfPUu70zY3HG5Le0qTXIEYpy0CiLMCqU/UoimBrb2xPsyXqiDV9NJtz13XgvIDqx0FYiTUxI9X6Cs3DMHGN8wun7MDdDPVkT+ZjiCEqzgpIKVor75E1O4xNFJ+f7cJGbqaGeLNYoIh8rKo4sKuuDaxxV1rRKCSkXnebE2qoWUqbwrW+964Pxwd0dhngkZGZRwVhGoWAiOW/f0OBAvDPEKhTwvFKv0WkYi/fxB0YPDwbkrCAwWp2WNegYmde8ecvmDU6/ShDjQgpwXDfKBSJAZMWsrKdU1uyLYC38MAHuzfOCe79VRUWeN81kPqquovdmMZtweUVRI1Pk+aJpRp35aFFdTdSSGUF+9cl6ICHfaPUKJk6e2tLWtaHZ5unclKudiKDa86iS7j2RvkgAYnW1KxMK9CfJ/xBXsTNVmxrd09Z7eDQeCoEkrZRRUErQpclk0lPf7Q/0Zr3xLBpzHxzzAbjng0SSuAl7OiQhlrz7jF0Q7KFZsCZvJuz6R7VaVfIhD0qEY4k+7JlRPWY5Uq5eM1MpH7dQPtat1T9ahPfIknCry4Cdgvd5og8XPTMW1WNFy5FF9ZarK7pUsuaYjIvIYCFnDnnApi89pIt21YZyGS/DKLW+eG2j57HHwgP7enohfLxbtqLHXx/QkzLCZg23x0wsp9bbHFatWkU//FjvzEgs0ruxQegdNEfqpdrTAfJb4AW5g2ggVmOdn05HaE2zYG1eiIV8ysfTB3xPmJ6IHXQc1h7E58E50V3995mXRCdnQ1r5eDF9IOZ7ohgzwf/FlvhgV232DJWPcqbl4jcaFvyXwQukTE7J42aEkq9VazXs9XKt3WCEyz3CQi41gkqnmmuNqILy/9bqGFKjtsecTRaH01LKwcWXIQoA/2xxOiwNjRNZm1Kl1BgIioiBd8kdcN+2EUPEBuJtUX8+DnqICKEDE1C0rQCT52vj8Cdob58Fk6cUxDBiaXZiJVidjwRljzYfjIw/mjeOGUlj4SEuqaAaoNhXqz35hxpmPGvAmofyHuBByUWVbMFzHZGLT8/NiFQCDzVzb0zPNUsJGl/7IS5khcJM+Z+Jcbq1zbJHi/ALjOOPFgkjD79CrS48VMTf8lP8LQ35h4roeyBReYCGqvoiC4ZZUg4m+FVx/uXpeNkG9X5+uw2XuO3C/xXLuO0C6R25Q6Ma1Gm9Hauz7iYdowl5HkkO1Tv8/QcHCzs7XTVhh8dvM1l9HWvqHCnjOZb9akujPWrXtNQ74nZNMpu6228Z7Im3+DnZv1lN+rglWcjYNGrGzOsspJw0hpp8ke56pymU9UQ6XZqUzd9qNjXHU4U6u5y2fDLdKDjDhnQ97wyU9rpcpMweNvk9nMWD6xaR3yKPQbkk8eaTER1aQQfBQnLmCIcQMWtPxmd8+82H6cNlV9Dm6gIPsEVce7JYaVP2/2xeZADFhYCv4P9JHoOgwqCHYqexyV+I0qIMkpdlUXJ9umU8YyL/o0KtTYW+VKL0WPl9tRSKRQIdk82QV22B+5Sk/4p9P/Mi9ZrAmwSqw7YGB+Dbzlj5Q3hcP16o3YFcMm3nitY8/ggOx/YdRBf6S/reWOVR9g7N2YzlHhttHK3xpZNeXzLtXegzaZEr5SQJf52PuVzRmNtFkPPfB+8CNeyjD/LTQekEBN48FVUTSJCY4bnIdi7kPGR4kr4OcVDcz5fEjoZqYEfzbDGUdx6iDU8WaUzXUncXjHWVivTLdhwQukShwZQ0wf6xSrmKMwrBgIKz69Fg1L5UyutPprzkK+mRBpdcoVDreYeZoqlEM1l/yWgkeiL+AOmpypd0zRmG349nuexLul+c2GVn9Q9L135hAhcWmSh/F/VrKIt6iQOYdhv8UACdSrYJaOocRC+URgZGe7JzxnOyeaatIZo5FD1coeMFD63Uz5rhP0TM5k5IyZ0zzZ6TxcU3LPHBugJdL32P5lh0/zFVoux+DYeG57c+6+mOyDmb3mjnFJmsr6tC+Fa/35zZWNu/ymKvS6UsLSO1hssT/9L3pEUN/+uqSzamHCErG2ifaCrPF3kUzleNVMklICzsdS3h0D4fngmYPYfKUyT6RKGdjidHG9Y+X6xqUeUBdYX5WBg/2uVH0aLq4WAbmvx9kfI0WP1ea2ZzXetE7aId3o8G9eglg5KGA/f3CohFPg3Ho4doRKrtZwD3ovo8EH2pGOvj3Iz/wyKSrqrtx1kfh3CS9n+4DJ3f39Gogfx0dPSawuihfl946NqRgQP9wQe4YHsy1h4xoNeRVdS73YcmEuGh/X3dB8drooP7+yN9WZejvq8m1lvv3Cj2twj+RH4c9hedAbaKWsE0g5bAiM8ABsKIDgBMOuWW0fZD/LWVYwDyJ5mrPgaYxDPAQtPqkwBqHb+Ck09lPS49CeQ2tttqYhFzmQxprYn32eq2tC2cBAqJSG8kUIdOAn0zo3GV3mkoXaRRtRU5xBdzaJvCZapNp0b34ZNAvP6riSQ6CUC8DMd/ozR+fCo+5WQbRbycAvfk9Xq2MeyUaf2HYs9bZuo/qj1CXytC5hx2eapAZlO5nSX2fNEyo63/aBG3FVFzbrGLUzk0c4nzjcmoWAqbRYYDN+LabH5dk83bubnDmqhJOuScSfBaReDs1bLwVIiAM1ceM1DCY4+EnfG5SJyCLy1GztL+A6/i83Iv9qz22QgOQWa1jXkpPOPjjK5DxsMLnjO/f0lMRq0JMy8VFz6/Cn8ZadPhErjgVXj0oZUsZOwcxBmmag5jiYX8eq3XpIBI/buCRaug5TRriThLX1i86/rcEbNSppRrxbrxXeTXwRwcR07MB/kVohmsPOup8dSorbNgVd5JqGMP/bT2/9SStQ0PW5vp4Azz0NeEfxVIwfQwfaS6Ns704uI4+WBt7KGiWPI12PBwEd8rMA9hZxXINwXa9LBE5WIKTVwiZ3p535QGeOCXLbHsiqdCOCdzgdy6rKc16VbLKVohY5yRhmCiI9bRn4t6msczrrqwjaXhJ7TcFEi5MxCWD+Ri1PXxroSF5Ti12ajRq2lex/nCDq/ZHMlnw21xk0qtYeAngprW8JqozeW3mIIduCYLnK8T9KeJjHheOE343WG07ryeY90Hw09Y2Sf0B+NPKkROdQEHKb/0+6+/js/ARvdBffiJolWf17NPFPUHFfEnpSMwNviX8/zgw8/Sk8Gi0wPScqBr4IScMbm83OaVIyzLqofl0snwPviOvc8Ts4XkMjlNUrzJAgGBbGojCKGTwc20kpbJ4K+b8bnht7UZTsbqJLr+OnmMNkAEI9btVPnFTe1EckXwq6joIfMhz/OVI3BOKqUlyhVOaqD2PF91+M2VEaT8cqpr0yLNNXnM6teZNXR6R13reK1JDtGkwcrLG5u9hWhZ6FQOuxksRMCQXNzC8tK/9PWnEqBYfg/H5Ca/Dc8+BiIs1dHReSEsvOeM3qv0QpSxPs8qPF6vxnZIc5g4JApLYE3ZLOhUW6mjU/lcFJXYnO0iDXKptgwZhif3xWpd0m2wc0pK9gLFGHwOh9/IUC/StIp3GEwOnZx6mKTuIZW8nTZA3KXmNCWtEkUUK1kl+C+1oFbSJB7NJr0efFqhlFNwHBEo81fBcaSIw6KE9IEzhIUIQHmjSlrgD2Fm1bPg/jMmNsUys+A8RP0ePxs95Gdp5yGhAgVwSZ2vVw2wchrDMTbV7avUssAk7rsUkCpz1zfqwyFxyG4glXPnADlGA95js7j0SvIDN1MqncNk8/DyL39WDjiPzeoUlNSRw5SSsxttbo6Uf5L8jUqtkJGQGL/1LbhJsYMjUJeUGnhRrqC/+r9kSH+h0Kj+KvGrV8F/01q4lmOSLhZ8/5zLAH8I3yz4QZ5VeYUnrQc5/0foayB7+hr8t6hsTl7rtQpPFmEL2v+RImwDN9/X4L8y36noXvX+iu4V1VqHC4033H+jipilD3Jw1RjF3FusFuObTbzAcL/+My5UpuQMGoXJaGE4jmfBkM2uhe91ZqveYSidoeFhHOMHgjoP5ceNEC6YiDZsjdIweeMt9E/guf44byoQuR/bLkyDlA0HsGo4+iBN8hT8KG9CdmMb/FQyLkjacK6iK1cAl5w3+ywOv5ZUnlVqBLvBZGMpxQP0KlarlCk0gupXDKQ1OcOz53FfZB7we/q7uC950XNf6svvaPSVpu2Le8Oh3txCU1J/tr9vfxpUOqvP6vRrZcw3VbzBbjTZGVrxIfrLLNwgSo1O9ROUuxH15zncH1pL8vIncX9aKnNDHx/lN/Ekbxoncm/M2C6Ue6Omj3O8myedFPrIknsD9sN24TI9GWaNtoDV5dPSqrcYweQ0mm2MTPWg/LBGq6RUWh3zGoNsAizPPlhZJ/IzcJ288FS3EXMPo9czC7aeMXlZLwH/gHMFucct/E9g147baR9auQycrEt5SJ7zcvxB2IxCDfM+cR0zeOIwQ5G6mZPctlH9PJFVpgAAOrlasOrtTkap/jytNbpNRodBQ3+eVapcNqOVZxS3lYqyLQwrh3vFyP1ciUhRoVL8nDOiqVWrzpQ+I601+QO41mg8Im51CrpZ8PkzDoEW+Fnwmbwg9wjCLcRPiN8RFHGcNfu2X35EgsARB4lbCEgKqGnet33pmJaMQ1E1RgDOGh2wd19l5KzDYnXr1Yr7H1LAoZmtDlah+n8UnMlV2kJ/l1Qyire0OlaOcgmdfE4J5byc1WvegpfJ0ohILxSiFzSmqYUx/aY8plfyHBoT7OGoeZOZNPswBcFOLjMiLWrGmd1mSE+ooUhPqO37juZVOBpO9YZKpnaYXAGThv7IJ5W8JWC32lmZ6qdKSG2lHvmTpIKFpMepZBStor/8BSUrJ2mVlnlLxcLRXFumOcpGD0IeFxGr1p5m3Gbfi2AKfqoB03m9OWh7k8lz5gLjflP3rxSgIojqpjNzr8VxlbDXpLqWeVuQsb1ZFJtSlPvNoo6ggImi8hFMfN9BQ4vzL8Ur1fkg7MK4qqIfqwAwrGCgbLvXBVvSkXDIFPHINFY9b9LIt083jOQaPYGg0R+0vPc27dt7SO/yufQtaQUcHKUSNNuui9bGsvU8y5WOijRI+SCGCsLTgzg+3m8lXgSHCTmhB4fzeivl+g8+z1kLvP8t009ZwIa2X2Z8FO/6j6LYlGX9bxVN8ABspth8aPsy48NjWAQf5VVqZjhKQH7J6QkYbZn+VHa4s9kT9/ocQb2jrlCTHcm3eAKRiyvpD6pZ3pIabnSHkqGWmEYF34w0usLJUG3pFYkWw/LteGxH8Ni0eGz74NgEsC9vhmP7MacFSm2esxW0/h+bRlVAFRIpEo5v4/TiEToprevHxYUbVCr/j4smTgWcFLrLknu5PEYIoqtHuVA0YpGdDI/yhMMXMO3amB2BY4z5VLxZGzA56vvRKJu9/ujFcfmIRsVZp/cF4v5MTAHPRbwlPZixB2KBaOkPFfmFYrFZQk1EylWoZ87IVRTKO/zjC6J66IyKyqtFPnehYsuTaAmMl0OdSydkF6Twy9JJSR4N0ncufvb1+Nnblzx7+2WePVjT3BSLNzfFS2fpYGM82tgEn/0SQQJm/o/gh/RGKFuiRBB7sNJB+zDfC5HRj1A6znN0MI/fI2Xhj75TffikQpXw08UKBvBVhc5hNDp0CgEojX6H3W9UalXWiNsdtahUlqjbHbGqwLXlyA7qBbVOTUN2rv5rszduZ1l73OtNWFnWmhBlztz8HDgh24T72CQiPRO5nfAQRrL5HMvHYI/3ELC7/EtlTcg5dDFvRzUsbeh6tcaAqr9ctx9TcEgU83IgyPUBh92nV6hUpoDTETKrVOaQwxkwqUAWlfug4C9yXs0zNM1y6vc8zrCFZS1hpzNiZRhrBOKyWOnHcP/+lLATTsyBWbOD4F9DAvo0m4d/W/jXsFBGBm5JIEOMVenKYXgeFe6lNXqrXjAzQHYnawnYrAEz+yF3fTJh/Y6CUVKomiLQH7d7kD7Rg3QQpZ+AB6jHCD1ExE2iFszwIjkKdx5BHj3LuONpmiNSF2A38DyhzHln0UUIiy0QPMDry2iLhOU7+ABaT08ErWfEg9ZTrjEL99AanVWHO3y72hywWmCHKY+nBq1pjceXQK+Ji8N4CN+G4kqGwa1QGQIcw4vz70pjCBMZsbKqYZY8ep5x+a1DNAf30oXcBewchpYZXctzeEPBy5fp/aI1vqTfS99f2t+IV7wAidKmVtsS2OdnBdlDJskLOgUhgzSKwBGAO2lORpLHCI4IifVJFexXgAM2QDZBtPQnZewscJwsomqJFTufuEmRG4OM1Ovfy+l1Oj31zypORZMNIb8/FPSrUFHX+fn5P5Lr4PN/DQ9LzxJFSGN3lp4Gf6DvI/ziTOWNFHJdoVDoDYUdMSijm72TyCEnTRwkYz+F3lty2KdSThoNOnOlLCgqmANhvgi1wO82TW/aQAOt06qz6dVUw0STw908UQfgcc1kdvAkvfWV0ro3vlda/y21wNLwxEbvfPX7P5qZ+eEPvrtLJpcj7CrqhW6EffwF7KOX6BY5l070b9JJcQTo9Szqqw4V+UPONYSNEfscz0idRhekTiOXjzJ6bdBl68nyicts0oFfOJrGGyi13qazOTWAntq4caOM5B1mo0NQkruuJa0zP/r+qztpJUQYrKD+Jnj6e2+Ap19R8Qzsr1x2oTQK+3vHPAdekp2Bc5oWrSo8+BQUVTb4G/J4kjoFp5RAbq+/f+NnuDr0Sfjekqqa0Yq3zuIZ/eehgaF+mcZl0Vn1LFXTlTBZkl0xUiHYjGYnJ5P9w2dLXzhxsvTs5xmBodFJb+WXTpyemj7z/LMrabhRaEbMa3Uj7N8LuH8ZcT7d4OZTRo54kdQROoKGbzgbgzsIu8eLPYQXLKn3mT4XBV4w13TVkCzcwTaXBsgG+gtDMopzmg02XknGupIW8LOp0ye+BLsDJxD28nNg9ckTYO1nIVqjKRns8LPPn8F74855GaTLX0I6PUtMw/c3wve/wO/PEdNwj183n6UeoDuJTcS1xEMYExymlXuRu316V7Zp8/8Cf4JDXQX+TDQRQfCXvEtpaupVKnubTDIiPWgftHvG3gwe3rVKpmnv9fxCA3cXUouKcUkgJXkj8zgESUCFcQUROZjwre1jbxbLN2s8vyhq0FZE94shRuVJqlQbXFqZGtf4ruQ3WjY4DEFiVOcdlZ3CNlYRJJs7APWANZELhcLZTbeP1K/rSaAzvQyKEm24bXV7uCdtN9T0Zta0be4OWJP5cDiSWn19IdzXGtPKZRQE+wqVK9OfibeGBGPNCrHd5yfWrLTGDB2thlg+jv7KtZCh6Fhvuzkw1dK7fzCkt9o1rGDidDYBhwEFGoL++njQ4Lc29U/noqO9HcbQ5q72bb1Btd6sZgSLGG5mM1sCKXOwsSaMWhY29q9Y5fUzBtaxo8nfUBMSfCqj2rELruV91E7ySfraavxgD/XxfRA/XMAsmrbn8XuEHy5kFuGHsj1iyRWTkbwdHth1OgsnNzMGr9niNahA6e5F19Ih6q5KaOj/W/6rVLv4Gs+jvCwEdSs5So9jmRIhWkUEQYBthIFgwJZzLu4TVvrjfgIl0cLbBmt9rNwnila/n/540Y9IhH/5amK2g+RosHtDNrsmHwh1r8/Wr80Hjuk8NTZr3KPTQfFhibt1pZRsf+3qzoC3bWVd3ZqOgK91ZaM95dPrfUmbM+3TG/zJr4m4Z9P8nCwrq8P9LojcyED2IhsQ/M0QVmA6xU35Z4HpJL1pkSEIh52bzhS5KRR2bjpVhJ9fbdi5LNt29MVjt52/rhG93jp7XeOpwNAHJocPj0YCQ9dPDh8ZjZD6/d/48PqJR75xbRG9PvyNW9Y8cSjftu/hNWsen4Gvj4i1ukm5LAL5PtbmnDSzs6TtNCGooQTsOu3YACFnLnfxAtKRIzI5rc470CdnivgjpCatwCNROarQSlXcGoOSrZGUM0aP2eQxsn9BfvPwEKwCMZlagBzWrVNYVUh9qGAZat2jLOK7glVQy/+JpEmA0BvipVshZdwL57dDPJl8BaLKPefqgvCHaJ4l7zjDejzN9lnQnFc1CSZKnpzim2dBy0n5NHZjFHlOapE27Qy8I4lvYYvle+ToplNFeBd2axRZTWrBt1FKlwZHtaQsslzyL4fwCxeEv5eGx+SLzRqTVilTcRpg7Ftfp7fUDtZ1bB9Is3JWCaWEUmhdc03Xqjs2pGw9h9f+hqxVcgxd0Nl1KoXgshg9Vr3q122bx1Z4w/mkzRP2yKE815p4DR/wWcJDB3vrt+65rvefVGKtj/FSiboBzs964kPi/NSR/XnN2KrIWFdkbCzSRWmds+Se84RW365vtzTNAkueGVyVnPf56MEpyyywnqS3iEG8qblmvsygXys79eua8Zydw3cP4ts1xVW+5HwRP4BGT4Cku0WK2E3FF3j0ctmL0OzFQcUnUrqy3HwqjC6KuqH1mmcOrji8pkmtgNJLrpKz9RMHV3Rt6/HVTN4wdKOaU8loJcce6trTH7Zlx7KtWwcyjFyFOLbS2Lpqf279PesTno4NLbkDk6lj4/ftbjO53azG6DLprZzcG/L4OlbXNazN+RS8zai38nJ/bl1DtL/B7Y/6ad5u4kyC1hD0m5Mrr+1t3zPRpCbpzMQBvO9984wsIwsRMSIp2RKTXn6WlJ8Jy2REYpakz5vivHdD0h6eBeaz/DSzWTZNSIlgUTIzSJAIIKN9dV5syKOW54pSU4uU6VVKZCaPl4Ud2Q4q9AjKZU/Q+dEPvLKMXvdtJXKZ9+oVF2dZnUaOUgqDP9EGb8Ltr3Vpv82ZSrvJUgK83ucLvoHKPdNKteINSGJmg9vh4KlOFQpyUXKq9+73U8H3SmIMM0HtlXngHiyKNNYIvnc2kolk1PZZsu8UofbMAuJ0SwvdMAtaT9WsNy2QleRsV2VkO9mCWp8twuY1qP2ZYs162lRNRmUPu+Dy0cAVL1pBguRIb+CVHHmovStu/vKu5p3jWQNDo3DeYNeOgdy+0YRv8AOr3alwQO+wuJ2kS6VlaYO+1OYtBA5+Zk/d2X2fPdjEGS2GsJe38iqLw+zp2dOfm+5wUbTMFiR5j0epd+gDkdJjMqphyz0i7z82P0e9SXuIDNFL7MIcNNo+S/acUdts6rpZcsV5Qp2cb2qiA3DAp/TrumaBsSwFFqal7IOoaoKbCjZGNauJM0X9Ohq1XxALFbfDyqTIliYJVSxJnVFOUvJm9sDTMxM3TedCgj41esNTB8JDnSlBCeRqFRNqHqnbeNfqOGXrGlmb3vvwhvDzlqb1XcGhvpzNm9+U79zc4QKfWvXxD/RHBoof/NzGyWc+cd+uNpVWJzghhOeVWl47fPwLU5zLwjXvuG9z+6Yuv8bs1h1/bm+idmyHeL7IzjPUMUg/bqJHsn+Qu0/L5WZhlhw4TZhpYRa0nbatZzfjHLuSayailVO0DX12pog/xKlzF4cmQIgs7QaRFKhjFK2Sl2rlWovf7g3xQA5+efExdE4z6MjfaY2snHpD57TZtH+9gJiHAjnQDzB6hy4clOscCIdsg2v6XdoLpXmWWEHsE3FIkrRCHBIhrXnGxfmx5YZpeJHsgaPLkz15NVPXSscvWtd1X6wsb3NZIYZC7pvLdioONrTGLxat6+jui1VL27xE6DeK+LXCDCEvxJ4tCABAjKqHKxyWsnI2UN9tv+apvds+OdMeHd7f2zad99bueHLn1g9NJ72dG1v7Dg1G3jy8d99he/Oa9h0H4v4Vu1bkNufcd995y11gaNXt6xPR8Q+Mtu9cPehzrxibaui+fn1danx/R8OmlQW3f2DVJnLLyi1bV4W725tddccvfjo5mO/wetq7+mu27N0L98AU5A2zUP6kiS5iB94Dzlq0B1ACvVa4B86F8yWfT9GAtkANEjjGk4pqziB53OMd4MuXoFhRILYAd0DNlMKCd4Biy9IdIFvKFhoXJzhZ4j1DzRpqJ48+cyg61lOrZ2RytVIV6ZjMbrl/fYK0dQ6tTu9/dH24vvjU4Rs+tTVywte9Jd+5sc1hbdnQNfQA+Pbklz55/842htfrnXbkJ8Xr+cFjT01xTpOmZef946s/dn3v+s+8deT4iWIqPbqjvnVLd1DSiRUgLX1jKTZcgbHhCowNzSI2NC+LDc1lbGj+m7Ah9Y3a4peP3frF7dH0/i8fO/7FHdHnLe17xgd2dzotbfjVReqKEjbc/zLChv9ybO0TB3Mtex9ZK73CPfsc3AyflEWhdBsX92yUtOU5wSWw8Iew6HX+DVG4Nw1lpPUjCBPLIfFoCOf1ujxsIkdtFoCV7UcXloKqOu8ysBHH+FKflDMaxcUphZqVy6FYAtpFGFJn0Vk8OvmvlVoV3YMyKEAhrodHKBX5GwwmzYJFYOVfK4PJ925SCTaRH10Dx/YxuC4tojUJYcp951J++ENkZ8kbzrCmlBwuQPPp2BSfrUKT0raugpKwYQy1PFuETeXZRSCyusrZYgQZqgI8siUA8mM05FYXs1ojp6AYTg0sA+tr+S3b2rcNZjQ0q6IZU2794dy6O9fVWHuOrJ8j6yH+WQoec1vGegPD6z0Rr1Jw6G1eU8BvjQwWuxp37JWAIyB2Qdz4MJyDtWXcWEsO5DUjk6GRfGhkJJSntFC274W4sVVoFUwNGDf2T9bMezx0/5TpqnEjvru/QcSNk56a+SJ+wGKBfznc2PB3wsaHO448s69zZm0Lp5RTWo0qO3mwp2t7jy8+ecPwUThfCjmrVc1g0Fg/nm3ZMpRhUFQVRSu0LSsPd6+/ZwMEjetbuw+OJe5Y++CuRqPLxWkNTmPA7g65fR2r6hrWLUBGX35dY7TQ4PZByMjZTYJZp9YGAvYFyKioH98n8gMPlIP/LmHGjQuY0SxhRvAOxIyMd0PYnkS7X4aQIJSIdctCRtwO5Y4yny2KLaF4rPubESP17wbdw0q9F1dRvvhtFh6/kAUWzMkMnoTbm3ZzD/Om0qdAqQ18fQlidJkNLptFQw0p1DiiT/nevRJiRHtsB5QLj2PMeONizIjOI4Wz8DyitzS8CFqJGqIFwkF4mqhZv+Q4wotHtyrseAbehEHjqaKvBQqJ80V836WnkOrT2zJHEChJLwsgH+89frLYVlyZ5ZETkpJVMLG+PYXuQ+PJ8PhNq9vXhjCAbEdnNoOu5PT3pw8+dbD51O5PH2zRWS0ajWATdHZBaXVZ3V27Bzo25dzqxQCSJrNbPojpYR+UD1+F+LGeKBAvS5lo57+WN3Pk8OYBEL82B3bmQHcO1OdAIAdys2R33qB2ONQ3ZsHeLBjMgpYsiGcB5Fnd5w4RwAOnHeXR48T0mefhY4i0Gqhn5/+SZ+Abdct8Ok2HRDDacwkYjU+/Fo9PT/8MZ8XDuBT/BcltOg6Fc7plvghv14fK8LTnKuCp/Grg6Veh6J0Zv2mqPcjrkqPXP3UgOJSv0cJDHFCwKjbUMFyH6nRQts7h1bV7HlwXes7cAAHqwAoIUHMbc/mNHU7w2VWfvGExQOV0rIbTazFEFbRDx78oQdR7N7ds6gogiHrrc3sS6fEdcNK2wX15AtKqczE+NUJ8uus0YaR1CJ9alsWnFh3Gp5Yr4tOK8YA6geFpkubMAZsvJJBy8OuLj+j1EJz+12XAaSQQEqEpxKYTkF5ewNi0kegDUlxsAwriFsBQA4rmRkr67Kx0JVu+Ul++Ul++glPUCQup6vqRXh+RXT9Il9uky+Hh1Vdw/fL0LETCVkME2y8iOPhc+tsDP43Mkpa8DeFkOOEoSSP6hRBzE27ThOKOjU4w3IRvlC6iG5teILsJYv6104hwFwj5a6cN0isvvYp5Yr+GC4B3oRhfBj2jKw0f2lXudFe5011Sp7vQ9hEYlOCMybbTCQjXVyyC61JM+2tiqHRV/jL8wlflO0Q7gohL/0FQDx9nTWBQv+JvBfVll9BLUf0LbTNP7dv+iQMtkcEDK9qmIKrfhlF9DQqX7Ds4GP6+s2kyWzwIcX3bjmLMt2JXT25Tu/vOO47fDoZW3r4+GZv4wLCE68enGnquXwtx/YFc3caV/R6M6zfFetJWhOzbmt31xy5+JjnY2e51d2Bkvw/zpwnIw5/C2L5H1L4txvbdZ4KIiUN+kFfF8hAZKGLVAL+KhS+AfMTBY/gWddGTR2gA3rQY51fx7+WhfrU7tewS+PuUIT1+9IsQ63elDEqIFZVMLDdeu+W+tTVk9tHNxUfWhTN7P3fN+M1T+bBwwte1Odc51eqwwiNvaKC7HXx75bMi2jcYvAYIJpW8jhu45fNT7nTrrvsnVn/0ul54yPrgp3sh2k+nRrfXt23tDrImlyjfd8H9+cOleL8R4/1GjPe1p7idENBrT9J7LsX7Woj3dyK8r4Vcdc/V4/0fNl/zzMH9ny1mWw49cwi9Phfp29rSs6PbF+7b2opeScut33lwqPOOb91/63c+NJS/49uPHvn45kjL3sen4Gu0de/jKG3q/F/AD2Vhwit6r2FdsP60F+uCO087dtC7kS74ZcT80DqeUiNVcOeZIv4Ecb6Xl9cElx3DjOCHjMFjMbuNyv/gjWqakjHKP7N6s11ncQsKC/YjRUBi860MqXGaBbOgln1UoRI9SmH/piADjMsyRBtxsIzZtyzogW8r64Hrz9WZ5MmdSAmcPSnfJSqBmy+vBK7Pq4riHUgFnIXofZekAm5eVgWMhnMlFbAJdlKpUV68R2vUyGlGp/luz9o6gznRnaxbmYurUJA+KVMKDSNbsqtvnojaOo9seBr8UCf0CjadSg7xo9FlNWte7Tm4fsjra62x2H02heAwaAyChnc5jTWD25vrtx++d81nwijGH9JbEGP428sYvukSDJ/Pm8og/s8QwL+F8PdO059FCrwyes9bJfj+ZwTd38LQfSdt+nOZPBfjdvB/jduDLcWPbGnc2F/LQeGvZtlY13R7y7o2l6dnT+816JgnYzTKYv2anE8f60rVrV2RQOn30ITyjXBCR64fj7qyQ4m2zV0BECtcN5HgzTaUsszgsUI4Zkt1RWIrkla51mrQWbW0Lb0i6mmMWmw+G6216jkjr+FcDoO/e2tHZlV3gqHoWNc6vK9D8+9Rd8oCEKqmJV1v2svNgvkzYZomUrPgi3nOFLan35UlvDzPeHcwu3EQRUrXjLD7IuCe5yFqT79brGpqKbeF4L0c/3ll5O4iMXS/U8d9XGFwm1DGmlINPCzS6JwL7pUb3HGXL+nSfBxuKHnpk2Tpw2AvaPX6flZ2i/kZzTstOofFrCXHWS2Dd97F6xW8lRy7+FMRv2+Z/x1lgZioS6wajGIsnqrg9xYRvzfNAj6vrun4OSSMmu2WKpq6DHTHN/BFT8fPi/gW2rKIlha4/jKoPXSp2hftS0HKRWJZcfgjq9OruxMauQzzDCbcPFbXtTnvvv8uW8Tv5s0Gmw38J0reKFOpVaUZjdnm1E09uC0LVq+5cyrFCgaGFWx63qxVCCbB0zSa2LyeoimLG3zFYVdi1YJeVfpPQAEQHz2E6eLA/G+p3ZAnZaB8LIr6XygWDWX9ryGvJ9QNbyeTetrtzgfe1e/M/1Fi/FLZtyUqYHOy4e2i1FwfeLeo30nn/1iRBdI9V60EDi0C2bsz2z401T8z2eLnhXjvng9tcnW2xHklKWeUjLe2KzZysM9PGhu7B8Jrb5kIP7Nll7O9td7oahyvrx/JWMDKoTs2NXpz6w/dNdD3D7cdmkwrWI63WlCIA6NmWrYc61GbBCY1cWRsapdKMGm33Tnu87WOiLSUmv8LpV2MrzslfN2O8LUAOe9py3Z29zL4Gn0G8TX6cDl8Xb8YX2tRssPStTKtyW/1hgUafP7iu4Kg48kHkQsM9abOYTWr3/syi2wcap6l9oQCAWTpEWuDDML13APXE+HrQeJaUfebJkms+yWrdL9NL5Ioy1YXaYKIsqmrPZuOyOn469adfa9LC1wOGFuqADaUW1vjrxetO+m+1yvruyRs7PJaYFH2VwNGaY33NOz+8NatD29Nu/ObOiE4tCam7tu0/o41cUv9ZGseboVvbd6eGUibDenR1q1rPNbG9V1dq2ohhFvd3r0uawRs596BSHDF5rbkWCHvtjbnB2uatg3Eg11TTfGBrlaHo613FPw2N2wM1rtdmZoaa2JDiQ811aZtzsb6eoenKWJ21GQJCTv+lhqCc1lP9IrZGk+64TlVf4bgeSKH9oYuajTaWt5Jdr0dCCiSO23vKpZyjyrVsAm2Tba8Uwx0vV3EzRW2d4uK5TiHbCnnWKwarsKLYkWrIW24e88j22MjHWGtXI48PWhVqHk4Pbh/IEiamrr6g+uOT4bTmx/c3Htwsi0ofNHVPJapH663bt3ham+rJ5tzd99+7dqsmudZhtNpjDatTCNoGjcf79PADZGcONJbuG1rs7ttzcw9DVvvnvD7W0fi0zsZzgTnaAzO0SicI+SX0VH2mWyA0+chjXmV2v6usDP4pyVQMa8W7O8WhZ108E/LoETZZVHiaGzq0b0rDqxsDwnRDY/u2/3Q+uiXbQ3jDbmxlM6eHW/MjScFUnf0mw+OwkP1DY+svumVB0cH7vvmBw9/aluyo/jYGviaaC8+hvfzA3Cz1ECsmCRGy7ph3XmXIBAWVg/Pw/lz/h1R4R0JfSH/gZewAEQuBPq8H7XIM0XYRi68U8FbVa4E3gpguKxmuIZWsfKLL9AsKlPI0j95SzCqZYiXASUNz/w6i0sn/ycF/LRTZ+UUCs6q01l5BfnH21SAc5sFE8fSn6VkFAofV7x3GAo+7BO1A46rXpbh5TKFCr3fCvFVUlYH3ytViKZbIB8rXmrzBWX93ecwDki+K4tfHQ5IQhwQ/7/AAaIGr6jnblXpvWaLW68o5VgeZdlQycFNcp2rxo1qs9yqMZZmydLTYAOIeb2vKliFTAZ/vUpzDovBaTGpya2sIIrFi3s85ODF15F+GMr/RLX8b4XyP1Yfq0fyv0mU/y1Y/ic73vL56OR2yzvvJ/+TLaL893W8VcS30JZ3rlr+L2f3FQGAqLdLtO7/yJa2Tb0xFiXRkUEA4Gvb0Nky3RVwde0suGujfgQBLCSlYFW4GE1pytYT2fjgpjRYufrODSmtwaBSCzYDZ9IoDFCw1Y83pXrTVpmMMnnALIQAEBwIdp2q9FuSjI8dQvSwRdq/SP7jGI6TcSj/qTNIRwflP5HnCHXTz5NJOvQOlP1vl0XDJXJfn2z6OZT7tD70Dpb5by/IhKvRqi2Kpa7s98TGD20eODTR5OX4cPfuB7cEVzSG1HIaQOJQKDzZvpqRA30eKnbX6g1HhzyfMyQGGlYcjtkbxrONI7UmsBIVp/DnNszc3t/9wduvWVWnVHMso9Gr9TZOzmrY5q3HC9ZYatWRsWR/vSNs3XrXRCDYNizK+41wn3QutvfmJXtvh2TvzZ62LSvvbaK8t11R3lfZezvhcOjSYVoDBb4vzMvB5y7+Hq6tTNCST2gEpiLyn2XVCknkM3q7riz0KWIcruEwXEM/UUt0lmV+DMwTOiIAV5BxaNwOHfxRZl4kKXhHG0nlBWWmrTEVC8ip8Ovmnbk3qPeR+eXW5vDrRfNOKvdGkVoi8+XLinz5le2+wy//07r7N2fcHdMdDWNZe3zNXVPrj0+E9+7v2Jhzf2P9xukNxuRgw+rVHnvT6tbsUK1l78F9e4HxwSe8Xdu70+N97XZLc+dQTeu2QizUM5VdfWfa0dYzAn6ZGx7Ou+pScXNoa8nob86kbeZUptU3OD4myawOieZXizohSOq6U1qiHVG8Ntz1c59P0fR2zU7L24pqgv/Za80Stfu6fo7NvE1vF2t2KixvlwX51Rt4ZUsNvB18dMW+R7dG+1tDvIqUswqFt3Gwdvyagh8Y6nMDsU23DHsT0/+wZeDQykaf9gt2OF9NI7VGfWqwqfcg2dx1321HVmdUWl5jdRqsHKQTTcuW4ysQpE2uPNzbfyveCwfvqN0GJXiwbSSS6K9z+Bf8/2gvgojEgEg9RjIFP3KTqVMEY5sFzCluMgBfTtKrJUn+0s9ETxgOfXqmyE0iDxHmVBE2uJzWx3ipC2Du2FdvvunsdU3tx/7xlpvh66nY6JGBtR8Y8EbHDg+u+cCgl7z1sf/+0qbVX3z30x9+98Sm1c+8+yn1g9+8tXX43q/OSK9lH0DaTHiJOnGvekkhrzILrJp1TNCrUIjJBVzrGFnz1GweX8RxJv8jrn9qlaz3UZZSu8w67PoHT1wApeEnKr5/cG47iKNlnc+GBZ3P8fOs0NQsqn2SWO0zidQ+kZPyldVqn6U22/PiTUj5k5SUP5NY+RM5VYR3Vit/ljPg6q/CBRBZcJvKLoB/WbunUXDAc1TL5kKKgaOmSblKaFl9oGPjA9NJU98d+y+QKWTEHdA59CoF7zIZXGazBjBTD39gazw+3OLzhb1KwWnUmgUtHwzYslM3rui46cHnZt5Q6ezlGhPUDXCeqmy59ZfogdZX2XJZbMv9A9LnTJrgW4k0r9aWy4q23D9ghdAksuWyFeL9n9YJ3dA88+xM56E1zYKSpjRatn7sQG/ZAfCGsi33YMUBcMtAnUbSCemzaw52brh3wQEQ7B3/4K5Wg8uj1RhcJr/dvdT/j1P48msbkf+fL+pFaQk0Zh2n8wbsqZVH+tr3jDezJJ1ZWfb/+4tMRhswFty5gAU1ZSz419MmbMeFUy1hvAlm1WXh4GnRlsvm2WJV6+UQYVWG48t6AcoMum8qDdimq7z4dsUL8Ju0wZt0+Wvd2m/q9cgLcAN4GtwacZd+giSmDEUqeeW806x3O+wC+Y5SoxIdAX/gJd+4OCjR2V5aCzHhdWWd0EsVTJip6IRq8qpkxx8QwBu3LCauy8BCfI8awsI/YFg4juy5iynqb0aG8gXNEPYIzO0dTWlRiAbkLUyke0ffFXwCBbcnaEFegeCz+z57sJk3m1m13mHgrbzS7LD4uvcOdGxsd8uwYyDn9ah02K77OEkCkN16Dzw3SH6BOjn1ruT/9hfqGJy3Kjy0SsJDWYSH4Ikocdo2zq5aBg+hzyAeQh/+j/i/yV7SOe1W7V+/o+aVlFyDTIwqvUMfCiEjI+y75P8G+/5nTOdT8/9JzULegvy7VuEIJmy5/++a/H8hGT4Jl0p1UrF4hZGU12FT/X8Xffn/wsJ+Ehl5VKeKiuUW9f9Hfy7yhckvfer+XW0sb9Q5bUY7L8f+XE9P8Q7kz3XfBPbn+uxbh295XvTnatvSHZD8uZrmf0/uIB/H9h18Xs/rDISL4a3AeoK7xe0H/hP0bXAmZuA/kPrn1/5Zyvd0osjdQvtPFOGHV2vVIXf4evcV+nd3ub09+/pH9+Vt9/NeFBbi5fX+rC9S59aAvuFj6zLJNTeP9d+0vr5hw439TWtanI6myaaeDVmjq3US017t/F/A7eTDUL43SfIdnMgzWL6/57iFvlXy8BcFfJ5BLv7vFfEHV/LvX7Dq3K4U7EaUsPcxrY6RAblK/qJMpTHyRgijBJTAh0S5Jv40oqBUBgFeZ2QHANwopIymcf/a4MTa4Jw2ECvF/hnAa+cSXvhDQFwpy/Mq3gzMJyK3aNz1oP4EdRzNbwZPcHWGDE3EfKIIG1H1J4qwjahSEP1glthuLut8ZSJtGqa0Tc2h0C6WvTOYcWkakr5s2KaQQdlDa8PZTj+cXbsQ7W/cBJxaTdZhlalNes6o41Q3+uuTNdZwBlITSlVsMPAGndqe6Yl6c93DiTEXGmsC0g8PxzouRlR9hUiA03lNYThQaAkUCoEWCuUvej3vIdTZbJRPg/Qz3e4oiH7BzXEGt5vuvsVtAIZnJRLDkiHFz83Af2WuusR6A5/SnX6m6I5+oVh+Am14tkyG4gOWuMrIriCpGxZPnrxKL0nykcLODl+uPsjJVSqlI9YWg3KG04U7aroUjJjKqbNvoL7ZWR91QmkkpwBFM4GG7lDTRKNd769zRdqjpq8kBuqdKq3AW212HQfRjtUrmAM2Da02aDk9K6tL+FO8npOp9VqWUysZvaCxxtuDzkzUqZTZIjg/rAHi2XbyASyXt1fkMrirLJdvyeugYHYnQfIZSdIeY25dkMszy+ppnilWtV0ilS/naaWvksqUn6oj29XsoJRkUlH6dyRygUwh/09Ka/Zb4AmaGWQ0/0l+45VZm2MGIRgK/pqRqS163qTjGbAXtsXpvkpHzGBF6buInjKQnvTk3USTqGGFuA/ccjZQE6hRQ3B7Om8h1GjPPO1y0Tykj+eiN7tNwPRMhUUhfj2zOAGW3lX/dBG2j6aeK0Zvpk3PVHjWFX3yQ4scqnAgv9coZT7WRwf35GOdSQdkA7RcrjKHWhLu+pCp0J9sNguc3gBWshq1uvRnfYpvm+70vVo/2eJWaTSM2QKlk1zNqTX2mDNTr+QMwKYXLE6n/T4ArOmCyJPTcA4ScE/VQE4i6pmDdbPg2TOMycTA5X4WzgKDttJTkQjNe4Dnaciom0DTF5ebhYo+JpJ+qgjbc56nEedu+uJlZqFyHF1WHxOqUseQCV/Xpraeze1OV/+NGwzxkFONICpKfRe11XbH9MA9kmifqDPfl2pzdzo4V8LhjNu1rycmc8H42JH+4Tu3NtMKlhV43qCWKRRyV/2KkM7gzg7UZpv1XGYgZdZ54lI9A5KDNLFgawH/W7S1gDfyasJI8zqge85yM4uIHpJ7FdrIq2iL7rki/mwR1pDSRS0ytcAvIZX0uxSrRx6mPCkDdOkbrEbDgrMoLw45qTEIOqakRiJApoLQct7mdFko1khQRBCuWQauGdK5dJfzQsXAHfAQHQB3IDuLV7SzZF4EzyKdC/hSXsckGmk+/P81du3BbRzn/W4PhzvgDne4w+EOd3g/DiDeAEGABEASACG+JZIyKYoSRUmWRD0hKVEUyXFdu3b9GKW1HbdNpjN2JtOOrdHUaTqkHlGUieuZ0Jm2Gk2Tpm3c8XSSTtNJmzaJ42mmTRvB3Ts8REqKXekPYhd75Lff/nZ/++3d/T408ob8lLeG1i5vGsBf86w9vECOvNGQn8JrlzeNYPG+Abz/yAXtHLlogplbbrEUQK9v5Mi2kUerPnt4IOjJBHhneX+9tjygTAyOzr+WGixl84OC6rRy1kAuIPV4OZOrt2ck/+We0V6XGK/GXJlY2Mp6Iyl3oJJxO+KlYN+M2/sIagjGokFvUjbbZWfzr2weRWFoh9PLcx6Jies4D0Kf+aDPYhDneryxJsdvol++htA0ktdwLvm9JbR02eXCNbhfCetkceV+mG+6p2JzlS43YPNw5kojDInhyv0of0DC9f6Hbx5QqfR5Jx5bcvXFXDQOAw5HMO1L1mI24NuRGJrPSYHawUr9wJDrd63euEuJuVlK7vF46uj+qWdXSwRFWzjGJ5spM8R2hBfc+YlYqgX/Yv9UWuB8ccUZdVu4Vj6PAfAYWMXdPGGIQve8oNdlwdPob+MyrIt16wbBC0DR28W7dUl4rVWvS3TrBPA0GIK7ZMKQ7Nb1wnY2nIF1qW5dBtYl9WvT3boAvJbV22W6dSps16u3y3brgrDOp9f1dutc4A74W/zfeCOS1ssvgW+DL+E/hOWMvj/aC94BN/D3kVw75xniCGva9VbLbPZA9vtZzJl1ZqP+Df4meP5qdIM83769rKV/RNM/acnY29isN/ulLGZpteb9Gw2t/XUyutEgz3fuLreSN7biTGLz/luUtDettQU+0pGs1O+d9euqsuAGpLJYZS4x81vLub6VZ2Zq52NWGEqZFEpZGEzPlfyfWHX3p1XaajdRNLbgc9OEJHG5I79/4NCrjWIgyAQEn8dKWH3qxMnR33neZLESZlps+eI74Oe6L7JIp7ykl3t137wEfVfDf4g427p/uEXL+UALJkTANywWzrDhuAmeW+N01b/2sfuG9a7uE9qCbzRgG4dho9Fp5ahUtqi72/1d8cLN9AZqZq75c+RDq8Vi/dATCcPZih7hzPgVt/cHot8daL4LQyQGfNMruNu5ncEG+Ef8fWh3rt2PO+COPuZ9nTLq0Mv5bj9r+I9hudAu/zX2fe3dfKRfL78Ir/9XvTzQ/v1/gTnxn8Jysd3+NnhS91NJL++G5c/o5bLutzGIqRL+M2S0pVv8NbjALl0PZUNZi3ITfaFqQSxsjs1JxbVBBY9qwJLaQrDdTK/Qka3UYj9pKb1pzaPFtUb7guu41JWD7aZxvacrr6su6LjCWjqZHR2GlsoBBFsHa62Db7i/LMUmV8uDKy6GN2ESpdCUN5JxlyekcM4ZmiiH1JG9BWc+FaLMpEhLlDCcLOSlSK8rNFVSsavFPUNep/aqmsjVOYKwsuZynxLxKDQXzk8X+uYKLpK1mc2isI3BKXc+rIS9MvyuMAV9Z4C+e0T33WDbl++Ar+hjNaT70g2//xb+Ixjbl1qKuiYFomldwBgNVNinOpl5NNB9DVG2fNVKuKOrqKEdPcYHE8a8Q/ijkoensP8ijXTAJzhYE/aX38QIVpGcbgonwI9tNEZazODPBQeNaZ/uXgPTZobEMNph13OBQRs/D21MtzTWb+iyiyIcqOduUFI6aODc8OPVrtainnlaf5dHtzn6kGaOdjvN9q46yb3MN7aHdQQDz9ImOuiXFJY0vHEZN7Gy3ec3m+nv3qbNFJxtstVs/OIXcZJx2L1B2mS5jZlEmdazZKDO5r/AOAIGYQ4B3YVOCrJFS4hDNn+JmgjKiBngNc1bWl/n4Nw5DtcEP7KjpcLHyDz8j3hIN7Mhwg5cs3g2DOe6SW5yd1ovLWk6O26R2WhobW5YDJ6NhuHcpiQ3bRmYzTluCl2ZRT16PG7hmyXJBbRz7rnmW3aatqNvSi6LtbmGrvAWjHH7ZLfLxHICg/4q6PYpsuKz+R1N3KXxO49GwIrhE/rZgv48KLh9tcHiwa+D20gDwcHfIJW4tjJ97MHBim/8kzvnzox6vWOffGTu7Kj3N+yJWiJXC7NiYgT+VBlw58CrZ4cGGq8dPvjq2cGBU6+d2vfUXDC7eGFs+am5UHbxoubHfrQABgwNxINI1yySE6NahmC6Ib3pnGZJRxhHu1Fv1D5UWkLjeswDBixUc8zMMtRXvipazfRtUpH94hcoC3pYFgRZsYODx2nBK9mJJ3HcbL5bauWtU9EimDZchFj1XrViAZvuhwCW3Pzn03HtHZd7f39LYK9lRmiHXu3AHkxbmKbM2Rjh9fxYlJuaDg5lgyY7wZh6SuM9cFPiFXJ7x15Ef9OJNhxOu9cT5N/IL46XncVpu2zvtTlowm5nA8Xt8cjM3lP1S7qdYdQPJiFCJpHB9exgQjdzWwDO/dtVW4MNeAPpwIHA2QAeCOCDLC50hvE7uve0rA/xooarruKVdq7S1a0Lw7C75dj7DjjbfRM7x+NgMjl/YSo6PqASZpwnA7mx5P5DJz89DwMFai42mnNZA/lweCQXIikT7G+0NBF97HE5UVGzswU3cAwsV0MWm0CQgitpc9jmauMzNsVhEyP9ASUZEERZ5BVJhGuqwBx7NFLPh0hg8OdGNbx60CSYN5xAXIgPCV1VeMqndd3UwNwiRREicVMbqfSmQBkV4u1dxFB7+vTfQwsMkP1gXp7zuN1K822KJU2ohQzHktE5+T3QRBEgJl/XgovXeb83xKHvcRYrc/dX6NvNqjYWPagPjBtWILtG19JOaMf1RjqNq3F9UFTcvtn56TbDb3H8PcXArZEsJKJuHDueXLg4lZrIeY0kQZhNrlQ9vf/M6nl10Mtb7Tz6nCw3bzpK7skzkyrIjRwdUymGNeAOFyeyHLtzefusiZfRGcGezf4TAIGh3dCHMpzzi3DOxyGXRNciWd3ySATnvLrlHF7cOvu3Wt46v+puzj7qaQCwGBw/Pb1wpirTntzc2anBHZSFMFFGUc2HKksDChY6PTJ6oCh/iguX48V9QRGuGMlKDw+KxcPT8dLxl3flTq0ujYR5guQ0oSYzmdl5qiyqanVpWC3HRI802xhxeTKV1v1/JxoDC4ZDiITY1zHBAjuz3hDaiGiBHi6ZOmlseT9GBAsmc/M24QtJCgUDysnmIZZmLOj/2DhDWgkId49zNG5mTOBNl8PhFFrP7AloAOyDPnQiPXA3FauaZFMkkkhgHR9ivZ2Vozv6OT0G7Grv3RMJui/+g+xVsPW1U7Bo4c2+L/zBpc8fObJn0V8/NjZ6qOJe3HP0yEtTO2YmuPBQ4kXH0sHdM7v2LS0A4uyFY8emTyYjq9sS0wNed+9YT/1oLLWKLvdVhguOmBqyVZtrAzui6lz/UH0E0bGg6liIwj1aZt3hLOpgcDpxNV0z6z1QwXcRHLFtQkRrt1rsQCK8GcsPxmopbHOotujZ+blz2VmBp+F0lSP94dpy2QmCq/WJQyU5MN6Y3nWmqlxAWbVeSFUjnFUdThX3gv+Y+aNnF1i4IDgUG4zUMnMnioI/VF3K9+s4ealeOro96ckM+0PluKRrxQ0jfwb3NSd1XvNBXmt3hgXvws4E2535e6R1LP6x5BZxlg/UR5ZLilJe2TayUlKOaWJJsYLXwof61XjBSwHL7NP7etN7np6ffUb7+cye7SdHPD0Th0vbT2g/D2nPpyC3AIGtQm5zrtHSTfC99U389nfaCl2B/KZ+DL9p249XTDRt+twf8haCumKUBDf/BEn9wM7xAlwRfrlI8Q6BNx43GEjy7jrfmhuzyDeAhJ1GUkjkGgskP9/6u37w7roJJFoF0DYintN4ThX+nzQnic1TDEtxlxLFADM07Mn1uEnOSBGBTNlfmMvL1vhU6QI6JP4oZlUUF3spOT6YFdNDnJ2LcoLJyHO0M1MN+auTS8VzbVvfBCJ2CqkjufWqEoCIvNFQFDxdir2l21nSB1HQpjeL39RGMRfXjd4Eyo+gtsLDmU3PBwFEdfTQcKCc9hhJnCVc8ZI6s3Pp0W0m1mKujS1ZXAmftz8OvyRhB4OZQf+Rozsqj6ygF1PTBTfFcjjBSarVZh0plGusKFjrRTHssvJ2nhV5G2m0cdTu2ZElBpBLEKMp5Droxw7rXBbWuExbO77aobJb4HsIoY1I5aPZzLaZzXKgX1yQFKe9+R7FEOR/k75Ij39BvI3+9GfohfAl0mwmL7Eu2cOgn2UouFGaR59oPqvfy0f+BAjYPhj9p9dSir4IpFJ4KNryeAja8qDHH8JoH0VohV4NvoI6dngoUo4pOGFkCEd4IDKzPP+oN+dgGZ5F63Z7830h4/jM4+jL/bvKHpOFxnCb5KMZur69UiNYOwphHo3dAida57Db4Dz3w3kehTFoak1N6parKs66t8z4/JYZ/wChgV9PaFuOU/3u8vLw2HLB7qidX8nUSTNBmnCbJ+7JT6Uk1LPcX5zJ2A+WJ9Lb3bxaCKl5P4v+Xnp+KJRZvDBeff70qNVoZDmJJUxEz7Y9Wd7rKUzmhiYUfmRPv8MR7WvN1XFkHXix/YiAONYxjvqGbjvXhcMWKgtrRNbhMS9BNj80Kp4IQ6Jc8wqEEfq6lcH6RBd39x8YM8eAgbggchp/VeEcC0O/yUhIG/OqySQFgz09mLXjNyv0G4ak2qtT12/3k9i9zHPCliPMrQwWfvLxc0/ML7zihGNa3Jl3vLJr/uJQtTI8OPlpYXJ2ojY+PTmGnth3aHHX8O5wraFWUoojVgqcroV3ob5EX18iWvb1Nf89XQl6a+ncQH9n7P+0O/bpNWf/Pep6q81c77aYa73BPBy1H0Ndm5/ZLgC/XH9sf6zGMWbSZLT7U97C9owE3IuFwZ1Zu7u8d3hsX8F+mPYNJMJ5P1OazkyDSO3502MWkoALsxXuXnpGdmc4pyc/mUjND0NMXBzI7Kqqck+fE2KgNfbIhxcNH8BRoRFujQZfB9+C/aDB24hGU/a8NpP0QzLDP7MmU3j3wdW+S38scwrG+pycrjN6BX/RYMU/QCiEWTNS0CNrDSOid7h9fwSCJYf9JwP//e+3XS78A7vLLWX79GtvES+DDPELOOykJi2sBVuY3+4fAxfufpb4xVEE+T/LZ5kteJxjYGRgYGCzeviH1bojnt/mK4M8BwMI3D00bQeM/r/iXzFHKftXIJeDgQkkCgCgaA8iAHicY2BkYGD/+m8yAwPH1f8rfvNxlDIARZCBEAsAqhoGsAAAAHic7ZtdaFxFFMf/d2ayERGLmpdgjd0kW7eKGsWYoKXUus2HUZMN2DabmObDJIqJXyVV+lCqGLBoAoVASUMpyUMpcQ0qVEULUtAXK/oUW/GhSmmLkrzZIhhZ//fevdv9uJu1mJgI5wd/zsyZM2fO3F3uZgai5hEBUTOA9T3tHmxXBofNzWigZqnXqAGqiuqjXqR6qVZH06gwMcRNBN1mHnF9mYojXnQT2s0i4swV1x2IB87Sdw/1JOdWMH6XE1evL2JdUQVmzEGUm7vwoPoQTeoDPGb9wbzTSTG3nZe5wvZ8T+oK1qvLGNNNGFMnaCOI6XaMWcfZpzVD9A1jlIqpc/RNYqfaCaNLaA9yvxOADqJB/YSQOs59n0e7OsQafmEN5xGxTqGL2mXH2PV4tRWKN6fRz2ez7PAZ1C1/1rWH/X1Yrlz6Szya0f8dt/jZpTAGU/oMhnJy02f6MJXhO+D2bUttyFtXC6bMWxjMWeuNa/msebdNW+qXg/5U7WpL5pj6ObMuj0CA6x7yHzMz6Pesp3z1O3v42s1jPkK/Xsh6Ds1o9J3ThvUZa47iWLpdcr2/UOHr/xY1vv4X3Hdbqj+HjixbVmhN8xAmdA9iObnpK37Z9QcsxGwxtisj5k8869fORr2KUOAIQjfMIWTeZ3sy2d6MkFND0vrWx7HAXnfcs37YY16e9Ljs3E7cwjVfcRgh/RWqc9bN2mvSN+G1rR8wkrTr8tXEMSfelOEd67fEnK18MTn7eQ4T6evl1FLrfjZptjlfbHrt9r7UN5l5+f6P+s0pms30q1kEM3JeQtAMuz7P+q7NsaLbECxuQjDwoxvnWT/sMdY5nqx3fKl9OfUfRbmv/3Vs8vVvQlu+XCqOiLqIQfW0YxvUZ6i3TqNSHcbd6lcMWr3otoYS5+xYqxODZgdjLzna7szjHOsqbRW2WRf4m8o5agR3Orn3I+zYGmzzXXsHNUyl7Zi1Qu+mCj4FxhyhpqkThWNXGn6vYX232lUIgiC4qEnrxrxjXVhI71sJvu8r+f6vxBcrX5l7LtWLiau2CsYOYYTal+PfirepfYXi0tGL2Ovrr8a7BYtOX/uT64m+Psw4dqszqNDz6KGi5hmU67O0D2O//hjVtL1Uh8+ZfoPvmf5xDKhRlOo30aH3oI3n9I36eZ7BP8VLuhH365No0qfQqo+hhRql+qge6hFqgOqmOqmoHZNTX9i/vrzP7ihqrSt4QLVis2rEveoJlKg6nrujqFK1KOeZPqSe4t8S/zBu5T4JQRD+C1J3fwHEvPs/9V7mHWAq1ucu0PHb94EHUJe6E7yAOxz/SffsxbNNy+rsThAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQVgrqFdwK1VDhaiNVBkVpkqp26kSu/2v1ujHFqqTak7qPipKRah6aqvdTp+TWAP/Iy8IgiAIgiAIgiAI/x8Sn692BYKwevwN3zcvlgB4nO3CX0wTdxwA8I5hRdZ12J4Fe1g7VhnUrmPM1U5RWYf1xmqH2HUVSu2gAqu1IiLyz1K09q5QSiWmaYghxJjFkIYQshDCA2kMMYsxjeFhD41ZloUsDQ/G9IGQZiH70Rbaq9mi25Il85vPh8FgSJJ0DMcbRBYnK/TmcvbCttFtY0yCWbNdsP1xztiO8h3TuUTu4luDLAXLx3r+9gzbwI6805En2yneOc6Rc2a5Uq6cq+CquDquCSvCpNghTInVYgZsYVf1rjs8Nm8sH8tX5XsLeAX+gme7Nbtj/Gp+gL/Mj/J/x5l4Hs7HRbgUl+MKXIV/j68Vmvfk7XEKcgS3BZG9diFLqBcG3o0Vzb+0h/+BpZfxXlnSJDKLPMgkIkQPN+2z7QslFFcgRLGGZuZ9xZYf4laQ1ZSSrDhtkj+lVFh6J02sNCZmijliQQan2Lk/d78/QVKRxp20gqxm+kCT5tcUqTrhQyEiQeQvWCnzbfpIU64t135sOnDvE02CDIsT0swenJKvfjp36PbhhYpWpINm7UgUWU93NHRs4thE5fyGz3QJisrPWRuqSo7Lt0Q2KW0bTmQjeTTKE0qCR8x8wdxSm1Ktro6m+3IUGUcm6VR1qrqTrJO+BLUt5auphJrKhFOsUwWIiGa61nn67ukpZD6dZvxrBaLOpOWnmU/5RkLzQFepC5wpPnO/rrCeXd9XH9LLEEtDdoOlYdFQZVg8W3I2aCwzjhnXjevf2pHllEZxY3vj3IYmYdNgUzSTqdH05FzVP9Z+bgKAf0E0XbMqydkcaan4G5QtnS22FzxpLdnS1foobqk1TPddMMXM+RPWV/L4vOD8lMVs+eWCxcqwaq3PLvZdDLcRbY8uOS7F2t2Xay7f63h6pePKUmdRZ+Cq8Wq4y9LN6NZ0x3rcPZFeTa++19Qb7rP0rV1TX/vNZrWF+gv7p+1m+/JA14B94KeBn6+baBZusG84HDJH4Kb05qwzx3mXFJMHyKMkQdaSerKZbCN7SAfpAf97PnKcKqRElISyUxTlpfxxE9R9apqao4LIjy6Dq9lldQVdwUEZMgoAAAAAAAAAAAAAAAAAAPDaCw/xhsxDK+4yt9u9NiwdHh1e/2sewuP0PB2pGfGNRL16r8f7/FZdXE+cHwAAAAAAAAAAAK9gEoDX1x/PyI7GAAAAAAEAABstAKEAEACCAAQAAgAQAC8AhwAAEjYBpAACAAF4nLVZvXMbxxVfibRlypIn44knLhJni8QiHQwoSzO2R6ogECRhgwDnAJJW5VncLYCVDnc390EYLtKmT5MyaZ3/IE0mVf6AOJMiRdr8BylS5ffe7h0OIKlRPIkoHN6+e/u+39sPCCE+uBWJW4L/3dq5/UMH3xJ3tpoOvg340MFb4t2t3MHbwP/GwW+Ie1t/cPCbwP/NwXfE0+1zB78l3tv+o4N3xA+2/+Xgu7dO73zr4LfFL3Y8B98T7+383sH379z70d8d/I74+U8fQ5Nb2ztQ7l3WiuBb4p2tDxx8G/AnDt4SP9vqO3gb+F85+A3x/tZvHfwm8H928B1xufUPB78lPtr+tYN3hNz+q4Pv3v7dG3cc/LY4f+vfDr4nPtr5pYPvv/P+zp8c/I74/IN/im+FFI/EQ/Gx+AzQiTDCF6mIRYbPROTAtQGlIuGnAsYAikQTb1oixJ8UHnBTMcO7jEca3xrUl3gGoLwv7opjwGPgtFiAZgB+GlxGYsmQFD3wXoJzwTJDQFPWReITg2aJuaUUWWn9UDwG9GE1+lQ0WAMFDgloJeQqyCEevnjpaD/HaAYsvS2gYVZZNALesBXhjfpM2BNSPMN4jDeEVeyHdRstn9hZKllKgbc+21v6d4G5KWMKUAXsNwn8jHEnogudyDuG50Xs2ac8XzOFFnPIJD8H/JROo5JWMj7jqBroUsZvZQe9z6GFwcwMXhDfykcPP/5Mnhg/jbN4kst2nCZxqnITR03ZCkPpmeksz6SnM51e6qB5/+6xHqd6IQeJjkbLRMueWsZFLsN4anzpx8kypSmSWD98LD+kr08b0lNhMpPHKvJj/yWwn8ezSB4XQUaCRjOTybDOZxKn8pkZh8ZXoXQSQRNDqMziIvW1JH0XKtWyiAKdynym5Ul3JHvG11Gmn8pMa6nnYx0EOpChxcpAZ35qErKPZQQ6VybM4Io2R9ZwVA2GKjTjFADl+BQRCzl6wtPTIlQArtbPE66gNS6VY5/IiuFNgs45IbIqaJ8gQI+Q9OJcpxnp+0nz0eObp6/jy5xUnGFUzQHnD9nwknN1spZ7V3vBlMcF8qikpsqaY0xVZjjTmpV8Co6SeaoCPVfpSxlPbECqxJqmcZEQ2o/niYqMJp+/fg8S16aoQLUU4LALykzsuQyX4oh5xpgteoW/q7I9BFoepXGcv8pRc0yxZWmLWHFhSdfiDDthAuycC2iJ0QJQzs0ngyJjwCErYF1HRW7wnLr2YLnmHAgrM+Iy9tnYyMWfmlOXXTEBhlxQcNvImK92DchwIdsGkHErzDi8tk1Tm0ocvpQy5yTOuTVYLSNg5izV8sy4Paw0IIkJ22LDUQbD6h5yq6T2N3PtmrSyCeKz/oYtzqtmbn1mpdjmFTm7bIKNmXKlcd0i8trXPM9a/RLj5pWCe8Dc5sxhyX4o3OJU93eZ9pFr3ymnT+6inFWNWXOspSsCa43VcepoqFq/cdxzWGEjdFlFSXGOUNHN1+wqk92HJorl+07+ZknNYzQ39DwVZehoqZnIiZqbcCkXJp/JrBjnoZaorSgw0RQNEqS5nmNmFKDU0gi9oym7uZxolRepzmSq0VFNDhl+1pDZXKHJ+yoBTFPmRZibBCyjYq5TUGY6ZwaZTNIYdUdlB+5hGC/kDI1eGpSzn0sTyZz6PjTDFPTbCLJQ7mMzZcZWUK6/zjHZvNTNsiE+yORcRUvpF1hfrN7UOSI0/FTBltRk1N21mks0EIgBxykwmfkG5HkMgy7JJCWxGMytLGoT/kylUEyn8CglX84F8UTs4y/gPQIl+vxKB2q6PrcPeMmJP+UA0R5jCaxCCti9gpjleZI92d8PYj9rzssG1USH28+XSTxNVTJb7qsxlrWVDlaDkPsWpd2ES8qWnZXMfME2LHyVTeIIAQDL67tlxsmZcAnYPUHJj4rjOWtqC2LJiWz3CXm19ympy/T1XYuhZGxwPyW6xO2R6u0k4WKJXBpbLtqNlWsdmhPfsOVWuzHrURbg5v4ldzNsS0ivYCaVDY3XWsNs8wrY17lrkna3auU2KjmbFthiX7CffG5t1/ls4Sw1vO8MeYdp98FXfU9zbAPcBf3e2n7ueu5Wh+/r2/pu0S5C0i0jOUfOX2vnmxasmvemXk9rOUCWWFvsolau2mm1QAa8RES8VKgbLbW5p9ayyjbY2D2tVRYuuI7sbj3gdmvcTtvyIcqQW/bNOWrPNJGLzIp7WSGmtvjNeHkxzs/2jEOfkfM02VEuhqWn1zO7wdFRDAfVVmBz579ZDbsbPUPzyWXBi5/hDKDIKuDIS1NQlO/2Hc+vNk4Te66CVx1jtXCV2vw357XXPB/JH2/w6JU85E+qjH4BnI1VmTl2IQ3duWqV4a8685WZefO5r4zeaVVBWW3TbeNus0E7ebb/Ry7+DbY7dWeycmdsl/Gpi3WZzza/ErexsxJi3iYqtrXMFiVWZ9/NvvZ/iEflJcW2k++M6/mBq1nfbQ0j1rV+kjS8ecw4P52ON8cX8HD99IuI79V8FNQ2tPWaeG1+YrUJL6mv73KNjS5X+n5zdsibWLNhd6nX6mZiVTmrFamMYUOUhwk6NJRjXcuQhI8LIefbrLbSWq3HrIt2K1ZRxbLeT2wM913EM66UsNKhrO31XHp9r9ZXemtlfcVZz+mVJxbsx/n3jGO5KhR8GLKe0TUNAn6SzJVfXoDCr60h+St6sl0BAragXPmeXOnmdn93yfB191ERrxflilM/UpRrxnV9ZX1Wxv3CxmvsbL9+/VU3RDWtPJBxpkbM3VbS1cPa982C+lp3LDpMMRCHGF1g9fQY0wVOopt6eHOO0QGwB8A8AMXQvX/AEbvgNekYdGe83lkeHp59jJ9zrzsUksc0+gL0ffCiuR3xJcvogNuQKT3mfQJsD98dR0cz2sCcYUzwEXdDK6+PWfaGrevWR6vpCHhZWbiuVZcllpqdYOSB/7F72wLvLvMj/Un+IcP9Ss9Dp2mLfUSciWcbGvV4RNgzfJ+CbsjyW2yz1bbPNhzivbWlwxqQ5Kaz1dKRf87dG4oR6dfD38qqFvvgmLVZ+a+N71NoTvyP8HbEK8UAMw/Y0iF7r+N8Rtb2eLSyykaqzdaQV8kHB4BP8DmqfOfx0+ri1bit++6C36+orH0t92yz5wY8stFo82jEsaK3DRdLj+3YlHrBmdhhqhZbPKwy5JCz12pfZqeVMahpYuVRbOu6lFktX1Ejlkv5/sxF+qpfyOst9gnpNawk38TZ1mftbiwrkiQ0OpB0bGzK53GBw/VSFpnGodpkjKYzs59qleuGDEyWhGppz/5JavDWB4nGt8KJX6dzk+dgN17yoby8RcWpeo7TfVoCE5LQuHrpl6RxUPh5g24uLjG3QXNKATjKL2bGn9U0W0CoifywCHSw0j6OwqXcNXv2NrdGDg6v0tZe/ppoKlOd5anx7d1FKYCvLEpeT9kDuwZScj2n+8WULlmCeBGFsQrWvaesq3RK5sQQhWeRJ0UuA01mEs1Mh8m6R5uyFS0dOQXE8JXKzIxNzvfq9++OoPQkpqsVUto5uyHHKoO2cVRdcZdh2HUXBTpqLsxLk+jAqGacTvdptA/Kr9xl+B4CzInBFybE5vrb++tu3f/iKHpE8R05+kUMq8g5+lKHcWIdvn6/T85cu+En804pQBlfZcN2uEFj3jRV8E7QkJNUa74fnql0CqvJz/AXogoGMh7nykTkFsW/MZS59vp2kEoqy2LfKMqRIPaLOaKi7E8BJoRvdonjmr1y6H5k+G6PNQr48sxG4lo6vpYjdC3lGi7lSPvydWiQq1Y28UrtryyQwIVEFjbo6s9M6FuzQ5ICBmUzLlqwHhdUwBkhXZ7Awn0Ynmm60YsTYy/gblTVFj1E2sJxnmYlFrN4/gobqRSKNIIymhkEscxi1uWF9vMyxVaZjAIIDBffkzLN1Ti+1LVfi6I4p8Kxt3/GFbPNFfcqm9EF4liv1a+qmZqSAlmOdDIIUnVV+SoX2Ko77sjh4HB00fI6sjuUp97gvHvQOZAPWkOMHzTkRXd0PDgbSVB4rf7ouRwcylb/ufyi2z9oyM6Xp15nOJQDT3ZPTnvdDnDdfrt3dtDtH8lnmNcfjGSvi3oE09FAkkDHqtsZErOTjtc+xrD1rNvrjp435GF31Ceeh2Dakqctb9Rtn/Vanjw9804Hww7EH4Btv9s/9CClc9Lpj5qQCpzsnGMgh8etXo9Ftc6gvcf6tQenz73u0fFIHg96Bx0gn3WgWetZr2NFwah2r9U9aciD1knrqMOzBuDiMZnT7uK4wyjIa+F/e9Qd9MmM9qA/8jBswEpvVE296A47DdnyukNyyKE3AHtyJ2YMmAnm9TuWC7larkUEJDQ+G3ZWuhx0Wj3wGtLkOjHi+b+87H29C17xH0woQXEAAAB4nGzWY/hcd9To/f+27b1jOxnPxLZtW41t207a2LZtW23Q2LbPfZ473eu8ePqiv/Wis74z15X1aZLQpP/vn1920rCk/59/vOz/8y8kCU3CkuQkJUlL0pOMJDPJSrKTnCQ3yUtKlpQuKX1ShqSMSZmSMidlScqalC0pZ1KupEBSMCmUFEmKJsWS4kmJpDwIimAInnQ8aU1S06RmSaeSziWdT1qLEAiJUAiNMAiLcAiPCIiISIiMKIiKaIiOGIiJWIiNOIiLeEgyJDmSAkmJpEJSI2mQtEg6JD2SAcmIZEIyI1mQrEg2JDuSA8mJ5EICSBAJIWEkgkSRGBJHEkhuJA+SF8mH5EcKIAWRQkhhpAhSFCmGFEdKICWRUkhppAxSFimHlEcqIBWRSkhlpApSFamGVEdqIDWRWkhtpA5SF6mH1EcaIA2RRkhjpAnSFGmGNEdaIC2RVkhrpA3SFmmHtEf+QDogHZFOSGekC9IV6YZ0R3ogPZFeSG+kD9IX6Yf0RwYgA5FByGBkCDIUGYYMR0YgI5FRyGhkDDIWGYeMRyYgE5FJyGRkCjIVmYZMR2YgM5FZyGxkDvIn8hcyF5mHzEcWIAuRRchiZAmyFFmGLEdWICuRVchqZA2yFlmHrEc2IBuRTchmZAuyFdmGbEd2IDuRXchuZA+yF9mH7EcOIAeRQ8hh5AhyFDmGHEdOICeRU8hp5AxyFjmHnEcuIBeRS8hl5ApyFbmGXEf+Rv5BbiA3kVvIbeRf5A5yF7mH3EceIA+RR8hj5AnyFHmGPEdeIC+RV8hr5A3yFnmHvEc+IB+RT8hn5AvyFfmGfEd+ID+RX2gSiqAoiqE4SqAkSqE0yqAsyqE8KqAiKqEyqqAqqqE6aqAmaqE26qAu6qHJ0ORoCjQlmgpNjaZB06Lp0PRoBjQjmgnNjGZBs6LZ0OxoDjQnmgsNoEE0hIbRCBpFY2gcTaC50TxoXjQfmh8tgBZEC6GF0SJoUbQYWhwtgZZES6Gl0TJoWbQcWh6tgFZEK6GV0SpoVbQaWh2tgdZEa6G10TpoXbQeWh9tgDZEG6GN0SZoU7QZ2hxtgbZEW6Gt0TZoW7Qd2h79A+2AdkQ7oZ3RLmhXtBvaHe2B9kR7ob3RPmhftB/aHx2ADkQHoYPRIehQdBg6HB2BjkRHoaPRMehYdBw6Hp2ATkQnoZPRKehUdBo6HZ2BzkRnobPROeif6F/oXHQeOh9dgC5EF6GL0SXoUnQZuhxdga5EV6Gr0TXoWnQduh7dgG5EN6Gb0S3oVnQbuh3dge5Ed6G70T3oXnQfuh89gB5ED6GH0SPoUfQYehw9gZ5ET6Gn0TPoWfQceh69gF5EL6GX0SvoVfQaeh39G/0HvYHeRG+ht9F/0TvoXfQeeh99gD5EH6GP0SfoU/QZ+hx9gb5EX6Gv0TfoW/Qd+h79gH5EP6Gf0S/oV/Qb+h39gf5Ef2FJGIKhGIbhGIGRGIXRGIOxGIfxmICJmITJmIKpmIbpmIGZmIXZmIO5mIclw5JjKbCUWCosNZYGS4ulw9JjGbCMWCYsM5YFy4plw7JjObCcWC4sgAWxEBbGIlgUi2FxLIHlxvJgebF8WH6sAFYQK4QVxopgRbFiWHGsBFYSK4WVxspgZbFyWHmsAlYRq4RVxqpgVbFqWHWsBlYTq4XVxupgdbF6WH2sAdYQa4Q1xppgTbFmWHOsBdYSa4W1xtpgbbF2WHvsD6wD1hHrhHXGumBdsW5Yd6wH1hPrhfXG+mB9sX5Yf2wANhAbhA3GhmBDsWHYcGwENhIbhY3GxmBjsXHYeGwCNhGbhE3GpmBTsWnYdGwGNhObhc3G5mB/Yn9hc7F52HxsAbYQW4QtxpZgS7Fl2HJsBbYSW4WtxtZga7F12HpsA7YR24RtxrZgW7Ft2HZsB7YT24XtxvZge7F92H7sAHYQO4Qdxo5gR7Fj2HHsBHYSO4Wdxs5gZ7Fz2HnsAnYRu4Rdxq5gV7Fr2HXsb+wf7AZ2E7uF3cb+xe5gd7F72H3sAfYQe4Q9xp5gT7Fn2HPsBfYSe4W9xt5gb7F32HvsA/YR+4R9xr5gX7Fv2HfsB/YT+4Un4QiO4hiO4wRO4hRO4wzO4hzO4wIu4hIu4wqu4hqu4wZu4hZu4w7u4h6eDE+Op8BT4qnw1HgaPC2eDk+PZ8Az4pnwzHgWPCueDc+O58Bz4rnwAB7EQ3gYj+BRPIbH8QSeG8+D58Xz4fnxAnhBvBBeGC+CF8WL4cXxEnhJvBReGi+Dl8XL4eXxCnhFvBJeGa+CV8Wr4dXxGnhNvBZeG6+D18Xr4fXxBnhDvBHeGG+CN8Wb4c3xFnhLvBXeGm+Dt8Xb4e3xP/AOeEe8E94Z74J3xbvh3fEeeE+8F94b74P3xfvh/fEB+EB8ED4YH4IPxYfhw/ER+Eh8FD4aH4OPxcfh4/EJ+ER8Ej4Zn4JPxafh0/EZ+Ex8Fj4bn4P/if+Fz8Xn4fPxBfhCfBG+GF+CL8WX4cvxFfhKfBW+Gl+Dr8XX4evxDfhGfBO+Gd+Cb8W34dvxHfhOfBe+G9+D78X34fvxA/hB/BB+GD+CH8WP4cfxE/hJ/BR+Gj+Dn8XP4efxC/hF/BJ+Gb+CX8Wv4dfxv/F/8Bv4TfwWfhv/F7+D38Xv4ffxB/hD/BH+GH+CP8Wf4c/xF/hL/BX+Gn+Dv8Xf4e/xD/hH/BP+Gf+Cf8W/4d/xH/hP/BeRRCAESmAEThAESVAETTAES3AETwiESEiETCiESmiEThiESViETTiES3hEMiI5kYJISaQiUhNpiLREOiI9kYHISGQiMhNZiKxENiI7kYPISeQiAkSQCBFhIkJEiRgRJxJEbiIPkZfIR+QnChAFiUJEYaIIUZQoRhQnShAliVJEaaIMUZYoR5QnKhAViUpEZaIKUZWoRlQnahA1iVpEbaIOUZeoR9QnGhANiUZEY6IJ0ZRoRjQnWhAtiVZEa6IN0ZZoR7Qn/iA6EB2JTkRnogvRlehGdCd6ED2JXkRvog/Rl+hH9CcGEAOJQcRgYggxlBhGDCdGECOJUcRoYgwxlhhHjCcmEBOJScRkYgoxlZhGTCdmEDOJWcRsYg7xJ/EXMZeYR8wnFhALiUXEYmIJsZRYRiwnVhAriVXEamINsZZYR6wnNhAbiU3EZmILsZXYRmwndhA7iV3EbmIPsZfYR+wnDhAHiUPEYeIIcZQ4RhwnThAniVPEaeIMcZY4R5wnLhAXiUvEZeIKcZW4Rlwn/ib+IW4QN4lbxG3iX+IOcZe4R9wnHhAPiUfEY+IJ8ZR4RjwnXhAviVfEa+IN8ZZ4R7wnPhAfiU/EZ+IL8ZX4RnwnfhA/iV9kEomQKImROEmQJEmRNMmQLMmRPCmQIimRMqmQKqmROmmQJmmRNumQLumRycjkZAoyJZmKTE2mIdOS6cj0ZAYyI5mJzExmIbOS2cjsZA4yJ5mLDJBBMkSGyQgZJWNknEyQuck8ZF4yH5mfLEAWJAuRhckiZFGyGFmcLEGWJEuRpckyZFmyHFmerEBWJCuRlckqZFWyGlmdrEHWJGuRtck6ZF2yHlmfbEA2JBuRjckmZFOyGdmcbEG2JFuRrck2ZFuyHdme/IPsQHYkO5GdyS5kV7Ib2Z3sQfYke5G9yT5kX7If2Z8cQA4kB5GDySHkUHIYOZwcQY4kR5GjyTHkWHIcOZ6cQE4kJ5GTySnkVHIaOZ2cQc4kZ5GzyTnkn+Rf5FxyHjmfXEAuJBeRi8kl5FJyGbmcXEGuJFeRq8k15FpyHbme3EBuJDeRm8kt5FZyG7md3EHuJHeRu8k95F5yH7mfPEAeJA+Rh8kj5FHyGHmcPEGeJE+Rp8kz5FnyHHmevEBeJC+Rl8kr5FXyGnmd/Jv8h7xB3iRvkbfJf8k75F3yHnmffEA+JB+Rj8kn5FPyGfmcfEG+JF+Rr8k35FvyHfme/EB+JD+Rn8kv5FfyG/md/EH+JH9RSRRCoRRG4RRBkRRF0RRDsRRH8ZRAiZREyZRCqZRG6ZRBmZRF2ZRDuZRHJaOSUymolFQqKjWVhkpLpaPSUxmojFQmKjOVhcpKZaOyUzmonFQuKkAFqRAVpiJUlIpRcSpB5abyUHmpfFR+qgBVkCpEFaaKUEWpYlRxqgRVkipFlabKUGWpclR5qgJVkapEVaaqUFWpalR1qgZVk6pF1abqUHWpelR9qgHVkGpENaaaUE2pZlRzqgXVkmpFtabaUG2pdlR76g+qA9WR6kR1prpQXaluVHeqB9WT6kX1pvpQfal+VH9qADWQGkQNpoZQQ6lh1HBqBDWSGkWNpsZQY6lx1HhqAjWRmkRNpqZQU6lp1HRqBjWTmkXNpuZQf1J/UXOpedR8agG1kFpELaaWUEupZdRyagW1klpFrabWUGupddR6agO1kdpEbaa2UFupbdR2age1k9pF7ab2UHupfdR+6gB1kDpEHaaOUEepY9Rx6gR1kjpFnabOUGepc9R56gJ1kbpEXaauUFepa9R16m/qH+oGdZO6Rd2m/qXuUHepe9R96gH1kHpEPaaeUE+pZ9Rz6gX1knpFvabeUG+pd9R76gP1kfpEfaa+UF+pb9R36gf1k/pFJ9EIjdIYjdMETdIUTdMMzdIczdMCLdISLdMKrdIardMGbdIWbdMO7dIenYxOTqegU9Kp6NR0GjotnY5OT2egM9KZ6Mx0FjornY3OTuegc9K56AAdpEN0mI7QUTpGx+kEnZvOQ+el89H56QJ0QboQXZguQheli9HF6RJ0SboUXZouQ5ely9Hl6Qp0RboSXZmuQlelq9HV6Rp0TboWXZuuQ9el69H16QZ0Q7oR3ZhuQjelm9HN6RZ0S7oV3ZpuQ7el29Ht6T/oDnRHuhPdme5Cd6W70d3pHnRPuhfdm+5D96X70f3pAfRAehA9mB5CD6WH0cPpEfRIehQ9mh5Dj6XH0ePpCfREehI9mZ5CT6Wn0dPpGfRMehY9m55D/0n/Rc+l59Hz6QX0QnoRvZheQi+ll9HL6RX0SnoVvZpeQ6+l19Hr6Q30RnoTvZneQm+lt9Hb6R30TnoXvZveQ++l99H76QP0QfoQfZg+Qh+lj9HH6RP0SfoUfZo+Q5+lz9Hn6Qv0RfoSfZm+Ql+lr9HX6b/pf+gb9E36Fn2b/pe+Q9+l79H36Qf0Q/oR/Zh+Qj+ln9HP6Rf0S/oV/Zp+Q7+l39Hv6Q/0R/oT/Zn+Qn+lv9Hf6R/0T/oXk8QgDMpgDM4QDMlQDM0wDMtwDM8IjMhIjMwojMpojM4YjMlYjM04jMt4TDImOZOCScmkYlIzaZi0TDomPZOBychkYjIzWZisTDYmO5ODycnkYgJMkAkxYSbCRJkYE2cSTG4mD5OXycfkZwowBZlCTGGmCFOUKcYUZ0owJZlSTGmmDFOWKceUZyowFZlKTGWmClOVqcZUZ2owNZlaTG2mDlOXqcfUZxowDZlGTGOmCdOUacY0Z1owLZlWTGumDdOWace0Z/5gOjAdmU5MZ6YL05XpxnRnejA9mV5Mb6YP05fpx/RnBjADmUHMYGYIM5QZxgxnRjAjmVHMaGYMM5YZx4xnJjATmUnMZGYKM5WZxkxnZjAzmVnMbGYO8yfzFzOXmcfMZxYwC5lFzGJmCbOUWcYsZ1YwK5lVzGpmDbOWWcesZzYwG5lNzGZmC7OV2cZsZ3YwO5ldzG5mD7OX2cfsZw4wB5lDzGHmCHOUOcYcZ04wJ5lTzGnmDHOWOcecZy4wF5lLzGXmCnOVucZcZ/5m/mFuMDeZW8xt5l/mDnOXucfcZx4wD5lHzGPmCfOUecY8Z14wL5lXzGvmDfOWece8Zz4wH5lPzGfmC/OV+cZ8Z34wP5lfbBKLsCiLsThLsCRLsTTLsCzLsTwrsCIrsTKrsCqrsTprsCZrsTbrsC7rscnY5GwKNiWbik3NpmHTsunY9GwGNiObic3MZmGzstnY7GwONiebiw2wQTbEhtkIG2VjbJxNsLnZPGxeNh+bny3AFmQLsYXZImxRthhbnC3BlmRLsaXZMmxZthxbnq3AVmQrsZXZKmxVthpbna3B1mRrsbXZOmxdth5bn23ANmQbsY3ZJmxTthnbnG3BtmRbsa3ZNmxbth3bnv2D7cB2ZDuxndkubFe2G9ud7cH2ZHuxvdk+bF+2H9ufHcAOZAexg9kh7FB2GDucHcGOZEexo9kx7Fh2HDuencBOZCexk9kp7FR2GjudncHOZGexs9k57J/sX+xcdh47n13ALmQXsYvZJexSdhm7nF3BrmRXsavZNexadh27nt3AbmQ3sZvZLexWdhu7nd3B7mR3sbvZPexedh+7nz3AHmQPsYfZI+xR9hh7nD3BnmRPsafZM+xZ9hx7nr3AXmQvsZfZK+xV9hp7nf2b/Ye9wd5kb7G32X/ZO+xd9h57n33APmQfsY/ZJ+xT9hn7nH3BvmRfsa/ZN+xb9h37nv3AfmQ/sZ/ZL+xX9hv7nf3B/mR/cUkcwqEcxuEcwZEcxdEcw7Ecx/GcwImcxMmcwqmcxumcwZmcxdmcw7mcxyXjknMpuJRcKi41l4ZLy6Xj0nMZuIxcJi4zl4XLymXjsnM5uJxcLi7ABbkQF+YiXJSLcXEuweXm8nB5uXxcfq4AV5ArxBXminBFuWJcca4EV5IrxZXmynBluXJcea4CV5GrxFXmqnBVuWpcda4GV5OrxdXm6nB1uXpcfa4B15BrxDXmmnBNuWZcc64F15JrxbXm2nBtuXZce+4PrgPXkevEdea6cF25blx3rgfXk+vF9eb6cH25flx/bgA3kBvEDeaGcEO5YdxwbgQ3khvFjebGcGO5cdx4bgI3kZvETeamcFO5adx0bgY3k5vFzebmcH9yf3FzuXncfG4Bt5BbxC3mlnBLuWXccm4Ft5Jbxa3m1nBruXXcem4Dt5HbxG3mtnBbuW3cdm4Ht5Pbxe3m9nB7uX3cfu4Ad5A7xB3mjnBHuWPcce4Ed5I7xZ3mznBnuXPcee4Cd5G7xF3mrnBXuWvcde5v7h/uBneTu8Xd5v7l7nB3uXvcfe4B95B7xD3mnnBPuWfcc+4F95J7xb3m3nBvuXfce+4D95H7xH3mvnBfuW/cd+4H95P7xSfxCI/yGI/zBE/yFE/zDM/yHM/zAi/yEi/zCq/yGq/zBm/yFm/zDu/yHp+MT86n4FPyqfjUfBo+LZ+OT89n4DPymfjMfBY+K5+Nz87n4HPyufgAH+RDfJiP8FE+xsf5BJ+bz8Pn5fPx+fkCfEG+EF+YL8IX5YvxxfkSfEm+FF+aL8OX5cvx5fkKfEW+El+Zr8JX5avx1fkafE2+Fl+br8PX5evx9fkGfEO+Ed+Yb8I35ZvxzfkWfEu+Fd+ab8O35dvx7fk/+A58R74T35nvwnflu/Hd+R58T74X35vvw/fl+/H9+QH8QH4QP5gfwg/lh/HD+RH8SH4UP5ofw4/lx/Hj+Qn8RH4SP5mfwk/lp/HT+Rn8TH4WP5ufw//J/8XP5efx8/kF/EJ+Eb+YX8Iv5Zfxy/kV/Ep+Fb+aX8Ov5dfx6/kN/EZ+E7+Z38Jv5bfx2/kd/E5+F7+b38Pv5ffx+/kD/EH+EH+YP8If5Y/xx/kT/En+FH+aP8Of5c/x5/kL/EX+En+Zv8Jf5a/x1/m/+X/4G/xN/hZ/m/+Xv8Pf5e/x9/kH/EP+Ef+Yf8I/5Z/xz/kX/Ev+Ff+af8O/5d/x7/kP/Ef+E/+Z/8J/5b/x3/kf/E/+l5AkIAIqYAIuEAIpUAItMAIrcAIvCIIoSIIsKIIqaIIuGIIpWIItOIIreEIyIbmQQkgppBJSC2mEtEI6Ib2QQcgoZBIyC1mErEI2IbuQQ8gp5BICQlAICWEhIkSFmBAXEkJuIY+QV8gn5BcKCAWFQkJhoYhQVCgmFBdKCCWFUkJpoYxQVignlBcqCBWFSkJloYpQVagmVBdqCDWFWkJtoY5QV6gn1BcaCA2FRkJjoYnQVGgmNBdaCC2FVkJroY3QVmgntBf+EDoIHYVOQmehi9BV6CZ0F3oIPYVeQm+hj9BX6Cf0FwYIA4VBwmBhiDBUGCYMF0YII4VRwmhhjDBWGCeMFyYIE4VJwmRhijBVmCZMF2YIM4VZwmxhjvCn8JcwV5gnzBcWCAuFRcJiYYmwVFgmLBdWCCuFVcJqYY2wVlgnrBc2CBuFTcJmYYuwVdgmbBd2CDuFXcJuYY+wV9gn7BcOCAeFQ8Jh4YhwVDgmHBdOCCeFU8Jp4YxwVjgnnBcuCBeFS8Jl4YpwVbgmXBf+Fv4Rbgg3hVvCbeFf4Y5wV7gn3BceCA+FR8Jj4YnwVHgmPBdeCC+FV8Jr4Y3wVngnvBc+CB+FT8Jn4YvwVfgmfBd+CD+FX2KSiIioiIm4SIikSIm0yIisyIm8KIiiKImyqIiqqIm6aIimaIm26Iiu6InJxORiCjGlmEpMLaYR04rpxPRiBjGjmEnMLGYRs4rZxOxiDjGnmEsMiEExJIbFiBgVY2JcTIi5xTxiXjGfmF8sIBYUC4mFxSJiUbGYWFwsIZYUS4mlxTJiWbGcWF6sIFYUK4mVxSpiVbGaWF2sIdYUa4m1xTpiXbGeWF9sIDYUG4mNxSZiU7GZ2FxsIbYUW4mtxTZiW7Gd2F78Q+wgdhQ7iZ3FLmJXsZvYXewh9hR7ib3FPmJfsZ/YXxwgDhQHiYPFIeJQcZg4XBwhjhRHiaPFMeJYcZw4XpwgThQniZPFKeJUcZo4XZwhzhRnibPFOeKf4l/iXHGeOF9cIC4UF4mLxSXiUnGZuFxcIa4UV4mrxTXiWnGduF7cIG4UN4mbxS3iVnGbuF3cIe4Ud4m7xT3iXnGfuF88IB4UD4mHxSPiUfGYeFw8IZ4UT4mnxTPiWfGceF68IF4UL4mXxSviVfGaeF38W/xHvCHeFG+Jt8V/xTviXfGeeF98ID4UH4mPxSfiU/GZ+Fx8Ib4UX4mvxTfiW/Gd+F78IH4UP4mfxS/iV/Gb+F38If4Uf0lJEiKhEibhEiGREiXREiOxEifxkiCJkiTJkiKpkibpkiGZkiXZkiO5kiclk5JLKaSUUioptZRGSiulk9JLGaSMUiYps5RFyiplk7JLOaScUi4pIAWlkBSWIlJUiklxKSHllvJIeaV8Un6pgFRQKiQVlopIRaViUnGphFRSKiWVlspIZaVyUnmpglRRqiRVlqpIVaVqUnWphlRTqiXVlupIdaV6Un2pgdRQaiQ1lppITaVmUnOphdRSaiW1ltpIbaV2UnvpD6mD1FHqJHWWukhdpW5Sd6mH1FPqJfWW+kh9pX5Sf2mANFAaJA2WhkhDpWHScGmENFIaJY2WxkhjpXHSeGmCNFGaJE2WpkhTpWnSdGmGNFOaJc2W5kh/Sn9Jc6V50nxpgbRQWiQtlpZIS6Vl0nJphbRSWiWtltZIa6V10nppg7RR2iRtlrZIW6Vt0nZph7RT2iXtlvZIe6V90n7pgHRQOiQdlo5IR6Vj0nHphHRSOiWdls5IZ6Vz0nnpgnRRuiRdlq5IV6Vr0nXpb+kf6YZ0U7ol3Zb+le5Id6V70n3pgfRQeiQ9lp5IT6Vn0nPphfRSeiW9lt5Ib6V30nvpg/RR+iR9lr5IX6Vv0nfph/RT+iUnyYiMypiMy4RMypRMy4zMypzMy4IsypIsy4qsypqsy4ZsypZsy47syp6cTE4up5BTyqnk1HIaOa2cTk4vZ5AzypnkzHIWOaucTc4u55BzyrnkgByUQ3JYjshROSbH5YScW84j55XzyfnlAnJBuZBcWC4iF5WLycXlEnJJuZRcWi4jl5XLyeXlCnJFuZJcWa4iV5WrydXlGnJNuZZcW64j15XryfXlBnJDuZHcWG4iN5Wbyc3lFnJLuZXcWm4jt5Xbye3lP+QOcke5k9xZ7iJ3lbvJ3eUeck+5l9xb7iP3lfvJ/eUB8kB5kDxYHiIPlYfJw+UR8kh5lDxaHiOPlcfJ4+UJ8kR5kjxZniJPlafJ0+UZ8kx5ljxbniP/Kf8lz5XnyfPlBfJCeZG8WF4iL5WXycvlFfJKeZW8Wl4jr5XXyevlDfJGeZO8Wd4ib5W3ydvlHfJOeZe8W94j75X3yfvlA/JB+ZB8WD4iH5WPycflE/JJ+ZR8Wj4jn5XPyeflC/JF+ZJ8Wb4iX5Wvydflv+V/5BvyTfmWfFv+V74j35XvyfflB/JD+ZH8WH4iP5Wfyc/lF/JL+ZX8Wn4jv5Xfye/lD/JH+ZP8Wf4if5W/yd/lH/JP+ZeSpCAKqmAKrhAKqVAKrTAKq3AKrwiKqEiKrCiKqmiKrhiKqViKrTiKq3hKMiW5kkJJqaRSUitplLRKOiW9kkHJqGRSMitZlKxKNiW7kkPJqeRSAkpQCSlhJaJElZgSVxJKbiWPklfJp+RXCigFlUJKYaWIUlQpphRXSigllVJKaaWMUlYpp5RXKigVlUpKZaWKUlWpplRXaig1lVpKbaWOUlepp9RXGigNlUZKY6WJ0lRppjRXWigtlVZKa6WN0lZpp7RX/lA6KB2VTkpnpYvSVemmdFd6KD2VXkpvpY/SV+mn9FcGKAOVQcpgZYgyVBmmDFdGKCOVUcpoZYwyVhmnjFcmKBOVScpkZYoyVZmmTFdmKDOVWcpsZY7yp/KXMleZp8xXFigLlUXKYmWJslRZpixXVigrlVXKamWNslZZp6xXNigblU3KZmWLslXZpmxXdig7lV3KbmWPslfZp+xXDigHlUPKYeWIclQ5phxXTignlVPKaeWMclY5p5xXLigXlUvKZeWKclW5plxX/lb+UW4oN5Vbym3lX+WOcle5p9xXHigPlUfKY+WJ8lR5pjxXXigvlVfKa+WN8lZ5p7xXPigflU/KZ+WL8lX5pnxXfig/lV9qkoqoqIqpuEqopEqptMqorMqpvCqooiqpsqqoqqqpumqopmqptuqoruqpydTkago1pZpKTa2mUdOq6dT0agY1o5pJzaxmUbOq2dTsag41p5pLDahBNaSG1YgaVWNqXE2oudU8al41n5pfLaAWVAuphdUialG1mFpcLaGWVEuppdUyalm1nFperaBWVCupldUqalW1mlpdraHWVGuptdU6al21nlpfbaA2VBupjdUmalO1mdpcbaG2VFuprdU2alu1ndpe/UPtoHZUO6md1S5qV7Wb2l3tofZUe6m91T5qX7Wf2l8doA5UB6mD1SHqUHWYOlwdoY5UR6mj1THqWHWcOl6doE5UJ6mT1SnqVHWaOl2doc5UZ6mz1Tnqn+pf6lx1njpfXaAuVBepi9Ul6lJ1mbpcXaGuVFepq9U16lp1nbpe3aBuVDepm9Ut6lZ1m7pd3aHuVHepu9U96l51n7pfPaAeVA+ph9Uj6lH1mHpcPaGeVE+pp9Uz6ln1nHpevaBeVC+pl9Ur6lX1mnpd/Vv9R72h3lRvqbfVf9U76l31nnpffaA+VB+pj9Un6lP1mfpcfaG+VF+pr9U36lv1nfpe/aB+VD+pn9Uv6lf1m/pd/aH+VH9pSRqioRqm4RqhkRql0RqjsRqn8ZqgiZqkyZqiqZqm6ZqhmZql2ZqjuZqnJdOSaym0lFoqLbWWRkurpdPSaxm0jFomLbOWRcuqZdOyazm0nFouLaAFtZAW1iJaVItpcS2h5dbyaHm1fFp+rYBWUCukFdaKaEW1YlpxrYRWUiulldbKaGW1clp5rYJWUaukVdaqaFW1alp1rYZWU6ul1dbqaHW1elp9rYHWUGukNdaaaE21ZlpzrYXWUmultdbaaG21dlp77Q+tg9ZR66R11rpoXbVuWneth9ZT66X11vpofbV+Wn9tgDZQG6QN1oZoQ7Vh2nBthDZSG6WN1sZoY7Vx2nhtgjZRm6RN1qZoU7Vp2nRthjZTm6XN1uZof2p/aXO1edp8bYG2UFukLdaWaEu1ZdpybYW2UlulrdbWaGu1ddp6bYO2Udukbda2aFu1bdp2bYe2U9ul7db2aHu1fdp+7YB2UDukHdaOaEe1Y9px7YR2UjulndbOaGe1c9p57YJ2UbukXdauaFe1a9p17W/tH+2GdlO7pd3W/tXuaHe1e9p97YH2UHukPdaeaE+1Z9pz7YX2UnulvdbeaG+1d9p77YP2Ufukfda+aF+1b9p37Yf2U/ulJ+mIjuqYjuuETuqUTuuMzuqczuuCLuqSLuuKruqaruuGbuqWbuuO7uqenkxPrqfQU+qp9NR6Gj2tnk5Pr2fQM+qZ9Mx6Fj2rnk3PrufQc+q59IAe1EN6WI/oUT2mx/WEnlvPo+fV8+n59QJ6Qb2QXlgvohfVi+nF9RJ6Sb2UXlovo5fVy+nl9Qp6Rb2SXlmvolfVq+nV9Rp6Tb2WXluvo9fV6+n19QZ6Q72R3lhvojfVm+nN9RZ6S72V3lpvo7fV2+nt9T/0DnpHvZPeWe+id9W76d31HnpPvZfeW++j99X76f31AfpAfZA+WB+iD9WH6cP1EfpIfZQ+Wh+jj9XH6eP1CfpEfZI+WZ+iT9Wn6dP1GfpMfZY+W5+j/6n/pc/V5+nz9QX6Qn2Rvlhfoi/Vl+nL9RX6Sn2Vvlpfo6/V1+nr9Q36Rn2Tvlnfom/Vt+nb9R36Tn2Xvlvfo+/V9+n79QP6Qf2Qflg/oh/Vj+nH9RP6Sf2Uflo/o5/Vz+nn9Qv6Rf2Sflm/ol/Vr+nX9b/1f/Qb+k39ln5b/1e/o9/V7+n39Qf6Q/2R/lh/oj/Vn+nP9Rf6S/2V/lp/o7/V3+nv9Q/6R/2T/ln/on/Vv+nf9R/6T/2XkWQgBmpgBm4QBmlQBm0wBmtwBm8IhmhIhmwohmpohm4YhmlYhm04hmt4RjIjuZHCSGmkMlIbaYy0RjojvZHByGhkMjIbWYysRjYju5HDyGnkMgJG0AgZYSNiRI2YETcSRm4jj5HXyGfkNwoYBY1CRmGjiFHUKGYUN0oYJY1SRmmjjFHWKGeUNyoYFY1KRmWjilHVqGZUN2oYNY1aRm2jjlHXqGfUNxoYDY1GRmOjidHUaGY0N1oYLY1WRmujjdHWaGe0N/4wOhgdjU5GZ6OL0dXoZnQ3ehg9jV5Gb6OP0dfoZ/Q3BhgDjUHGYGOIMdQYZgw3RhgjjVHGaGOMMdYYZ4w3JhgTjUnGZGOKMdWYZkw3ZhgzjVnGbGOO8afxlzHXmGfMNxYYC41FxmJjibHUWGYsN1YYK41VxmpjjbHWWGesNzYYG41NxmZji7HV2GZsN3YYO41dxm5jj7HX2GfsNw4YB41DxmHjiHHUOGYcN04YJ41TxmnjjHHWOGecNy4YF41LxmXjinHVuGZcN/42/jFuGDeNW8Zt41/jjnHXuGfcNx4YD41HxmPjifHUeGY8N14YL41XxmvjjfHWeGe8Nz4YH41Pxmfji/HV+GZ8N34YP41fZpKJmKiJmbhJmKRJmbTJmKzJmbwpmKIpmbKpmKqpmbppmKZpmbbpmK7pmcnM5GYKM6WZykxtpjHTmunM9GYGM6OZycxsZjGzmtnM7GYOM6eZywyYQTNkhs2IGTVjZtxMmLnNPGZeM5+Z3yxgFjQLmYXNImZRs5hZ3CxhljRLmaXNMmZZs5xZ3qxgVjQrmZXNKmZVs5pZ3axh1jRrmbXNOmZds55Z32xgNjQbmY3NJmZTs5nZ3GxhtjRbma3NNmZbs53Z3vzD7GB2NDuZnc0uZlezm9nd7GH2NHuZvc0+Zl+zn9nfHGAONAeZg80h5lBzmDncHGGONEeZo80x5lhznDnenGBONCeZk80p5lRzmjndnGHONGeZs8055p/mX+Zcc54531xgLjQXmYvNJeZSc5m53FxhrjRXmavNNeZac5253txgbjQ3mZvNLeZWc5u53dxh7jR3mbvNPeZec5+53zxgHjQPmYfNI+ZR85h53DxhnjRPmafNM+ZZ85x53rxgXjQvmZfNK+ZV85p53fzb/Me8Yd40b5m3zX/NO+Zd855533xgPjQfmY/NJ+ZT85n53HxhvjRfma/NN+Zb85353vxgfjQ/mZ/NL+ZX85v53fxh/jR/WUkWYqEWZuEWYZEWZdEWY7EWZ/GWYImWZMmWYqmWZumWYZmWZdmWY7mWZyWzklsprJRWKiu1lcZKa6Wz0lsZrIxWJiuzlcXKamWzsls5rJxWLitgBa2QFbYiVtSKWXErYeW28lh5rXxWfquAVdAqZBW2ilhFrWJWcauEVdIqZZW2ylhlrXJWeauCVdGqZFW2qlhVrWpWdauGVdOqZdW26lh1rXpWfauB1dBqZDW2mlhNrWZWc6uF1dJqZbW22lhtrXZWe+sPq4PV0epkdba6WF2tblZ3q4fV0+pl9bb6WH2tflZ/a4A10BpkDbaGWEOtYdZwa4Q10hpljbbGWGOtcdZ4a4I10ZpkTbamWFOtadZ0a4Y105plzbbmWH9af1lzrXnWfGuBtdBaZC22llhLrWXWcmuFtdJaZa221lhrrXXWemuDtdHaZG22tlhbrW3WdmuHtdPaZe229lh7rX3WfuuAddA6ZB22jlhHrWPWceuEddI6ZZ22zlhnrXPWeeuCddG6ZF22rlhXrWvWdetv6x/rhnXTumXdtv617lh3rXvWfeuB9dB6ZD22nlhPrWfWc+uF9dJ6Zb223lhvrXfWe+uD9dH6ZH22vlhfrW/Wd+uH9dP6ZSfZiI3amI3bhE3alE3bjM3anM3bgi3aki3biq3amq3bhm3alm3bju3anp3MTm6nsFPaqezUdho7rZ3OTm9nsDPamezMdhY7q53Nzm7nsHPaueyAHbRDdtiO2FE7ZsfthJ3bzmPntfPZ+e0CdkG7kF3YLmIXtYvZxe0Sdkm7lF3aLmOXtcvZ5e0KdkW7kl3ZrmJXtavZ1e0adk27ll3brmPXtevZ9e0GdkO7kd3YbmI3tZvZze0Wdku7ld3abmO3tdvZ7e0/7A52R7uT3dnuYne1u9nd7R52T7uX3dvuY/e1+9n97QH2QHuQPdgeYg+1h9nD7RH2SHuUPdoeY4+1x9nj7Qn2RHuSPdmeYk+1p9nT7Rn2THuWPdueY/9p/2XPtefZ8+0F9kJ7kb3YXmIvtZfZy+0V9kp7lb3aXmOvtdfZ6+0N9kZ7k73Z3mJvtbfZ2+0d9k57l73b3mPvtffZ++0D9kH7kH3YPmIftY/Zx+0T9kn7lH3aPmOftc/Z5+0L9kX7kn3ZvmJfta/Z1+2/7X/sG/ZN+5Z92/7XvmPfte/Z9+0H9kP7kf3YfmI/tZ/Zz+0X9kv7lf3afmO/td/Z7+0P9kf7k/3Z/mJ/tb/Z3+0f9k/7l5PkIA7qYA7uEA7pUA7tMA7rcA7vCI7oSI7sKI7qaI7uGI7pWI7tOI7reE4yJ7mTwknppHJSO2mctE46J72TwcnoZHIyO1mcrE42J7uTw8np5HICTtAJOWEn4kSdmBN3Ek5uJ4+T18nn5HcKOAWdQk5hp4hT1CnmFHdKOCWdUk5pp4xT1innlHcqOBWdSk5lp4pT1anmVHdqODWdWk5tp45T16nn1HcaOA2dRk5jp4nT1GnmNHdaOC2dVk5rp43T1mnntHf+cDo4HZ1OTmeni9PV6eZ0d3o4PZ1eTm+nj9PX6ef0dwY4A51BzmBniDPUGeYMd0Y4I51RzmhnjDPWGeeMdyY4E51JzmRnijPVmeZMd2Y4M51ZzmxnjvOn85cz15nnzHcWOAudRc5iZ4mz1FnmLHdWOCudVc5qZ42z1lnnrHc2OBudTc5mZ4uz1dnmbHd2ODudXc5uZ4+z19nn7HcOOAedQ85h54hz1DnmHHdOOCedU85p54xz1jnnnHcuOBedS85l54pz1bnmXHf+dv5xbjg3nVvObedf545z17nn3HceOA+dR85j54nz1HnmPHdeOC+dV85r543z1nnnvHc+OB+dT85n54vz1fnmfHd+OD+dX26Si7ioi7m4S7ikS7m0y7isy7m8K7iiK7myq7iqq7m6a7ima7m267iu67nJ3ORuCjelm8pN7aZx07rp3PRuBjejm8nN7GZxs7rZ3OxuDjenm8sNuEE35IbdiBt1Y27cTbi53TxuXjefm98t4BZ0C7mF3SJuUbeYW9wt4ZZ0S7ml3TJuWbecW96t4FZ0K7mV3SpuVbeaW92t4dZ0a7m13TpuXbeeW99t4DZ0G7mN3SZuU7eZ29xt4bZ0W7mt3TZuW7ed2979w+3gdnQ7uZ3dLm5Xt5vb3e3h9nR7ub3dPm5ft5/b3x3gDnQHuYPdIe5Qd5g73B3hjnRHuaPdMe5Yd5w73p3gTnQnuZPdKe5Ud5o73Z3hznRnubPdOe6f7l/uXHeeO99d4C50F7mL3SXuUneZu9xd4a50V7mr3TXuWnedu97d4G50N7mb3S3uVnebu93d4e50d7m73T3uXnefu9894B50D7mH3SPuUfeYe9w94Z50T7mn3TPuWfece9694F50L7mX3SvuVfeae9392/3HveHedG+5t91/3TvuXfeee9994D50H7mP3SfuU/eZ+9x94b50X7mv3TfuW/ed+9794H50P7mf3S/uV/eb+9394f50f3lJHuKhHubhHuGRHuXRHuOxHufxnuCJnuTJnuKpnubpnuGZnuXZnuO5nucl85J7KbyUXiovtZfGS+ul89J7GbyMXiYvs5fFy+pl87J7ObycXi4v4AW9kBf2Il7Ui3lxL+Hl9vJ4eb18Xn6vgFfQK+QV9op4Rb1iXnGvhFfSK+WV9sp4Zb1yXnmvglfRq+RV9qp4Vb1qXnWvhlfTq+XV9up4db16Xn2vgdfQa+Q19pp4Tb1mXnOvhdfSa+W19tp4bb12XnvvD6+D19Hr5HX2unhdvW5ed6+H19Pr5fX2+nh9vX5ef2+AN9Ab5A32hnhDvWHecG+EN9Ib5Y32xnhjvXHeeG+CN9Gb5E32pnhTvWnedG+GN9Ob5c325nh/en95c7153nxvgbfQW+Qt9pZ4S71l3nJvhbfSW+Wt9tZ4a7113npvg7fR2+Rt9rZ4W71t3nZvh7fT2+Xt9vZ4e7193n7vgHfQO+Qd9o54R71j3nHvhHfSO+Wd9s54Z71z3nnvgnfRu+Rd9q54V71r3nXvb+8f74Z307vl3fb+9e54d7173n3vgffQe+Q99p54T71n3nPvhffSe+W99t54b7133nvvg/fR++R99r54X71v3nfvh/fT+5UsKRmSDKW6tm+VK1fh4O839PtN/N83UDRY5Pdb7H/fUK7fb+D3G/r9hn+/kd9v/Pf7e0+o0O/3977Qf/uK/+8b/r03/L97ixcv+n/fYK5cif99Y7l+v+Hfb+T3G/39xn6/8d/vf5/7vSdW7H/f+O898cDvN/j7Df1+f++P/94f/70//nt//Pf++O/98d/74/+7P1KkCF2+Ubtm5ZrlyPXfEPhvCP43RP4bYv8NCea//ziXPwX8KehPIX8K+1PEn6L+5O8L+vuC/r6gvy/ofzbofzYY8yd/S8j/bMj/bMj/LiH/u4T8fSF/X8jfF/a/S9jfF/b3hf19YX9L2N8Sjv83RfwtEX9LxN8S8bdE/G8V8fdF/H0R/1tFYLP/e6N+I+o3ov7mqL856m+O+puj/uaYvyXmb4n53zTm74v5+2L+lrj/2bj/2bj/2bj/2bj/2bj/XeKwxf9tcf+3Jfx9CX9fwt+X8Lck/C0J/xcl/H2JBOv/iQ3AGIQxBGMExiiMMRjjMMLeQC4YIRGARAASgTCMkAhAIgCJACSCkAjC3iDsDcLeIPyKICSCkAhCIgiJECRC8CtCUAtBLQS1ENRCUAtBLQS1ENTCUAtDLQy1MNTCUAtDLQy1MNTCUAtDLQK1CNQiUItALQK1CNQiUItALQK1CNSiUItCLQq1KNSiUItCLQq1KNSiUItCLQa1GNRiUItBLQa1GNRiUItBLQa1GNTiUItDLQ61ONTiUItDLQ61ONTiUItDLQG1BNQSUEtALQG1BNQSUEtALQE18OF//h8OYwDGIIwhGMMwRmCMwhiDMQ4j1ECNIKgRBDWCoEYQ1AgGoAaABAGQIAASBECCAEgwCDWwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkQLAmCJUGwJAiWBMGSIFgSBEuCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMGSOFgSB0viYEkcLImDJXGwJA6WxMGSOFgSB0viYEkcLImDJXGwJA6WxMGSOFgSB0viYEkcLImDJXGwJA6WxMGSOFgSB0viYEkcLImDJXGwJA6WxMGSOFgSB0viYEkcLImDJXGwJA6WxMGSOFgSB0viYEkcLImDJXGwJA6WxMGSOFgSB0viYEkcLImDJXGwJA6WxAGQOAASB0DiAEgcAIkDIHEAJA6AxAGQOAASB0DiAEgcAIkDIHEAJA6AxAGQOAASB0DiAEgcAIkDIHEAJA6AxAGQOKgRBzXioEYc1IiDGnFQIw5qxEGNOKgRBzXioEYc1IiDGnFQIw5qxEGNOKiRADUSoEYC1EiAGglQIwFqJECNBKiRADUSoEYC1EiAGglQIwFqJECNBKiRADUSoEYC1EiAGglQIwFqJECNBKiRADUSoEYC1EiAGglQIwFqJECNBKiRADUSoEYC1EiAGglQIwFqJECNBKiRADUSoEYC1EiAGglQIwFqJECNBKiRADUSoEYC1EiAGglQIwFqJECNBKiRgL+BJACQBACSAEASAEgCAEkAIAkAJAGAJACQBACSAEASAEgCAEkAIAkAJAGAJACQBACSAEASAEgCAEkAIAkAJAGAJACQBPwNJAGWJMCSBFiSAEsSYEkCLEmAJQmwJAGWJMCSBFiSAEsSYEkCLEmAJQmwJJFIcL/HQK5cuf6fOfD/zMH/Zw4xLdr27NAykCsY9qeIP0X/m0KJ/6ZwLn8K+JP/2bD/2bD/2XDMn+L+5O+L+Psi/r5I0J/87xfxGxG/EfEbEb8R8RsRvxH1G1G/EfUbUb8R9RtRvxH1G1G/EfUbUb8R8xsxvxHzGzG/EfMbMb8R8xsxvxHzGzG/Efcbcb8R9xtxvxH3G3G/Efcbcb8R9xtxv5HwGwm/kfAbCb+R8BsJv5HwGwm/kfAbif8a//PHzp8C/hT0p5A/hf0p4k9Rf4r5U9yf/EbAbwT8RsBvBPxGwG8E/EbAbwT8RsBvBPxG0G8E/UbQbwT9hn9bAf+2Av5tBYJ+I+g3gn4j5DdCfiPkN0J+I+Q3Qn4j5DdCfiPkN/ybDvg3HfBvOhD2G2G/4d95wL/zgH/nAf/OA/6dB/w7D/h3HvDvPODfecC/84B/5wH/zgP+nQf8Ow/4dx7w7zzg33nAv/OAf+cB/84D/p0H/DsP+Hce8O884N95wL/zgH/nAf/OA/6dB/w7D/h3HvDvPODfecC/84B/5wH/zgP+nQf8Ow/4dx7w7zzg33nAv/OAf+cB/84D/p0H/DsP+Hce8O884N95wL/zgH/nAf/OA/6dB/w7D/h3HvDvPOjfedC/86B/50H/zoP+nQf9Ow/6dx707zzo33nQv/Ogf+dB/86D/p0H/TsP+nce9O886N950L/zoH/nQf/Og/6dB/07D/p3HvTvPOjfedC/86B/50H/zoP+nQf9Ow/6dx707zzo33nQv/Ogf+fB/1PEHSOxjcVAFLzSCpgByftfzE7cm/1Iw+SVki7ofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56Pz0fnofHQ+Oh+dj85H56PuUfeoe9Q96h51j7pH3fP9/8v/vn7Vvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvepeda+6V92r7lX3qnvVvf7FV+er89X56nx1vjpfna/OV+er8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+fev8/nvX+d/Xz+v8VqveNXrvB6v18vGz8bPxs/Gz8bPxs/Gz8bPxs/Gz8bYGBtjY2yMjbExNsbG2Bgba2NtrI21sTbWxtpYG2tjbcRGbMRGbMRGbMRGbMRGbNRGbdRGbdRGbdRGbdRGbZyNs3E2zsbZOBtn42ycjbPx2HhsPDYeG4+Nx8Zj47Hx2HhsvDZeG6+N18Zr47Xx2nhtvDZeG5+Nz8Zn47Px2fhsfDY+G58NnVNwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTfs2xBvQ7cNvzb82hBqw6UNbza82fBmw5sNbza82fBmw5sNbza82fBmw5sNbza82fBmw5sNbza82fBmw5sNbza82fBmw5sNbza82fBmw5sNbza82fBmw5sNbza82fBmw5sNbza82fBmw5v9fdlQFHk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXk25NmQZ0OeDXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm25NmSZ0ueLXm2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZsubLW+2vNnyZuvq2pJn6+raMmjr6tq6urZc2rq6tq6uratrS60ttbaurq2ra+vq2jJt6+ra0m3r6tq6uraurq2ra0vBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNxScEvBLQW3FNyyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+Lfu27Nuyb8u+LfsW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sWV9dCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcHELLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzxcMfDHQ93PNzf1/4BqbnCd3ic1ZZ3dFT1uob3NwMIaZNAKgnsKIJiAMECo7ShhRI62UAooUV6TZEaOogFbNgbKoo6lrBBRaSJCnYsKE0FexdU7CXnHV7fu+5ad63zr9ccnzzPrplx+fudb2OdYKdBgRcCe5yw4wb2/u33nHDgsOMFDsEH4IN/+x34bXg//Bb8JvwGvBPeAW+HtzmeUyNwxLkAFILg/1QJWA/2g5rOFLzJnHg8b05qYLfTFZSAcrAW1MS9O3BtPd5oTm5g+eY6mdYrd0tgmWKpYolisWKRYqGiUrFAMV8xTzFXMUcxW3GpokJRrihTzFLMVMxQTFdMU0xVTFFMVkxSTFRMUIxXXKIoUYxTjFWMUYxWjFIUK0YqRiiGK4YpihRDFUMUgxWeolAxSDFQMUDRX9FP0VfRR9FbUaDopeip6KHorshXdFN0VXRRdFZ0UkQUHRUdFO0V7RRtFRcrLlKEFW0UrRUXKi5QnK84T9FK0VJxrqKFormimSJPcY6iqeJsxVmKJorGijMVjRRnKE5X5CpcRUNFA0WOIltRX5GlyFRkKNIVaYpURT1FXUWKIlkRUiQpEhUJinhFnKKOorbiNEUtRU1FDUVQEVCYwvk7rFrxl+JPxR+K3xW/KX5V/KL4WfGT4kfFScUPiu8V3ylOKI4rvlV8o/ha8ZXiS8UXis8Vnyk+VXyi+FjxkeJDxQeKY4qjivcV7yneVRxRHFYcUhxUHFC8o3hbsV/xluJNxRuK1xX7FK8pXlW8onhZ8ZLiRcULir2KPYrnFc8pnlXsVjyj2KXYqdih2K7YpnhasVXxlGKL4knFE4rHFZsVmxS+YqOiSvGY4lHFI4qHFVHFQ4oHFQ8oNijuV9ynWK+4V3GP4m7FOsVdijsVdyhuV9ymuFVxi+JmxU2KGxU3KNYqrldcp7hWcY3iasUaxWrFVYorFVcoLlesUlymWKlYodDYYxp7TGOPaewxjT2mscc09pjGHtPYYxp7TGOPaewxjT2mscc09pjGHtPYYxp7rFSh+cc0/5jmH9P8Y5p/TPOPaf4xzT+m+cc0/5jmH9P8Y5p/TPOPaf4xzT+m+cc0/5jmH9P8Y5p/TPOPaf4xzT+m+cc0/5jmH9P8Y5p/TPOPaf4xzT+mscc09pjGHtO0Y5p2TNOOadoxTTumacc07ZimHdO0Y102xWJLYLnfsIOLmdlvmAYt5dESv+HF0GIeLaIW+g0ToEoeLaDmU/OouX6DTtAcv0EXaDZ1KVXBa+U8KqNKeXKW36AzNJOaQU3nLdOoqdQUP6cbNJmaRE2kJlDj/Zyu0CU8KqHGUWOpMdRoahRVzOdG8mgENZwaRhVRQ6kh1GDKowqpQdRAagDVn+pH9aX6UL2pAqqXn90T6kn18LN7Qd2pfD+7AOrmZ/eGulJdqM681onPRaiOfK4D1Z5qxzvbUhfz8YuoMNWGak1dyJddQJ3Pt5xHtaJa8mXnUi34XHOqGZVHnUM1pc6mzuKrm1CN+c4zqUbUGXz16VQun3OphlQDKofKpur79ftCWVSmX78flEGl82QalcqT9ai6VAqvJVMhnkyiEqkEXoun4qg6vFabOo2q5Wf1h2r6WQOgGlSQJwM8Mso5Jaum/jp1i/3Joz+o36nfeO1XHv1C/Uz9RP3oZxZCJ/3MQdAPPPqe+o46wWvHefQt9Q31Na99RX3Jk19Qn1OfUZ/ylk949DGPPuLRh9QH1DFeO0q9z5PvUe9SR6jDvOUQjw5SB/yMIdA7fsZg6G1qP0++Rb1JvUG9zlv2Ua/x5KvUK9TL1Eu85UXqBZ7cS+2hnqeeo57lnbt59Ay1i9rJazuo7Ty5jXqa2ko9RW3hnU/y6AnqcWoztclP7wj5fvpwaCNVRT1GPUo9Qj1MRamH/HTs1/Yg3/IAtYHX7qfuo9ZT91L3UHdT66i7+LI7+ZY7qNt57TbqVuoW6mY+cBOPbqRuoNby2vV8y3XUtbx2DXU1tYZaTV3FO6/k0RXU5dQq6jJqpZ82Blrhp42FllPL/LTx0FJqiZ/mQYv9NGzGtshPaw0tpCr5+AI+N5+a56eVQHP5+BxqNnUpVUGVU2V8dSkfn0XN9NPGQTP4sum8cxo1lZpCTaYm8bmJ1AR+svF8/BKqhHeOo8ZSY6jR1CiqmF96JD/ZCGo4v/QwvrqIf2goNYQfdzD/kMe3FFKDqIHUAD81AvX3U2N/oZ+fGvvPu6+fugzq46c2h3rzlgKql5+KucB68qgH1Z0n8/3UhVA3P/UyqKufugjq4qcuhjr7dfOhTlSE6kh18Ovi/9+tPY/a+SlFUFvqYj8l9p/GRVTYT+kOtfFThkKt/ZRh0IW8dgF1vp/SDDqPd7byU2JfrKWfElub51It+Hhz/oVmVB5fdg7VlC87mzqLakI19lNi/5bOpBrxnWfwnafzZbl8i0s15HMNqBwqm6pPZfnJI6FMP7kYyvCTR0HpVBqVStWj6vKBFD6QzJMhKolKpBJ4ZzzvjOPJOlRt6jSqFu+syTtr8GSQClBGOZHq0Fg3xl+hce6foRL3D/Tv4DfwK879gnM/g5/Aj+Akzv8Avse173B8AhwH34JvcP5r8BWufYnjL8Dn4DPwadIE95Okie7H4CPwIfgA547BR8H74D0cvwsfAYfBIXAwcYp7ILGV+w78duJUd39iE/ct8Cb6jcQ893WwD7yG66/i3CuJ09yX0S+hX0S/kDjZ3Zs4yd2TONF9PnGC+xyefRbv2w2eAZHqXfi9E+wA2xNmudsSSt2nE8rcrQnl7lNgC3gS558Aj+PaZlzbhHM+2AiqwGPxc91H4+e5j8QvcB+Or3Sj8Qvdh8CD4AGwAdwP7otv7q6H7wX34Jm74XXxU9y70H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')format("woff");}.ff8{font-family:ff8;line-height:1.534180;font-style:normal;font-weight:normal;visibility:visible;}
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tBHS9YBeosrcIFtg09lnDAoar5UqTdslVPVS+WuLsFCHzhhrgKszLZlo8ojtmBO/yvINoBwnNPORf6TIujTQ4YaELe7WZ32mwRX7hQrctxgUA+q9w05Z4h7/l2GxLKeoUJSOIcZnJOGd/EN4DCvinr1RBrHIq+ykGwBALmVQzTB4d4rwi85qshmCXT7ZHkA7vLJSQ/LcPQmoXLkfVlFvgsgGKhKx4UKpM90LNtuOt5iAWyHK9nGc4q6EKxBrYENsI3ZB+cWNthjWN5S9zYOPrx2bQkyZoniSEEF5LCFK0igMF9WvamF7GDtm/zsIa/Idv4F1KLb0iYrooOejNcbvoA0SwVSwgcZFQFP1WBPzmbgQ2RGBWnBbsuILM3oSiT6epXARQw01mRqa0ODeAgCIvI+eAoBvZbCAR71dLyvh1t9lknEtUe2jE4pbyqO08utyB9qgHxyJba+DQocfEUz+P4dMbg9ViLEF4HsspAaya1cvOkjO0X0dRobVhsBhJVmuo6hbPHogfLnSV/R46VVr8xILDZvwGP/+MjAHicjHwJnBTVtfe9t6pr6bV6X6qXqu6u7p7p6WWmuwd6GJhi3wXDDk4YwQDqKDMjoqA8xhVBDcTEPQGMSzSSDxhmoEWjxKiJRl7IZjSJT5KHRqOTmBeiSWSa797bPYC+977f19B1b1dX11Tdc87//M+55xZAYAoA6DLDIsAAHmQPQpBrH+DZ/HDLQc7wu/YBBuEuOMiQ3Qaye4DnJp1pH4Bkf8Gu2jXVrk5BSjUOH6iuMyz619NT2OMAAAgWVmehGw1fBU4w+8Bt6aV67D77d+zodvN2OzI+INrBA9AJATCKT1qj8znI9bsWftmXlj7pHB5pb5faQcdwx3BzHnTCTvkQdOLjfR0d+eZl0J1IJlBJAmPcVojcLm8YoRvv/8qub8KWT27YfZEamLWlul6bs+ZrcMcvYSs8e3XjlI+q9738xv4d33kI0OvK4utaTK9rFr2ueAPbKMwwMPiC7PjCnABC0YgvSuHynM4xXL976WP//cLIZYlOOHpZzpLH63G4JcCXJkBHqZjMouwDX9n5zepPP71hz1zVP/tGw2WNs9fcU73uV9XXqvBqbeqH8MqXf3VgxxMPkWu6uvo0fAD8GHjBVfSaksvQMu9LHkb0dvlP+BkRAp5lbYIDHHboZhPbZnNH3P1uxl2BjbopYltpQza/75v4Mi+STnfOHekcxld5ylGGdoe3TK4V9spH8GCbHQ6zCV9xIWcv5Ar0sidAfLGJWJTnYtFEqdhaaPG4XdzVa3tFnjdpDldz2+zWSWt3Vp9uiu6c77SILrGt0DztmpVrD5LrXgD70VLkxbqzkF63ggz9octatxogBAgcYBiAJDgfdsFdcC88ATlYgcUh0M8uXE5GdKSTjGduGG/JRablg4CpCIGD3QD4cmlyeapbXYAMI58h7/1Udl87ewquBy8CExhH/14Q6JyJ0UW9rSTqHaWVItwj7heReJv5is3kL/T2pdNkLJrz8gDg6K3j02r0Hmv3i/Vdn5jNTpz4It1mczr5O8zZU2gC1hEGrKZ/RwSGn0TWtmLVqDBJ3YIYF0L45gCCJlCBEd2lMHmmi+lh9jInGY55Fn4P/YStwPUH3yFXMXyaCKS9o32bIZveIr3UnE/Lh5AJ/76mPCKMQTSh6p4PPzR89V+LDd/F94rArLPvM0cM64AE4uC35CoGLhWUCuQGDAY3aSyWQAXadIcYAAk9gfREV2Jv4mSCTdjJbutKsB5sBTvBXmAAfu0oDGOR1PVj+CKps/eTucN1VZ68SZ8D47F4NI44BBmIOF4LyiE5LDOcM2HTTAmf3+tHnMraV4EIF1gFXVbc85hxLw6VVVAW8MYhuVcBvxFv0vgFyaaRvhsbb5IPGpQK/6fBboPB4q7wHwx0Wyz43tMdVMhFxxisdl6P3YWwUJKJMZLXU2hpHdNqx5pZ0000664Ny7u+eePDd/xi1Ys3XfXS1HJv64ZwNh8vN7RNKc0oot3vw3lfmrjn5er+j6qH7333B59W3z9476V9+2D5/YevyavjF1S/SeT6MQAMh8fUAwaoXF26r8u313fSxwKf7kMbwe0AWSc64eVwIhDhXhAFDO0LuB/DJ/gHsMHLgQfvAfC/dCu02ZCIoEEUzIgBR+Gn+PCZusNqten2Ut621bbLttfG2vzeoygOT9WHP90+Vxo+RYAEa4SdGGkZ/H34DPx7Ok3xrrdTHoQGXjRWmD8MdItmMlAtFGO0gt0Vhl63WpqASnhwshCPzcdwlupsv6SKusZ6jLwW0CaxP3rks219Y8NI01CoeTP63TcalXCE2k8Tvv+n8f2H4b30/m/mfaay1xccX/TpeOMnG1vY42ng2/mZ/FM8pysr2OXCCu9y35XCBvsGxzdN37I+aN9n2md91fCq98e+t7xv+U4q/2T/6XW7YYj1G2S33+P3hny86DX5TKGif7p/u3enwvv8CHkDfrOfszB+ZOB8XmyDvJO1VOA6XRR1l7mjX4RihSnoZskQ2OmHe/z7/ch/lCngQb37EETmcAXerVsA94d5zpXO9c6tTtZZgbzu1PGNBYCiK/0K06XsVZDifxb+E9uuBeq6ayVaj7ainegF9FP0DvoLEpA/chR+9bw1nGqv2UPnXGymEjHU4ZHO3vaOkd6DHJq8cOmRnSJ8QfypiEBn77L0KQKpVGqOchlJtUMGt/jv9uPvl1nbt0mGLS9ZsYnD3r5OLE1sAiAtH7FYpHAYSSKGt8FuyYD8uDPQjcw1K3CUc/Zyjng3Ri0JGJGx0nN8bAKkaMxzPOLVlglwDPP0yjMn4aVQ2X31ZXsSmv+nDz/+dn7WE/+cAFd1L5kWgIbqZxqcBB946qYnru195pVf7lq79ttD1Y/HSs2Zmu9bgDFlMZZ/C9xK5P8MMJ49OWAui5Wzx/R2c3miONU4zTQ7yv5UhA0NYxv0Ylfxp8WTxU+NPCjCieLW2Obsd+PPxI9mX82+E3tH+232T9EPNPNMoaEC7zqUSkmggk4dOpGH+QpTHGIMkgd6KnDPUEhP54qhCpx8SLI0pJ6F64ALiOg/ddN8LDO0i8oMS/7QATM0V+AuvD/Tn0G7MnszKIP3D63kt+IhqKB3daNehHuLx4qoiHF3whHd+YITOf0FAm/vnxMoleZwZ+9psjklnSY+Oz3c1zHcOYxHuoZ4rdlcOGG0sVxUjalxVVNZzqBZEwkjhrIcm1kFwzbcU03JVdAoZrn8KhixhAi2Se01cEs33oRf1F77QG8aI7rIpBqwzQ5144Fg8hXBOdiNhyBU4f8+0C1Zzkkav4kxE+FSGwhDImK17n292MAJ+hGvjA08DYmtE33g17UdvPXRJZOObunvuaf64fbVOdUfsF/v1RrX3B8LRNL3XaTM2zPjpq6H17Gztt97xbzl39jdfPiGAzc9OSUZahIMHZxpd/e82WNDqYlh45dvnbd26xPYxygYD57B+mDEtsJQREh5LNAGplp0G6PbYKMZunnsECAjGjjImk0WwJotLGe2YLsN6g5ecPG8IDAsz5kFELFAy7Pwm4ADJrhHtxggJwocJxhYs5l9Fs7EFinANbpJFG0M3MPsZxBTgZ/qPthBDdgGuzBanrQxNk7nIe+3XmClve1Upu3YRHH3PWkEi7SjnJMwc5CGpZG+dnvZTk1yWzbNYg9LujabDeNpHyaQvX3ykJkVkIWrCF7d2M0bLRaWXBbxv1gihUK6xU6lAt0xe8yulmABN5B55vDjIy+ia69+HLPb01+tPgTX9DM3n7kLPTKysmZPq7A9bTLMASqcS0dv8mMsdCwLXx7eatjKbQ3dxd4d4kuopC5iFilL1CuDGw2bgtvQjsCO4KPMk+Le2MmYDcSgTbI7nG6PV3BhZsGQgbUrKqYUrKIG5CDD+1gD3rvnkKKozqMY2XyMU8cSgH8A6A+qCljseSYAGU4f6uf3EjuBf8d2EoN6rCuGYtgA/3lYQntVqJKT6KKiS3slJPmjR+G98AM6vqc6sUuSOslYUtM5hUEQ9zE7oAaDPRRBvW1CNm3AgwvIhxrw6ZY+2If6lJvhzehmhcMISIAP497kS5bqpivZ9Y7Lwj2GnpChcxkmzAcZpSKoQ90Mo1p8FQEMYhqgIrxroFtlz9sHkQOv8iyxDiu8gJjWDQNzgiRkNl1UXbcMig/ftuTWi6/ZtHl9NhZI5mbPvfbg7juveg6yhjnfPZzcfUflysP9yTELWoJpSS0e3HrDr9oyPLJRfrUUy+4g1n0fSME0lV7jteJG43XWm8W3tA80jmPgFmYzu9lzm5dtF1KcgYn5U36OUVYKUMBYdlhJwETChint3Yd8wECo2SGbBWJh6ESmusMUAI16I9Ibuxr3Np5sZBv9NTnhr4BTcirOvFN37nLudfJOf8N5gnYGE/hTdYZGoQs7JDwsncN9eNjh+bEfNHEyh+iQYzxrCmqiIxQMBxFn1ywJTYxhxJLkVUC14l7cmFgFgw5lFYia8QaMMjQCYjXKcVBIYKAa6hYEmw9W+DcHu30GGyZt/znQbbN8XjZuK8O31j0T4Wv2oiPeWoCc23VOQth9Mffd+p1Hr4zv+tqdr6+98fU7L33+Hmj7x5UjrzumTyvMXLL9ji2JJYZ1mmXet3+0ffXJA9+967uXHIKhw3BGdenIlG0Lun4/KffYA0//S6nZ2Zyzp5jHsZ2ZwMma32LPnjzklCcYKmdP6mnc8QvQwDSKk4Bu6bLstbwGX0VvwjfRSQsWAjRBYNEtDDKwmJN/XQ8wyMUwiGUsBn16yfAHyOGG+wPEhlSBDx7ea4Imv9lwFL0PGPRH3QxYidXZ+exe1sA+h94D5rqkSER4ijqc04QzpKXhdI3hb7NuealuHuIGwwbuVsOtHFs3DcwJ+vDIy4eNRsBiLlMRIgPdoKb8DkoBcMyDwwEVk14++e/o19X2Hnhv9c7e/MJCyDAn8a/n2ZflbJcJY+mNWH93YP31gwQowMeoBh9dhoPXQqTQmFxf2BztN/Wb+wP98s1af2JH4Snf44HvaIfMg4EjiWeTLxtfNv3a4uGBEXIWFBCTHos3oFk062x4F7zFcpv1KWAdB9rgbDAbzkythCuSlxSuAFfAy9HaxBXJdYUb4I3JjU03FnayOw39fL9ws/1mx07XTs8D7H3CN+z3OR72PJH4XvJ7hQp7WPjA9CfzB9YPkh+0NPAWMdkGynBsi2GKAMyBJEs3kpdGNpwhQxqnJTRRxF5IxJZE3nncl7DnkEBJLyG91FXaWzpZYkux5/AXDLapRmxTxrxX9+7yMl5/8Sj8cx3YSLBzmoLa8KnTtXiHGBAkUTE2mpZ0Lhy1e1jBramGGA5u+NAq2ORqXAWyDuzxoyymAGES3KQ9mVUgZ8/UTKduO8T/E7DD//vkIwEzSLJODpvMu4PdnMGZqfC/H+h2jtqOl7qXLDwXYvMeby0KTRJ00ybUWR8xIqcVU4JREgC3P9L5+lOP/bj76QPlOb85+IPuxZtg8/X6xjVr+kvNrQvm331V982J6ejpW/cuvvWFgb45u6+846I1vTt/sunSa5YffKN7y7zLr9s4r7guV/3jtMe7bnp485IZ5Sso/l2MbepJrD9ekIS1aLpwQ/Itw6+jbyXZdewmwxZhs3id+XrLJud1yp3CLU6jKOxsQOMEQ9KnJn0GJqyxgDcchauBD+qDyfnYZ2NU1MWctl7DoQcIE1FaDRgf7xr0eoHFR9AvAG1HgENyKA7GUYFfwUjYoDf0NzB6Q1fD3oaTDWwDJPip4sN04wtGZPSnPsfthmvkbqTmoTrqwCidxmKlPorScirbRjku2M0JSQsmYomIRV0FQjYSsAq4p5jCOGq1401U1C6EQyJU6r/kg7xW4T8d6uZ5K6jhIbBYwziIHei2Gj6Hh16S8RlT81K1QNbtQhgZIRYfidCwSCksdt988mcN39q68/U1N7zynevu+Y9XHnkeFRyTNs1ddvuyiSuz/xbU0LUwvv8rbx8ZuPOpHU9/9ofqppuuQM/cfNGlv79+7+5fXLe4CVC5HTh7Cu5iDmAs9IIVRG4HGX8FanrIsrZ1l38vDtR1wJux+7HpbkYXi7vce93I/RzUsKf7OQQ15DpNI516JgvHJ2YHBxwmwBNGZC/YSZYEXpAlcV6YMVFJngS/m3ITJ5GWOVBLnWQnjjgn1XqTMGZr4Fl2GfsNwEFErvLIGAZ6gY9DdWg0sUDgoS5aitAAcrk0lZw8wGICxCR1E2dwcQziDKj2WQTQBRgWQO4oMwmT1kkDjIIwSEwBOPpDb2GkfguTWRZO0bO6AXYY1hu2GvoNrAFByAKDbkC7DHC+ocuAuvBupBt6DAi7bAPCML8AQ8hfdQ+wcSc4tJLbyaH13FYOcZfwS0lC8nQnppzDZzrJq5cmAHOdvcMB/8hIwIcbaXgY8yIfZZ3nOssI8SSEx4AdRY6iOnSL0A01tnhmFbP7s9fRi/DnS6pXV69YDt/43Fg5qSUafcDLoTRTZs4NF2AF3kCGC5/z/3+4ABkujg4XWx8uw7nhQni40jqEHXA93Ar7IQsNLLLBeRCRzzvhHsiuh9AGc3jXSvzt6FilOOyTj4GTAOmgC+wCe7GLxKfLg/nYk4Ee0I+90yXC0lo6t/Pc+OHR+/8cPEgQ9SDWi9rgibCE/0N22WevM3vOXMoW0d3V7GJ4D7xvRbWR2oQEgOGA4UoQBBFEM5EHER01B4yEUTgEMC8CoQjE7Mj1PPMH4MVvHr+NzB90r4CCYcYmBD0hEOnBo4BVRrAhAeSIQ+48fuJ4LkeQBV/rnz+CudpL2rLtpZck/G7Oy7osWG02i2QMi5H5Kue2OaWAPSDLQV+IU3FgPaCVSHMov7RI23SWtgMNtd1KorY7EK7t9tLdA27a6PdLzqLFZsInL9tm2aZJM8Pz1GW2JdIi19LwFba10rrwRqmf3WbdYdsmbXNsD98Redj2sPSg/eHwM7ZnpO8Hngn/xPaa9OPQa+Hf2t6UPrS9L70f/qftH9I/Q/8MN4m22TKKYDaDBwmEwuGgaDXKoifolT0C4mXBbXfJ7uvDNkmRwsFg1C657D12aJdsVmsFvarbUdiFUDgSehwLnQ5cBQ7pZkGyMW6PRxBEIViB/9JFG/4Netyq2ysof2heGIYr6CPdqujW+daPrYz1O8qVO6im+AMjncO+AAlCSBaGBHd4exqHJSPt26y12GNbpxWryTbDlpfSPiANQ+nYf99uk7a81M634/80GEmPvmBf5zL5SNgWCom2CMb0Yd3cHYngYJT3uhiabjvU7REFkiROe1uI9NN2mpkhYKjy1DW71VLrmNYxsADriTiSPjch5qmRv10SHbequmiRvzABvh2Db5Y7F4x8cHE5dfV7H8FX3piXjOR4TbP58l9nL/nsgTsuNmgam1WbVkILio/8DiMaiALAvoc5bhikwVj07xQH8svB8vB2cEd4e+HBwLeS+wL7kh8E/pT8Y848FmxObio81PJg4fH4dwtvBt5Mvpkysm0V9MdDtrWtbUSjgtEiafX/dHuLBV1twht/uNiix1J4I4eKU+JTtO2Bt+Ab8d8U3tV4Ng41S4vEuDk54Ap74p6UO59tmRqfVVwCl/qXJ+9DdglIbYvg8nhXW09bf9veNiGQD7TMB4zEB+LhlD/HcogJe8PzCnfEH4q/VeCVNr1tfttqtJrpMnRxXXxXfiN3TeAauSe8IX5NcnPqVu52+fbwzkJ/22u53+Q+jP8r7l8m2CKyqEaliOxRY4U4RrEmUEpH4ky0YWxTgclGU6WS6GlIeb0elE0RLduF4zBiMm0l2kwiTf+hjolF8vHQ5Gm01V14/5yVQWgM54MouIhNR8Y2NZMvpKklh47ZPQJ4c5JlWLLTaLEXsTtRWIhDhp/pWhPndKJFTWabjWwtFryNYjuwSWiRTSEfbbvLbc/BnwEVXAp92MemLzqdTrfPHcZ6N9LZm+7snYyjlmYm84FMm+FlaQnDIdbuvmGqnH01QoPfROeGaZLRW0tqeMskM4wpzcRcMZbyhSEfkP0y4rhEHBOtQiLlSxRgjm8uwFg4UWCKsLnAJOWGAswbsgWghaIFEG5hSgUctUjt6fYLyE4thwU7e2FfXx/o6z1HbgGhQAMgWqrwHw11R6OiJ13hPxno9jRQBuRxY2MZ7PYgsanCjwx0i9kK/yFu6ilrYkL4JORNjIjaj6cWzcfUUqFlTCvJXifSsKSSfBdmFloYFlrqFJi316gv5U48M3D3tEv733l3pL+wSPOGknMLaNZjq+/bfePIDdrK8j1fv+jFo5fN39A79PziF3dOWCqjwfCkS277yjOLtNZYH9P9b2qT5osfuW7NIzae77h57nVPej5bLz96/bx7FrIG7B1nnf29wYb9RrzOgCeJ4RzMoRyTi9xnezD8qO1Rx2HbEYdJCOMbgFuYG9zXe+5mdni+xdwX2Mc8y4hmxsqi0AxmGWPICZI9LuMQ0jCEZAiPggoz+7DykCEVZGAFvTNkTx+QoFRhJg7ttOyxIEuFyek5l4j2AQhhi7Rvvx1G7B12ZA/oWKHFdsUHbb6ID/mouvlmapetpiQ43dlHZ3A+6evFwU0vhsqR3tOdp9/rGP7oNIY/Eu+8StVFccucmdcCCVPCo3GymAFmN94IfkMGGr2WDOG98ELW29fbKWNgVoKSFETIFYwzQQMW7GB3kHFZaBrTJdaob0cNGEez1s4YFRZyuxx05sbLsTGFxDWOOOHDROJj2J9FIhPee2Tbb7ZsHH7g1tc2RdZUP362uv+ZHYdhx/e/vrPRIbsCJsOV1cJPD2+v/vKdSvW/dvU+6Rp68l9Hz/wELnx2hscp56mvj2FfT3JuHhwlTKFSW2aSTaHbpXulX0mGjdJG1zbpAeeD7lflV0O/lASf3eEKhRneDbcF7gijlMBFZIDD64hsUWNe1R9JWa0W5E95PEAIts9zwFp4knfoDoOjcvY/DpPRd8yMEVSY0FHSY1CJwZ4Yyd0xMdVLccFLccFLBeXFkbtZwrjA0Z1cgOzkdkcvrUuPoMII3eJIpi/9CRXneeMvjxp7MBC2uSXNlQjbgothwI03IXtkMZSd/sWjgiPJG2y7nb3yQYtaEdBAtyVS4f+MGzM1UAsCXmqgwI8NGTeQGii4wECx+AqfN0mFdbglnlOTWG4AQz62yFhhcdwTJLaXgnk4/gf7flC99rdbF78PW6r//vHya7Qx6jVM91alSdtRff4X1Xef/+WqIJwGvdAPp4Ro/gazNHYQy6wAd1GJdeiltcHrgg/nn/Ltyz+bP1kSFvt7uB5+q7BV7Of6+Z3CTlGMR+SQGtUiclqNCToZUkG1WiOiLPBEGCrZw6sIRTiZD0oygjHMw0IF8Hg6CzISmTpAv8BurymN9fLxkPx+MBgSxH2CwO3rIPMJgJf4eTyDz/WePp+ea2N2X1M6ksnhn3YH9imY2b0jM/KC+aWe0t4SUwISFbZE5SpRYUtRLU6FHac741TY8d3Fk8/AbTTQIoKm0sb22jl8uvPUCBZ453A7nWeSPsLMBjdVSnGwRbWPtBNeLw1/BKS/p2G9rc8LYtu0ZbNpjkuLYjoQCKWhDXOYoW4IQ2mAewPd6UYq9TQKuejnUJiKO1QTd0cNjc9bbt147Soxz4I9RuYbYiqZYhwHyfTrmAJD0Rrj8qhuEENPJmJwH2zckCxymma1Or60qPqGlBr73jXr8hMmpq797MN8Pq14A/GFedZtS7oLLamvGNDI+7HshmpqdTCWqk5cnvQquQlbqvs0r6SvZnpvCqe06q+vnO+2EV1Rsa5EsK5k4PWUyadyFRjWx2iXtYqsaDyQYx5IH02/kn6L+UX6A/YD42fsZ0axx9DDbcXa02/o53Zi7RF4o9iIeNVsrsCEbhFkPhSRvWqUw+pC9jQYZM5KGUY4IifUWLopZRTMOFzESoQF682AWAKkpBRKER3SkskE8niFZDq1DzRA0JBv0Bt6GtiGXRwX4eE8Hr5Akx9DehZYqY5YqTpYqY5Yo+EQ1ZEQ3RmiOhLanf1vgHAa40E75sG9NLuB9eLPnefUgqY3aHYjXdeLkdEWK0cvmeRIy7q5oSFhMCQEwZuAGLD/iyiHN1FTjoRG56YSyOX1UbXwCrWZ5S+qBdUJguJYJbIIB5ouL3be46D7Atd9ThtQDD766aJ5Fk2DyalTPrUYlaZ888jR/MKEz2KMYMVl/mqJBaZ+5QqsAh/OXl8tzZulVRevVf0On6Y1K5uZ7lq/+sbKZalarncG9snfxT65CB+lWLHQyE7LIn8ykEKST/IjpVVv7Wq9Xujx9fivb9zl2+U/4DvgN2VyG03bTIyvNRuY39rTehf7PfZkK2tmbjcda2VmCFjOvr9FHUQLYkXqpQ9RLw0PYe49W5/c/FCT1+eLcqkmxpqKijAdCZuJJMNUaGGOCC0ctdvnO3Y5kM0xz4GIn9jqOOtgHSyRrgM7i1OD1FlU0D90k7F9fgLaEpEEwvTzY10ip0lI5PvEzNJlO+qyx+CPESGXpqKnWnCKpmWI1KVRf173CEUlzUuClko2JBuTDGfG9M+m2sdBJSLZ+bQxAywxvJEU6zggJrkMNGnWTD21RWIpWoxBHX2aoAkkhE/Wjc3NTQhFmzzeANYKXez2eqNNRaaJww5jsLuJiVop44te6PjpbNl5309qNBQSHtWcv50wt5LqJnUbbjumfJQJYDg5N4Uzhv0gFist3PR8dWRb731/659918TIxC8hi/+ikOuak9ur173+4OI1A/f+ZNam9WOdTpnBrGDh3ouvPf69v7xYPXZvQoN3rOlQE4midlX10gltZ77/6aHHfnj5El+DO1bA+kP4wbcwfkyFR89nAo5M18nQA61y9pMhIletWDl7RneQbpFaZJEKuujEB+hOstsJo1QDotSKo5Wz7+vUjKP0wGhgosT8AYTwuwm/c/idBWa8FfG7A7/b8WiaxoN4PDseZYNGBDpyNKNwXBoe/ugjuoE54sSPHU+T9u30MVIXpPf2TN87/cT0k9NZ5/TdQb11Pu4irLcmNRqNyEE1WozIWTU6NSJPUKMoIhvVmDMiy2oMO8qMGitF5PFqDI9CLB6XJ4wfbzIZUTaTCQZlweGMIj0K34lCJZqP9kT3Rk9ET0a5aAUpekCa3jX92HRGmQ6nT9WipfnFriIq7p526e986bnS6T4MUe1Sbx+FKDL5Ohqd4381gBqNKGg+EeJAe6gDk+MJ7VipDneHmnKMHKCoEydopFu68dUZJyAjygiyADrwiyoWjrvxfxpvn4cZoklW6P5vOKT+78hU/wl8HG3EkJTO59EU6pUwJjXl8yPP5Rck/CM76FfNI8/W0Qp/g6ZiGWDO/Wt467oaRnmliZedufc8YMFvVVdfAF9XXnAY1r0CJqjXY92LgPcodq1XKW9RqfKpeqrkVy+1X9YqRGSkRn0R2aFG/REZqjExItvVmMOOHZDg8yOid36B6JmfJT/1R8UeoV84KTBnBZgX5gtdArNSOCacEBiBJYcJVIeFytl/DJLf4k5VD1HKdKnSo/arJ1Umr85Xu1TmmHpCRUSsF2FZUveDwae3r+6DqOOpyZFs5QGXXaJ+w44iiKESRKN+g8hJ+5/HnqtLq4Cu/8Lw4oGnw659Dv5J/8w3aL/GF8/+nrHjcYxBBx3HcVMdcKVzpQtd5u3x3mZ+2nZMMzh8MK/pGgoIteEM0YH0+IKSx48gyrt0F5rvgq4KYxzypyxiKFg5+y86OrhzepCMGunoKhm5YFQU84Iu7BT2CPsFwwvCO8JZPLaoPph/0l10MD10lAPaOziSOxnXKqj5kHry2yTaP9VJyV5nL+b19ZEcHu7s7Wiv1SWMsnopIBvNAXNwHDQZZZN/HMBevJ2iMqkW6pUHXS5owWT9w6Fui8hCQEccovqI12cIz48xRtfRaYf63Gu9Zu51OtS+yY9t+HK3X21SCklvXM7RkTck6XCPXP7g83d3tjf7I40rWictZHbXRh+zG8y/juCxV8Dv6djLEpCgAhSoR5egteg6tEN5UHlKeUYxw2gFflUvWC9rXYQuCSOsw4wa9YyR7eOjxogsqTElQrLCOmDAH4N2CQVjiBHAPtiNKuglPef5n4InUTRSlDXSvUaq1sbd6qWd58lSbXxPn6alWhiDTnWS4SXI04eRRx7CDt0h2SgVlhATrPCnB7oZlo4kM0qFW2pDCb3MFxIS7kQNaigJngDZ+9QNn71XWKy5afizpnuJIplbbln9zX9bB6/jq7u0scoG5koS+miwUd90Zt+CiNuVvZbocBQA7r/wOOYRS8fxfZsPWoHgtfotKVuDrZHN847xcHxumW89XOe7KrfJdz98KPcT329878MPfRaLDwfpXH5anmn1tean+xhPPulL5BnOZ8h7vUwaNOBP40Cbt+wr+Uv5jpZ5LevAZrDRt8m/Ib8DbPfdln8Q3J9/CjyR39tyoOV176u+Yy2/877lO9Ey7P2T70/+ky2fgH95P81rM+BM77TccrjMuzh3hfd6/yu+l/Nv+N7Iv+t7N2+tZeOUiBxQo9mInKI+R1BjtfycGpGTOIrGxIlMOPj8APp9PpIbnpDPufI+bz7ny8EcvnZvwO/3IlEQAMjnkykhvwIjpT+XjSqKulc9oBJUOqly6m69BbZARE5hkWyKzU4ya80UrrD0iReaSyIp0sGWlatiFaBOaNQZkRnAc4UqdEqBdHznfRPGut5eTJhJgYqck1zmDljbSGWfz172SY4yEHxlb+XsiSFv2Zt3lWslfPS9DJK8mG6Gvhwj+j0ICP5gjTX5Eac1jCaRU+eTyGni2Ojcr0qJ9OecFeVJIrwAMS/4GjLTRk7L2vx8NZXH0bfLOnsB7IcfwVOwP7cER+Pa/NzIsfySmGfk7+y1ZzZuiTRqWlHpYzYuT4WS2me/ZenHMzvOfbHjszsJtp599+yfML+eA5LwU6qXs3c4oGMnhEifV9qJoCOEYBJlnGOd1zsfQO+gs4h3RqMOiTCNqEqYRpQhOhFzEZ2IORx2iPmjI+pyOKIYD76t25L7oFEUIZIDgkNkqCzNjgV2uyLlJV1ipMrZk4N2LFhpFIZJh6ZZpN0NNCPbUdIboNIAyYwwanC6yCncqpqPwmNRzMooC6OEOkqotZHyM3/q0m+PYkQNhc9lWPAO3H+PFo3V9GR4eFu9lgkHVWWqHjwpQgedfZOX6inR4Xc0wA5QdswDsxwrwXLHenCFY7PjYfgUfBYOOX4C/wUdf0GQ8OhloDcNe7E6PQPQ2ScPhR0diKSdPZYOHBC8fxgrpB4sk+5AvZFpc9hfxp6edN/UbY6yw+MoI8mN3/4ypqBvDpjK+DQnas0/hlxlpNvLYHQio94SjaT66ESyCJBDTJpFgXprEfnkIEU8+Zy3bqEci6gig3Wx+DlnHfuictIwX4Y9zHiiaPBNooLxMzfLiXlYH4n+jRs/LjTOMOcMz1hHNeyz7eyUM98/p2/7pzY58VXReO56HM+ZgQx+TjWu+X7Hk/xTxqck9jq4id8G7+DZyYIlBRh3ihN97REmxyDASAwpqtcZAzMzRLQi0FFSQnoIheztkqiIyCZGRCTODNbToiSNNlfqTX9Sy6eNVra3QJlUsAcSzoTVbM8AGfoy0MXjnseAe5LRkoF+hDcOwZ0BXtadARcOcfomDBnyQYCj6eHBbsBwbprp5sRz5evYNdoloJLtmFaS/LPT8nWHXUom0DAU4C3VzdUPq+9Xb/ndC58evnr7V6869MI/t1+NY5r11V9Wf1JdB78K2+Hk1w/O3PZk9bnq4KE7YCOcCC95+g48dmROKE35ZBM8WKt8yuKh+HpbKZe91rdB3hC8MdWTvTfIb/IdiR9N/Vb+bfA3cc6flLKpRFkrJ8el8tnlycuTPdn+rOkVAAPBhuDs4K/9v5UNT6bga/G3vL+Jv5V8M/VhnAvqsVBKsBJwj8KIzKsxDP1uNQZCSlNjKNURmxdDsRjvbkx5PG4k8IIDBKRAPqAHegKGwMxsPT8KslDPHsiiPdlj2RNZJtsEqZOH1J1D6uRh1GalNlzPklAfb92dyVbgdYdUkhahkydfyJN2ziUzKInaDEqCzKDUkiR0voQU9pYdNRZAcqfxBm/Qp6USDd5EAcaDeJP0NxagJuMI8XzudOZCTMjCGNRi49hoWBmHpRgBkMbKIF0r7enDYXInXZoSiuFAeKg7FBLcjRX+rwPdbhc1NTcyCCI1NeFzCRWaRvki4tfmPOiUByZuSTLrUZ/p4OFjwcTc4sizmGu4ZMw14F8P/3zXb3/c3Dex9KXQuvtn3LqwMB/dUL22P4K5xtjIBqab9GYPbH7ihHW60fhI/9L7ZztJfnxGdb1hE7Y3N0jAJmpvDVPhUv5eyHBWuAT31sCN8Ha4C9wn/Mj2LhBZmw4mQWaxwNzPVtAJPSd4UhIDwvsEgbA3Mp3Pgi8JgoVJR9sjzpwTna9eNDhnpkZtM6WnUCrQLlkUC7JZIhZkmZn8n2zzFJnf6sQW2t4xLJ2uWakuJhQtmDCZjWbE+bR4TIshLuKOZmBIDGCztOFNwo4/qq5wBt+ZbMaNKPitngyMOfCG1mWPlmY3kpUn9dIs+SDLVPhfD3azAIQr/MmhbgGIkqfC/2WgG98lseJCWnqJiMtApnQTTTBZX2FGbNoF4DmTpgtSspC5fc3w/Tuqr1T/uGbXws3b4A6ImRq8Ddv45sPr7/rq1UPPXbNtVvn7tgNPmBXDVw59pW3ipVD+AczDe6pXVY//s3oH+6ebH60eqB4Z2L7927D9b0/0bzo3r7EO23oKFFGtmngg7iMGolEz2RaFjtsSL8dezjAz49/JIF/Em10TZ0QoagltOlgK16P18RvgDeiayDXKxuj12g64TXkg8zR8WjuSeC5zNu7mlFvhXfFbkw/FH4ePoSfi+zMvZN7M/yVzNmNxAA8MIEcK23NzW7YtvyZ+ec7YKKBgELojsk2NAi0lAxxnWXGERbIQMR01afF4FEEXDlnj+5CC+MaGx2li3ksul5f4+XwXz+yiJclA3hcsVuDXdFtLKhQKIpvVCiEQHLTUYWmt1GHqvBJQ96toHiaESB2SWqHe2tN6opVpLQoUQwQ6DgLFECHqcVMMcdOdbooh7t2lS5+BfvCFvKrUSfIW6TTBj1wNP3J1/KgTx+FhCQNIZ18uPYJ3+APS8DZSZkAKyR3lAMYjWleQpms7mvM+gjCZ5nAsomViuQJsDuNNNtpUALF4XmkpQDCqiTiu66vNq1F+oNHFFhBzlgFXGdvNycMu6vBx9+MhqZyXbNjFw5pnx1SThN/xJrbCf4AJZlOTLQgFPIj8mYHuYAud5QnKNLsSRCmzTaIQZKtBUAud3aml6rBiN0BI4eb/BUc8KWiALefqd3nDuup91VJBsYSlYGJOiQITDYLgn988vvPRp6Gva8f6M+OdQfHFl/fc0rYabUYQVjd+Hp46nrp2SyVRveH2pWb0DfjkzVv3OGl833/296wBY9RY9CDVdL/j3iZogzayKM7GpkCDIT0PzkOiva0Cp+knWse2BhiZXelb6V8ZWClzBovBChqPtbEbTBssG6wbbT3hnkhPrie/XbjdtM2yzXqrbVv6SfbJguSwFCxFSylUCBVDJTK1m2GVsBJpaMgUJsAJqIPN+/PhfCSvji+OL82wzGhcaFpsWSItblicDkVgBMmFSEluXehb6F8YWNZySeGS4iWlS1qXj7EyJlOD0yQ3xExK27iGfFufo8+5Pf4A/0DuwfyTuWOpHzS+kj7W9nGb6yJhrAzWI3k//ClEcCuszwzrltJDzUE5tD4ih8NHQ2RP0f+QCwNXu9nqMputaXOjlU2ItOFicARHk6lmJpYiM8ZQD0eLEEZI4QOM6VLO/oIdvWOHin2//R07Y6+gbUci+8JpiayowgdE9mThC9m/ZM9ih6xPL+nZn+IPDMgq2Tx202z2OTgNlOE0WrhA4Loz3YuBuu80WQjVN9KH1ajGqKi3rRehk4ocK4mtwLk8Ne11Qql3uA7rrfE870wlTE1iATTYiCt24g2fxx+NGXMBmMxN6aSEHbPN2tCoObBzFnIcsZ9awppuRmttSU1YJybn4mrTGstaaXWa7VzWCTEzAL215QZmk89WZvO2ciFvo1R5maw7S6Vmv78ZoeZw2NU8lgmJzRx23oPdzYwrRn3AuRntjv8+MUamN2rlm94wqtXq1ooSYvZCGI2uRYjXi3prqW3mac3Rue+SdXekJ3zw/J2z//LcuGLkhwF/iNe0wNKh7i1fG9OWrD729Tknv9e9aaw3oBoxEUxv2/vlrRdPKMzesuaqb1z80DuioSOcgz+752tdty5vWdMU/uGGuxbe84uSP5IjtjMBc8IDhBPCMLWdtuVwOVoeWh6+El6JrgxdGRZyaoc6T33AcL/8pOEJmUcwFPaQfExUJFge430xEEGSTVAr6JjuFGEa6F5rh8OGaeZ8sJ+UwaOUHhBEiroiBViRoq4Y9Xoi6TBBayv5BQhL4ZXhvWE2fBSlgOfsR7qJYLKHorEHn/2QcllnbRr0dCeB3zCGe1OJnGDAZCtiEaVPSe31yS8iW6CbSvg9+tV7lOKR5DKUXiVVDTT+PozCYUmI+Cr86aHuCLJIdop90rlIhyzpGZ2aIEuovoB7NDfMx5zsI7aEyRlZu/AFHNbkRn5AYpxHV6aKs/iEZJhTfXFhvG3MZ6dH4xnWbHV2XwInUPwynT1pOIhlkIX7aqw8j0O+xlwxTyv64rTVF3qCxRTXxs3hNtlYLaYlW2ItyamxqcnHk3xDspxE8/MbTDfYHkq+kPxHgmu31tKYkYjsV6ONNJnpjMg+Neb3+bCPRVrKIjbi+Pivg2SMcec9GjzTDhnvBhIlS6Io6OayoGNCJuQFJJAMp93lIn6T+lCO5jFJwF1LG9MrndJRkvKwJ783fyB/Ms/mIwoVvUJFr1DRK1GHY6sTrndCJ/W7Tiv5zhkm3zn9udPnY+/O0QwdWcNCo+905/m0HV3PUp+OwmR99sWbDo4RMFQk1JTRTtbiIc6mJbW4VckAyZ4wN2SgyahKWgakTBqJzWCN6NHaJdiJbR/0EoiQh1gZMD4v5eTQhywazftZxDrFq80qfCFzmkxgL/i5pDUx6/p8d4z5GTxZmJ92Xzz8+n+8l1emktKj4sK4PzRn57rbfj4X+0KSSp0c6R35zeu/f+Shm5f9HTm2XKRppXjfyMF5r/fN2jD0JtK2Kk21eU0b5nf7sc50MOvOz0sN2lneR9z4INc2JkWmaHUpYVdBlk34x6IE8gvc6PSItyyNnDhxTDqDNzBHCk+lTXZo8YuJNng9uE41OCJkNYzVVs5JrrI0UU/rE5mJRLw7I7HiRnC9fXO0J70581D0wdgT8AnpKfWp6FOxJzJP5Z6NPas9mzg69nDHj6WX5ZeVH5ePTfyV41fKP00fTww6cpLiiCrxdCqby42X8o68Mk5tTebT0wGmjROVifmJJyayr2TghsyNudvS23Ps5PQy8zKVEWP+mGdCx8TZgclJzuHKwnj2K+rj6uNZtl7SHGUDE/UGeyKL7EDNsrJGhkIOcAGBDIWcGJtAhKKNvPzyy/WGDEJnrfJZn51VcjCjKjkpapeijg4AM44OTuJlLqDgsyQzKTlZ7miTywbIyga/wyf7E1Fy1twYeWwmKklRmHFBmMl1OBw0Y6nkXIqSy6p2wNINjJbHjiUz/wG/n+MMwroO2JEGpB5awWT+EtgFe+ABeAyehB9j/l9B/9JtU5QFymUKo7SA6N4oilbQDw/rE+9TSX0rjn1Od2J3eqrzc5Nn9dUoxJmSZUOUdpLO/1rc+r9tbfhFys47MY4O4JEhC+7wC/ZOXno4BxuiuQkM9pcEYy9XL0uvz3VNJP4zDbH/TBPvaVuTvHwsavR5LB0xyUKyTu/rTnM55jOVs/gdm+EpJ/Iesv/YYU85mvKUWaxtA56yi/BYE02cIpKNMznKGcFRjiqO8liS7rKVk7WGpLpwo9SadK2ZgJuDtvK5dMvoq5bqoncBOrEjN2eBamcDqTFtDC1k0I3dWD18PMsEZJpzxVozmnMlm1rOVaxX6baOqT3mIslAurRmdN8YEWZhEls/2euVIT2qtocjPoKZAmObrl0+crQt6JZFPv9e9VTG0TqnGiloE3pmQL3696seWI2umT8uf+KvjU6zLTsD/r4cb13+JfSX6kWDKw2aBk2i5vR67dPhJdVvtCXdSiOjaQYpsHQF/Abctmc1/sRkg9r06quwuTXldktuO8S7bN6LLicx4cyzw8x2Zj9oAeOZOy+oa1c66Ixih05g2i3zWU0wmUikSPZqwFyoScKBFhU85BD8+T+o2ygQf+Am0F2gxxbKPG35DE3gKCL+SbYAwmxDU75o1kV8UrMeCpGtHX9lrpz9pR4mB5nN7FYf9NG9PnqET9LCfHsTC3KYKb6EQZ9O6KbTx3MjxGJ/mT4Oc/gDFeyxY2+n0y9JvzxOphllfb0puKOAHAtaoUOJlPs7nhQPGxlH2rEFbCncDu403VniQg5Pm9TR38GKwTmGOdxUZWp0TpvesT0kGK28AqIz4WzjTNPM0uwxk9tmjl9iWmu6TbzVeKvJttBziwdFOlZ2oC6hAIrt2YZM8VkoAzMwY1UWy+aUqWymOYy2kmSeb0Y63nSZGYU2G82sud1HkrQNpvI830rfeh+T8231Id+/RSRI7jjfrrcjfNs9ZMl6poTHrcJM0+2sKXssAzNdGihYzOZiEQ/8GSwBblHhWbgWxHEsiP+itQy0iNav7dJYXftYQ/0a1CRykPYsmgx44MY8KVJ2V+BaPSznys28bi0rOK7u5xmJhx/zkCy6mjxh8tU12t7b15cm693S2NWSnBlmVvXJEemTTux5T4+c6pSGezuG+0hJsr1MjkmnczU4HmDMEJtabSFVfQ3V9NK4YMzgHDO2dSziRMEoIE6NKlHElUxlBdhDziBwOG0RSxBGY+MM5SAYKxQVbEMmR1AKQmsUb9q49iCgUTih8nXf3dhICo9hH+zFzru3DxDM6nBQa0+DPgxHg834TrMEYCTaHLaWxyhWgh3v4whaIX7OhDFHMZW9+B0k2h4wlY1YlGNSpDXi1ohbEbfiubz56GsZgZQhn48Nm3E8/f5Qt9mcD0u4N9iN5dlQESyD3XkT214RxIFu1lQPEM6VSZFpb66+LJmASC1e5txe17mlymTum7AJSEtf3bXom0AKXdeHpt8dbx2/8oZww08+WrKgQ0ugXELLHdiz+aJxQYfRa5PM7vaeNc1t8P6meVMWj51z61V2/81XTG6ecv3i+PY10WhTW7almFm8qyEyKX1b9dVbxrl4S/vY+6Z8HXa2+5u6yjNWYuw4+9nZU8wzhq8CD4jDT85jx8GwgWCARNDA4DIDH50+8ZkJjSRQYSaKSnbRDkEKMzneQo43m31ewCLRSRDY7tJFfJjLDWRNNKnLEE9jxI6307UgkVr62+lj0ivY7DFdqXv9BD4Fg0+Bf0d+Q34bNhgSGiB1ztwiHyL6Ty7nH4PkM+78+QjZZTYntFqNCIaOY6R3vP73jteeciTrm6QEfIw7zA3xf4qwhsRkS2erkriW2cjezmxjn2CeFvjpPGwTXEnLRGfYNcXnNQNW9gBJheeupDli2FVbJLbfwBg+NHsA8MXNZsky39Jj2WVh+/HmgIUBFpLmzOPuMcsJC2/B+HGkvWTp0l6cXa/RJhUVEskmSSOdfbXoua/D7i3TJ71Q40r5FcbEJxQmrMCA0RcEfp/JHBTwpwirKtBvkoMgxMlKfXlinTPfdBM2GVrB1bdsmXzIDZBaEbyD3YgXZVrnJ47qK+G755dpY/2r5ZmTWsEP64lnqrdw3G0P3f3zb9/59PzHF9sUX7DRCp2ZwlXlFd/61mWlUgp98sxff3b63v62NmbomzMCUqxnJDXyu5bCj1848H3ZhXntNKxns7CPUlGUPqVIYOGol0KBz5VCU0/DeTSbyHepPSoiaT9ajKWGsF8ZdOIoBXdeO0z8VqiZwY4EO4l0Z8dLw1SZjpPVVgcdtBL7msZMEcSIhL2WJQYUdC5kFxgWcAv5pfLSIL/WsNHQD/rVQUxmTygnwbsGcQycDhf7FgVXxrp8XcGNvr7gDsdXnbvsu3xPwMfQ/tgh+AP4I/5H/g+EU8E/Kaehj0OzHEscd0buVPpjH8d4uwKfO3sSKPgdwbAEQoDAfB7rTpfaryKgSqpCC2x61F0XzGh/rFrUNaF3bND2I48m8iHCelxl0uhjHWV8kyb19YgZzjPvNCNzTqLVEl2gB+wCBwBZYSeSHQh895rALQE0PwD3BGCgAs2642MOAk7iag8pM3CTo5OfQV+rpW/IuoDOvt6R3s5TvVT10umO4eFe6iBOOepmaFwQWh26JsR8PQTJc22w/YwdOxaOpYtfSWlgmrDCQSD5yjJG18POskGSSOryGEZkjL/HDkrl+kTZsmXk6WI2m6hizu+hj3kSeSZUEYID3Yzpiw+4IXEXKhVBob6iNElnGqN0dRUFS2aW9uYt33wfwsFt/6e5aVzYborFJlw2/uJHtq+6aEwRXjL0Q8i98ya07pybyCXcGyPhWaseeeyzydlNhC9NOXuKNWDMi4AM6ruALyVytA6rgfNRFRRq6khVEyghD4VAj0mhwTLRPoUGywo9Gu/9h16LhH3kF0rwKCn8I+SBFPVGHDRoc+qiFUfCLqBhMTc1MZQFESzM4Tess563Mec5RlWZlPrVJfElB/4VUEwMQ34a7AlBPdQVQqGICZ/G5KGo6GEJBOIrdJFWYW02vEXkGxKyNNBj6M1xizgul6U4eTxdg0tSYJgmAPR2Z+fxDrKyCEMmtqRnQO7ssUPTpxdzxKAmpbPFrtyN7I2GHWx/bn/uWI7Xc/05BHKeRnd6kWGRsDB9H8/P4KGSG2OcblxsfID9TuPeHH8s93EaKQpQ1KPYNkzYM09tV+YpX1bWGLuVzcoesEf5Lv8M/0qjKSE4k+aJjrBzijuU9EwMhkNTIvhnJrbJTUct0gSbmiKMKQJMqlkhpMfh7vL0e/Z7mIhnlwd5PmyYz5EESypbJO2R6SVucnby1nrmYe7wSF9n+0g7eZHKoD58yxhwJYq4QDoPvIFEmhWSWkJoUECaxZsUrymw0dCkjK6IIesqxhJ7IFNIJIWPOQNmDC4QwXS+wn9ANbypIhjOazh9kJtWr8dyYAZQOge3dR7gNcRKdpJRrOs6+tHk/ln3nfzHDzfNw7AbSFugPWNTPXLGVP04y7Wvzi2duuJA94q108Z/9vLLcPrcp75F0feztx+ZHrTHel+Fb07pKc9b9+PXfl1bF06ekbGAOQBcIMQMXqD7KcGDfa2ZLFUDVtrU69LdeR1AMsWHAJDwBg8pxWDS0e2kQgMAk6zZebJSApGpnUHya56iNj6OxxHgG/QXuPPaEWI3bLPJRAGH8H9axUwSQp3UADAVyB0/dp4IhNz9YC+GOWa0RoxeRO0v1lZ4xImyS7zCH+AZwHfx5PE2LH8P+212gGXIn+LxrRGbTRDFd7kiYXyfpIvvFhsIuVvcWD1kl9UaCX+ePqSPnyAMovOlzs50S+1JAthACI/wO1b6Ov1doMv1BmPwK0FMMoNljx4sR+jSwMmzikKEuJ4IVcZUke5e0JgtypxfXOr8smeld7lvRYCHjMjxomA2uGdy29Fd3DbzDum20KPoad+Q85foLdtvpNPob4zT0cV3CT347raLP+B/bPuYxx6Ut9yKGJFYFIctalarOA1NF+dFFqKF4irUh7Y7t/sfdD4mPmasCEPiAeOP0B/RSfNpo0s4wUPAn+BRL2nJ2JEJuAM8x29hXSDvcZNLdTrKjpXure497nfcrNst/4Kscjx7AjsmlhBsJ2ne1Gc4ymSML5EhkQj/uuBJyWWbB673bPXs9DCe0y5XPylG3SWgvLBTeEdgJEEX8J0IB4STAid81+pmwXaiV0yT7shbyXpfBlglq2JlPrZCK7kSEY+ldXJ4cp014QBm7kgvoUy95DlPwzhKoY8p6CMqle7DLoRECuvdOFLAwU07XZvfRx9wCcaOJasgJi8d5ABEqHcZDW1oJqGPzr3x+K+ZYmWznilb8FsgnixV5msNQZMBufZJrn1X/2SsfTLWPon0k24Vy27JX/Yr9rJFoWU5MP25GGMZQQueN9ndoMK/O9TtdpvsMl1JZ+dNLH3mi+m8ZxwNKpxcbQrBW/eRDuIjNTVRm3T4Dbzssm3Lb8tE3K898PiHfz380Csj2+CTBsm/unXBLWjc6xs2rL7etf33EL71IeR/8t22pfGx+k0k7zgPAGaz4S6QRhMvQAUtQz1iRieOLUOzCXIaSlYOCtYGKNA6DYeVVL46iGFbHRQyagUb3NFanbtuFOJa2AuArcFWgfKAgyOr5oePScc6jg9LwzW3d4yEAC9Jr5B/L9Gq4joAPANs9DcA/1QPNXBxfCahAVIDhhyxXEhjAXoZb+omasV0P/78GxoTWK2ZplEn9zbZ4D9//Hit9kfWJ9ypPOh+MMFMYaaYZ/hvY24zGx5iYS6zVd3F7eL3CHvE3dJu+4GMKHEY31Y2rkyjoGAdDAv3ROFgmK8wgh6JhfeEXwijsD2ueWF6Pg75840NDjsn8EYJG0YFfunQThzmV9AnA7AxXYGSbkk1QIfNLt1js8E4UfJDXV1F2ra11dqOjlobb6at7gmqxV1WSExjpbXHesx6wspZ/U1HGY7h6xNyNWWeO4xVnsbz7bh5r/NUH50faW8f6WvvGMHxfK5e/+LQki5PQnMnNE8qCJKueBB+YT4aK+hBb7zCf6SL3eGwHcvQjgPgDw93N9i5c/UsxtqESiFdWwz/hYoWkiaPlQql4uiT7DCbq5E5KwzBghs+EdQmLBh5uyE1yT8wsHSo9/KlbcWwtzArEklk9eBHzJyRJ/qjTfF4asoqtHxG+/bnr52SGRsuqVc5nc1r35g0A7uE8dVpzG9xbDEOzATLmJHaMysdnvn3Jx5sZUBGWoE2Nm5cgEAjl+W+dKfCdoyZt2L9mGsTPSvIc4lu8d7q21naMeGWqTtn3z7vXu+9vgfnVdhnDIPeQd+rxVdnH1txYsXJFR+vkAOKuyCVXK2RFYbvCLNaO2TgYVrVWTLwT3aQxx1YzCajKDqdLlHo16BDI9k0B/Z7GhGjy9xBWt3kMHXs0fZrL2iMVoG7h5am+3FgiQ/VLeRYxx51v/qCyqj139AW/0TFx+q+XbPgLPIMzFk63jWriZjcLFq8DgXduV6AWwXcsZNpnBL34GQ4ucI062b/LGPOD+f7+/3I/330c8Bho5wL2vFXRo73XwwvbmqyzX2eyWP/GsbbMpjL5PWIlIfr8zvze/JM3kf8ed5MTClfKmeZ/oVwIbk3C7Zy3HltUHLRzn/QzNXCWrElNsCFWiQFaeGPxxso7kzBeame1LHUiRSbspIjU6OVnbjzZ91BgCZ1rbIiv0JfsRePuWEF+WnQZC6usO68bxqcRnNe05oVD7R5ejw/xc6lcva/dDudSzQTIuKh1+ipoO/rzgc7YEdznpnPoPkMJGWCiCFD6Q8VaYvPypA/Twg86Rwh98hcvnzFUXg9UKHx4HaSjKezUjg66huhneF03ykp3Vur4E/XluT3SqfoAq1habjuhEbeIy6pQyIPHCKrOPskcjw+GHulwZ+q76gI+6W+08PkkRNkj/aOhvf0jeb5SVpt9Mmhoxm2zbOXtE2Nl4Ihrw8aElpLc6G52MxwExPzElmtMbFYWxiEwXHhIJhdmquASbBDAeMNHUEwPzM3CL6UXqjAKb5pQbgouSQIFy8Jtcn4cHkcmNM8S4GzZ5VadTRZIXPGbHsQXpS7OAgWNFysgKneycHak6xGZ9nrm/TnEvGN9BFXBDRIJRXspa5UN2YlrKMlyUEycx8fdNTn2g8Krgr/ia51Y1XFCrtSgPME2CHAnAAjArQJ0MEInN46qwnI/skV/p2hbr9/FtdOexx/cZONpO9r/pAOT0A6vvLLnfVX+oKHZ3npWge3i7diUKsHkbWsPvlXe5pm7alaZM3ZGPoreO4pTPSRWjTdf+4pmwlYWrj8+N5bul5MWxnOwNjS14196fEp05siaj7Y8+/jO9df8c3PfnDbbJO9xK8spsvQPeuyKcX5c1ZNLVT/kcu3Xfb9wacLxYd+Dy9q+PqyO17SDZzoDRgN3Iye/sOuRNllV3iWMYiWni/1rr5nSUurz6dNEldHmiOxL6NtGzfvXjKpb/Oe5ZPO3FRYquXjE7bOKHo8LEfnDC3Yd/8Nx7Ot6PsX+O7QWJ0AhGS0G6mjNvri5LOPTrv7SOaM2J6PZElpjOuzEmPwJYg3j5AdCbVYSmagyprNaJFKz6FmfOQcGbJGhuzFnU9oGjAzasu485Fuo6SBni8DcRw60YipgAO/NfxO4XcSFDExsJVobrDUCpL2UBNLMoO5HImG6bo3LN16REzJuPTSKy3SS+nanuM4RH7pguh4adFBTL9Et/gvJov4pOSU9qSR0gMjpQRGShuM9ewh3VXPJ/rGjoEq3a3S3f+XsTcBjKM488Wr+pg+5uieu+fuue9LMyNpZNnTsuX7EuBLBmEBBmxjsGwwYIOxcoAhyWJtIAchi72bzXIl4AtbXMFJvIT8Nw7efQkJeUvI7t8hEFDw8hwSgjV+VdUzskyStyu7u6qP6unjq6++q35fmOwOo6c5Q7gaqnxwBB9AlXPH8LF8vrurJVUQoaJVP4mFSfQUusUR918M5KcVu7VMTeweRvqAFJcSo91j3cyB7uPdp7rprAEOdA93j+BdWjdUeSUdtI7TkmaN5NPB5KKImA7Ki6LhdDAxTlu0QrSWLPRVg7V+qCY7AXnKZCJhtcqiR4kJYyI8IEJJHBH3ia+KjIiZYTwPwrFCKD+QH86P5JnR/FieOpCHePr78fypPJMf7vqn3ToME5m4hyXr6RP4JvD8pHoLfbolPDi8fpY3xH0JP+vxQ473cgEsPrSsj8Rcj2cbE40YfV+RCYzzIhIjGE6Kp2irjcgOViI76BMgiNxAsIyJURx10QoRIDpJEJoeUUN0ZLS3Ndu8pTrDpVs+3bdsxGe3iCWtOcupdYh0qL9U3rTIWZ/X7JkZdShSyOssWqCNvX/y6p1zV12hPdF8YbWq+GOxZEJeBvu/fGWxurzpv7IQisXsYvcqeqauRus6cy9acah/GUGE2nKhhz0LYmiACpDJvGbSPcxhYvsJk4DMsF2hBTSykTFGwNMZSHAM1oZJrMz4+R8fxWcLZqU9EqHKfx5pdc9ftbvna8+Q3qliA5J7eXhLeDcSDyJbUL8fNkADkcyJnQNfwBAx2JF0+xoabE4OyW8MtWxKuj/tJOpCiJdnMez0VM8xq6TPhMkaX+fI4sWtSl+fXtE8XV2GlRo2Je43UPhHAVDDEc6OH+9DzY9bCkIsaib9x0zhbmIm/Qc/md5/FMwoSH9De47pXS4WndZndF0b3fsbJxsndZdTq+t4xmJwODYSG4vtj52JsWpsIEZpeBXDA3lHR5WU3T16mS/pZTROSq3g8VZRh7IvipjTQRvqRklPnxoM95s8JvsYepQ6ABETZ7eJYwIU6lg2ODSnhgtNatToG0wms8ccU7RsXSHev86e6pgCBxQ4rIwoY8p+5YzCKoeih75Bug9JJID7DBIJJnSxG0kEGKthCrodtlzWW3XT/LPAwJePaegmOKvdQTqFvSVQN7wTn8TXm6J/PfikTf/pzIwZmUzvjLs85b7mnDkFn8AFvf6UBTrY+/GB3kxmRjM8qa6qI4L39q6EV30pp3qk2Aigzl/TnAf3snsRbafhmWmjhzFlJ6qfPYS/8tkjmO2TSouIf9Um4p9rdp2K9R4g4t3m0Pj5JmmCKu+RJqjy76RJCDcRcJMQMKSTmKpNKQ0bSVNpl+/HMihOnMTWUPm1ky3izWbb5Jt9GWlsR7/uhQYPzOLv0eiqmbOHEFPVsgPZsexjlscC+7MGFW2MZmkZ7TmVpb18Kqn2JYOpfg9+JMNKu1fIeHxq2sS5xqFFM8sAmDj0y9I+O7Rjg2JvRicGbX6NLmTdbi+iAp22iUkVPylax0KhMRVKKsRo8mdUWlWJ1XX8/O+Rnoxtrocy2X8NY8ogExVavp4sCXmae23/W0vPIhqRSYx7o6H3xgOGk74jhContg1iqJcWXrUt2wL/12eH+oMWKRD3SyE/DFp8WEaDba0NDT5IbfMdcbnktGGcLx/VAExzsm+cO3NosywRawIirJYt4RPEdcEx2QJamkZjqWxvbxaR0ugr+y9fUw57fdarwkrBdYHS9pLDmWxvUz133bunZ0ejHWZudXz131Jf+Eo2TKgNyyozES+VEC916jFxbU7qRoyEcFKHyQC5lmWBzFmGBixoQBMegFuex98S2cPUZpYmzFKJ4xHpIM8QXyT7IhIyeIzfB+x4hr19ygvJYRaT7ZgyPOjc5wS2PUyTJ5J2wg8dxJCOnZAAcC2bg25tIISAb0pnbyZd/CEVnb2ZTG7XRSJBg9jTMUc7NuY+7j7jpt1EzZ9XxaXWU59Rhe5D5vWdA26ouQfcw+4R95h7PzqRM6WD3KIITAcNyWjbLYluiTOIAMbMptZl9PCE2ozqmAkOmOCwacQ0ZtpvOmNiTYdc0xiUPrA3ei+wJCS0E82fcKQjTsByPOFEnDiVVQJezHraVHGHpzq/2WgUvJaQ4k1ZoZW9/+O+Vd0BwmZo7eH5rUEUAisAhhLS0Vcz/DQu4x4kMuogsSy5reSzW1cuKbWlyRL+2PjT4j2ahL9/KUvOypa75rXPmtc+ax6ZqY3Pmtc3v4+c10eIqI8QUd8SB/61Je12S9rS65L2BVDlT5oHn7tExJdZkiXNs6R5tovEy+AdXQSiowvHuZBY1i4/vnAXEZ3xqV0UOU4mhndZyTWs5BpWHJygX0MttfxG39OvoWaIT2n8/C80Iz5VpVrHzyH6xX4ml6fYMXcBZpjq/BUrNXxOcSVcvnLLyt0r6ZWrDPPLSjxn5HpzrO5jL2JhGmlFJ+XJ4/ivLU1PcdSLqq1ugLW9E3KWlC8TWWHKFKf1osujqxs5lluxchWnlOdbSW+wqsTxpGaJ6Jwl+7JdfWSrj2z1LUHP8dtjuitqTRdWPvDuLl0LIZUPyNGurjVLsMyEdy5p9y5U+SM5umTJ4JpWp7JOrWV052RBjwDIM59sNLA2jij7gHnxijUvgXnn3wZz0VJES+n82894FY+CRH79b9Cn+avcqcH3XfQoovNBLKNnzXBsEIniajqojFPnjkS60sEyqmjGyJJ0cP6iiDUddCNp/Eg0mw6WxmnzkWhfOjgPVbRZ0ZXJpX0rgiv7+XTXUq2eTvGAi89ftRp/mHjOJBo5A8Ny8+eVS4pbHESji2yNhUsqHFEP4AQXsKZJXelCNtZd6oIjXQe6qC68z7V0dV9syZLQ0oGl1OjSsaUUWCovpZbiQDuHq7p0eM3gOLX2cBjJ8eNw/d1kyJmKLjiLpfnTetG7DI89eEI0+muQ/0sxhn9vGxcZTMn5bUk/EjNJ5ng0ETOF/dAiRSzx6ZI+EvSzkJgKNXEVN7ej6HGx8zGVHttcVuaLcbYXCf6HNxtZjkTedTQqJPyOxB106fL+X5D6uzpbc0+Q2C9B9xT3ubCbm6YOXDRUVeDAelt+Q2XVnc7r71+8cGvYZRY7ZzZ77TPCbpHxJVfVblhCUc6eec3ykrqRDeeWd9Yuy3vKi5szGh1eMqAlJejIUu+tlxKZ9etuX7x4Zc+dzVtXqS6kHbjlqHUAfm6koNUWGLPNxURliMWsl6J9ZS2Q62o613b6YjHfjJXwyq/kWgMfBCako/8B8b8KzUznfzXC/0pEAS/r0x15yRXFjKSAt6KBWJonjKyF4EG4CO8iqnwrgp54oV1tpuZqB/G5sFUtgU93gQBpHCAXCpBLBNJEk08TJT2Nu1wrXvxMO178w1a8OOKIIm6RBn4qViIT2ctEXit3mDFMLga4iei6vSbEpFgH583pUT7Foo5iQ2J9LtLms8encR0Zsx1ZV+gvMJsriy5icSQ2vTKpkxso69eXYjwZj3nCX3jCa3gXcXa7yC4Xj3e5XLUqCJAzA2RHgBwMkAcl/vA2k0ljFoTPSKdr1f+pYo/Uk54a0uz5GuYapdpAbbg2UhursXkGaqQ+irYO1AwHaqdq1IEaHEY7jtfoAO9KByVdyU+ng7FFET4dtCyKBtLBqK7kl5OZvlKw3O8H0Y4KeeJYNCpJFtHtinFjPDyArWUj/D7+VZ7hsZLvS1cCsUwoPZAexqhjo+mx9IE0DdJymiLT5QXEJtLDVV3Rz/7PFX2b4qENTNxDu/2QNSist935dUhQHFsPt+l6fgcniZR3nDchPZ/iIrKZjsUJwIYkxrAoMV3V7/wrij6B9py284KwUYGL//6LizerLouxPLs5w65VRKZv6W23Gi246zrmlZGS3+q5E99bvKr3zuaO1SEPUfGl5fC2XVs/3QwMuQKob85fD1d8c4FXF0mRfj8Xx8ChvimBAJWf1jv9SBjVA9qIUEn84SYZh9CavAzub/ggrmh2vJMhpzHuOG+U40Afg/WQJF1/ueDUFvBxfJ4XN/ZhOvQyDkKlDpNM5EiZCJEMkThwlWGCJpPunCaDHiZINOqBthtrrm3UCR91HXX9M/yhcCLwumCw/UaEC4S5rtXOu+EXhPuk131cSOuoMcQpvS8EX3b+0EtpIbiQb9+NjYDaZm3GxnJEvgw8hdcDzDAzwowxBxgD8x4GjG9opn0myjTlj8XRpNhwlF18IHXZ4gMDl6w9aAouPBhiFl66ds2LOH4WMGgJnT+OB9s5a14AXroDMMBBd7wjv+ObtonGocELc/I7YcAWtySouD8hxg0Jq+RQQQB6VegSUE3hUM1ullXoo9HKaXSrwMOiFVGvL1inSfwook9EqXDOGs26ndpu2CnutOy03e7armz380ODrUQ0gl+21n1ocWKDtVE3WGMPGJBJuBLgeDeZ1s8bL0zr72gB1hJL8izojmCjsa1lM6bAqbtuuPXV3a/uvH7Xjy6r3TB736evumvjfPrpR/Y8fce50W9+/tt3fXRbX+ORO19p/nL/989+YRjp4x81F9HPIVpMgjp12TRaTM8gUdwdYgYX2JyJLbp2D1DptJ3wdbtKgrhVbJttS46El6tTkZkqncraGIvB+5wOb64ZkSBUiFs6Bw0c0cQFQDg7gIh6EddGMuQEYeIXhWoel19GzLp4UXzSs6Dj/LlnMKF2iJhmSZCRKM7oQXdH6NpO+K5d1ccVoif/TvMRsVFFZ6UMliSAHgu6GSO+G3wDJG5T1rktnIrKONUKy8hiqr9LnIGpuS4vlC+X77My9+TgjFxjxuLc5blN1k25m/kd1h25z/Lf5N7hPxLMpRlrKoPVzVVGmwGLPJ1K2+xIwPPcE7EjMS8ZBcnw8mQQ9FO2bIpmCnInxHdCcfiePIqloxwSx0RqWBwVnxZp8V2VIsYCn6oO4DDF0TDE4X16SB8bHu7BQZ5E5cKwna34TsxisUXIPWURoi0Y4blXh+It1jgzH68mTIlSvMZ1qLBoRquK0KnCsrGgfgKKl/hbMOM9DDlDJ4nvNHCWwjj3m2c2W4xujw6l5rG0JrzpwZ50vOKcSipGPCDJthhVcU0zq7I6E8ZT4VriFgW9ifl7l3/uiq33jjyxqDPV4a4vbqqerqTdKUeDShxWBcuNl62fdckV2ppSMUbXt72246rNn/3JxMO7nVK++c6VlWA8Dl3G8nr66sGSYtndfGJLtGfNsuue/betyxQbjstrLmIAov0AyFLsNNr3JgjrTTgJsJbTALlgy0JgwdoUicVr4UMQWciCzVNElsKoKCQYgX1ONwhoMhcwSEFbNK4Y0oM2I2fR6QyRWGO6SeA4oXCdyI77Mpgl+zKYbn0ZTLNeyRtcJdMwT5QFVUkO5CktP5r/x9T+PFPylsKNTHd2uax5tfDyzILsGmnAOxgcCK/NrMtuka/2Xh3ekrlT3urdHdwa3p292/s32a9LX/Z+Pfjl8Fczj2Qfc/2T90n/t7PPur6D7uAX2feyH2czav7m+M2pvfav2L/iOJ7nLrPDCG9JB7lkyy7gU6RgiI560xA/VjQeUDjOYPH5QChkwWRaBCE4BqlhOAqfhjTkiRXj3URZdg44qZecrzrfd9JO4mF1zsm1o+Xw/N7J7NA2HVq0SMwGE41JTL+2NlaZEkvZ3TF3QgUpO1rFXVEVJh04aK5tlcKxolu3dWdxuGh20HckwOkGhiObOYsSJQiSCmdLj/OuQ5ttU3H0F5sdWgCzrcg5HBfq7uyire3UKdhLR9+gVBY1O+zdAYdy+b0L7/5X6Ph+fTjRU/tMcn1jZP83bp5xBf30x9et6fDH47KxjgT2zcs/+Jd3YFxV/bHJInwKyQzf+e6zxyttnxp1DNFiCv5iepRchnBhQ8htTRKROqmEYMtsMV3LD7Wl8VBbjg5hfkd81SFihAgRwTtEtHtyIpRpxeV5HpGpAhKIUC3Lk1uSu5N0MsUpJhqxw5NYm59AuvyfydLYri9f7BCL4sslUNstwm6BEtAFFAO6U8KKrURbx/f4J8KKQ9j6gSkcV0jETCiUSV8QgdH1ScTM0JTk69O2IFVV6qA6JI3SpE8znJaB6zIwhPko0Y3viSaTal8imOwHojFjdagyZBScurMum6BpkKYBh7TfdQaoGaChEMrADLDGQqGQCkfVMZUCqoy04ePqKZVVh9P/NDVzRddnt53euq0F67JtYsjayucDphnZtyGpFDHGQy7FQwhNEVOmcd5++AY6pauhOi4hdHa2I4zbGqW77WG64HfChq4lN+/oWlCNRVc7bc58yW6ePauZnRfxiKw56g0lReikn/7xj+fkkp1zHekrmwuXJJGYGXMRXfGa/TP9WNSEYP3509RPEU2VmU3TaCpZITRV0bAMSUHiQYLEgwQln5dPmvD+ZFhqMzUJD+cd+LhU5vikFGZsWRbuYOFmFrLxIoQww3luC8JrgjAYV71w2DvipbyoYzVODA0hSa2ISlQM4RBfTEZIOj35k5PyT/TxfIqCOsJSkmcyrqCtwFKZMqdfxmNbzMIb2DtYio1nuP4gXB+8JUgF4zYjxHf4gebFFCVJlQ4vbyH6WdKGi2Sy0tEat0/o5QkcVTmEF/nEiaGGfILMKGrN0UgLOU+OstkKmrGeSxnrimPQtDbxsPxgjBU5MSWmhysjldGKQaqMQ1Xbg5jwv5j/xXIidiL+s+hrsddzbzFvRd+KvZMz2hq5odxN+V25vXAvtZcedeJMZ6P++/J7C2aMJCHSgsngF3OvRH4Y5f20y2HzuwKetC/3kPCQ+LD6QPSBmNGWNadyi3LLK+sqt6dvz91jeSz6dOVt+i2/Kc2Xg+BFKghDsEgSm2QPgRcL49CrWTNK0POiL+gNeaHsVdGbwwc9L7rwwYjNFouajYyUJAUbhD8AhWKmDAB+qd67PB4FTxtwuIr4xVI/skFow4Ej7+O4INqhGUdwFswRaUyipXHYqXmSXk8hxEM+ty8Jh5MjydEkrSZLSSr5HFRBB1QPLm53IIzXQNS+SRwjeT4MhwbrRST9HjoPUZUkBD9LUmZhhfD0NCAHJDuLSAONmY0Os9nYhnUY1HEdhrZdhOyAqq3kgwVVMFdBVk8+6E+lQ6psNXAha9gPDWneD3DKGMClWD9sDxdYq8TzTz/mPpQ/tH6cYoYG4TYC3rBG8+yD+6h99D7j18xjzjHvmG/M/1DkK9F9eROZpLqVzEdYoxmL0WLs87mHYw/n2KFBLNpbU6qnLqQ8daiJdQotPj1c00u8m2K9gHblyCLUTXLQ1rCoeIUhWHx1UnjqMT3oNaoXJgzOZq/nFLt+LZt+LcmGfsKGfsJWz6k23OaMJknoNKlOy2b0O2Z8gTOazYx+x4zOQYtiJcsnp59d/Af1+WiDPs1MUQWv11Uocx4xw45zbx3ZnOFsQVSZNnq2YSpaABXt/GKhdiQM5nYYnqI1wSeWTEwDp6DGwonbrpi3Sg2t++K/vLh9xeaw020Oh/2PXD139VXNX+bzD9/RubRilW0m+unmKw9sWpTvTqUL86/5h10PBUUvnP+F+y+pz71yrKe+eutX3ZJFx2p1nP8vqpf5LvBRqenxpQHNhnhfgLgajSZikjI57ZC1k6qdDJL2dqyKve1/tON3qAMMGPmc5HIwOLAUQAMaJSdPnSxOnGiNj2+055Vd4Gsetx4lRtbOaXX0Hd8mliBvu+LB0iVxAY0YoVHyQedGB1zogOTnNETC6LeNPsgS1YYl5iWWjLCsXTeoGcidkrEVVf5EbNh2e8A/zbxEossbk6eGho7LJ+UTQ20PMSIH37PAjG6gz1RfB9dRVCPwkPUhz0vOl1zjnrc93L4AvM8Ll5uWm9eZ1pl/r7AGxakkFdrlVDxeGuKVw7cf0s5S627pEkVBg6mGb9r1qvNNIvFd6/D9CBjH4XtaTkUDc6EYOBCgAgBChmFjjgE7HLVDDOR1wH7cfsr+K7vBPux/8r62YjOpTxsdIimxcQ4m0Jg8rSeFRYdOQzQ0AyIr6ujzJK8lVliO+iDibpAhsh80SDyZQym1qJdEden48s6olch2XRUs+RVILOksiFMrLXrttUoqPMuajI72F9Zk/rbr5rw7zXy3+b/mTT41OCuduvqayrprqA1h18YFiWsR/VHnT9OT9IMgTq2ZRn+uJLG/8i11wqimWj6YllSmBlua9Gndy616yYleG/H32NqEaWvr3KhyloRr2GJtFduixA1G1aIYAjmLkcOR4c9gFZsXQfGNLI5C1lWP99rObh3t+43sdGluNaeHzNO8aFSNiiUWd6Or6pc0tmR5UfdIEh+l6iX+SS8R9LwisS/ZeD6hEhpVDbofJmHDPlV8iq0dnYErhEpttmRiuqcFrWRiq8Wr48RljciViINIKiXzIWowibUhNYlHoANJpmrsCvWoC0ILVNbL25djDTu8PBhPRvkk7OOCfL9qjAf4cThXs4sgHkeDHn4ei2gUjcYwmdhjAQcwkMII3AdfhQwkoUw2jzdmsw3Yx+zUKFodsNM6zpxOoIg8E9/bfbG0iNO0T5KUfK30KQTaE9/5lLyIneo+v2T1S14/kK0+OeBvQy4TXD8sSsYIasixzUhxFI2WwDhvOoS0bN2hXtGlyWlTeNrkigRIrhZuEbG1mkjW6GuksCuUtDR/l7/1zrlLt+b8XQtg32Aje+Pi+lr6wcmf7iMTd743OnvwC6Pwob4OH4xPPjw60LmE4pZ1UXHsS0W0PIFoWaV+e4GWjwoC8NoMJHOdFS0qWij6Pw8CA8aYfu+9RhGNTcULNsiyIgo+XhAiYdTO6CAGdofdYCX6rdVmoMgexDFUUlHxdU5mL/zXQ1SLb5yUyTwxTbBdJq5RLvfQHgJMWovg8fAqZ83hcXijQkQMW1VbTFE9qrdHqIs9NgxI3ONdxC8U+sW5ylzPQu9G/uv8Q8Lfeb/m2xd5HDzGf1P4B88/eB/zfYd/RjgqHlWOeZ7zPu87Hvmp8qH4ofKxN79PgBESAzRcJWW2rJfBtF7On6+XyaReRqN6abWSUtM8/qoUuRPg7NQj7J3qp9i7rXsjQg9fFatK3fey4Xj4517uXvE+ZY+H7rItUCi74gjagU8NAptoDaLeco+WE7weVfF4SoLoEATR5/XGBB7VeM7AMgyPhEO7DQlwwOD1GJVxiAa8dSKUxZi4Tzwq/kRkxV2CDxO7rBmK+/ln+R+jXr5L8Gz3YvgBFQjofiVbVWgFL+PyUEcNF8dMNSAcR8rdOHzpqByBoxH9baCzcHlUslfDmFV75GwWY/JjvuKdVN7yoL6hnPVO4HKbMgFaYLeoT2B+vUcX7PawBYVU/lICPYKQjIP79D/SRbIQh/0+I6oucwMxubePoVKIGXHY1K+QvCTiMFPRXudVJDChpYVfB3UTq2YWvMBm8BpVq4MGOoA8ojc9NrChJ123Y/QdAwHg6Ky1UJGdBqSzwSiG50gkrfBpfzLt/Olrbt4YqcJs1RH1N59PN591pULWDvrBeEKNlpoGytwdsAiSMR5nrMF5535Hs51FWeCJzn/+NHsE9aucPoeg1a8S4aDVQuWwedQChITCM6l4yCAZcIdoNIpFHXGnDbfTNocm0MjdT+Lc/EQNImuFGFh4fa0kBAakyMV35GAObI/DuHF7CqaM+tVzuXw4XMi3JDkC7zPUwEF95Mf02ezk/fsO2ggsh79RcyWR4myNJ9XCusJGYaTwTvyd1B/jf0yZ8AmH7DVy3iu+UDVcKKTXdwY8npAvKhcYMRFI5BL1xEr3o+5HlUcTvDHeFetKLgdL4FJuIT8/Ni+5NLU0fS83Ko9a/yZ+b+re9Gjha/KD+OT48/Kz8WdTLxVeib+Sej3+eupUIQRYhjM4GbcQ55JCypCuuefIc6wD7KXcKuXS9H3GvfK9yn2e+6L3xu9NjBbce4R73HsStFkYhLfJt1kZ1HsSiWQ8LkIO9R/ZbQ3KajQcVEE6FwSSaAlKIU8wGELd7zAO7ho/v0vTlHhM5Tle4GLplCOdTiWSiXiyxAsOnheQZORxxsS4QxTj0VispHgciuJJJ6IexS2iniqi7/A8fA91tyB873AISla8JQMLkovQuCrLoZCqAgrvhCCHTkHdWXkebgJxwMN/0qSUhm42FksZ1XPStSLSAw8eOQ6uTUfxvAyn5isOeOB+D3zR86rnTcQfvxgrIkbgO6ZKcSijj96ajxB/HsogAZyIF5g0sbguAbXEKM4LA987IuxKFvnnEEPgkSgnqiAFR1NncN4hJE2gpqn9HDFFD6ThKM48JKfVtJY+kD6ePpXm0sP5KYltAkcFeLwTk6eRora1xQXQLi/agQ4rp71IjMNLO7UmzrOJU8ujog0SotcndN0QZzIn/AJDEvFtxsFP35P96zk4p685me/le3XwdTikOxWziLFgrpLA4OtYmcJTYuyYowQw9vpU4cDFmUPuehwXTrJ10HkBL0jnMajH0SnKYg2GWZAjY3lIAoZ4ykjmFFQuAALZp6B+cNy/jvMzxXla2zBK64zHDEfRAH/in6tK0tULjywIOvhT33Uk6zC8Ot38cfrXzd/Hm78IdPciBsQE/aHc5H/Bb+/pdVswpo9bjjqckx/AjztVe5CKx80bz71LLZw8RlMLK2YdD8wHAP0bxJO6GW2a3GpKiEo1weQBumARW7jydpnqxjifIB+06qypWNSRwCZb3EJHA9tjmyvCvea9lr3WPYk91deMr7l/kfxFRZAKCTFujJm2iduNb3Vw/p6CtLaTKTTYhtywdicaqXq11LPQuFxebp0XXJhYklpc1XpWeVbFB3q2c7uNu+Xd1t2u3e4vcfvkfdZHlecTQQsryZJVyoXkkDWUS4tpd7FHlHtWCms7B3ra6F4xdN87umE3fpBbi7BYSFQVkQEF/AzBQiBQLxR66m0WWCy2EM4wDzyur/EzfSqBerPb5UpWqzXRaDJVkGjDcZ5EtVat1OK2va6iFVprSDR2mQK7PANBGCzGt0R3R6no3iiMeuKFQr2S/yCdTlYG0BvfVYM1luXiHo6L1eKOWi1uciWTpYrJUamY0PdXBJO7kox7jN3FhCLSpipX82O2mhOE2SslP/SH0DcpFvAHQWKC1YrH/kJexUeZPMzng8GAaEJi7zNbXNBViI9Dy2HVAz34Eia5pnkOeH7lOeNh8A488nuepzpBBXDw+kO1QhJxlMOgAivPU98FddBDLT0cPkmmKg3hjI6T2aHs1omz7cS4Q9n20I7nu8tECB4iOaGJYmb7C4hiULHVdxWV9+TTQ/itnyav3lYfKg6hPTLZlO98D9U4Xu619O6xyL27TpzAxQn+BIcKHu3FuZm3DRH4ka1AB703on4p1o04kEuou7F1BdXfxjj4TqxkC35rw6z55IaC96INhSCLuS0NFnucOQWtOnENp6o9hsp0SsJXO3NUqsdVCYsXGCeMw8xAqndgLCAzOmAme7BVJqHixYr2WXE7jJyPRZJDNr2w6gKKz1yX0QuwosWt2eqyLNWtaMlpTgy3jzmLSy9sJPkytvmc0ezOeifvrKdKjnoaLVbeVRfIxVz1tGZFi7PegRf0y27862jBzQ9a/xzPLNtW/T9p+5l2ALMyk6gkqkyBkpH2063jnFmRwBDy04UiwTkLFsQ/xzlDbK1tBuoisC46Y5OgXcc/I76+IrwohbEdC1o++HQ6HDW6+hYviCRgZzlWXrnr9IoF9eZA3mPX7nmgP59v/jTmS6w9/tSiS2YiRud3Kx1yZMOGa7zOAGJzSmTbo83xHWU6FnNY3O6hEycutypJKhZjHYHbwPlzm7t0XmdqzqPPIl7XQa2cxuuQLJ3N0OD2JEwGkH5D7OM4Uv6olVQxrOdRilQpXO0g1Y7xtuqTnci+h/41iieH2kywxXuCQhYEHFZqZwfsQNInMER34t+QHI4KANXKlOD1xtAJpO0SbqO7Pw7Ii1eseRH4zv8ReM6fAV402IhyK5TwSQHPe7Nkv5Sm7NWCa33nZ9i7DZQgsDbew3uFrMObEGK2mDeR7Yadtppvvm2DsEHc6LnOe41vQ+52foe4w3Ob9xbf7bn7xPs8XwVfFb7i/XL2eXCq+mtDFMlF2WwukxEh0Ss8WBnJdbSUkQSverzeUkZ0oBNy2SxRQ7IZ1CTjFRiRz6HSg6QdPtpSSJJkljq622QxWg9IVbfb68ESi2+vCN8Uz2BX94j4vkiLuxrCcmGdQAu7eBwwH8i+JuHA930qpe5dl4PFXCNH5TyV6uM4/BCHHg5tW3p6aOvpybNDeO79ZCvkcOnk6WwrGVgbHZifJj1gHG30fv+qsHBBQIBbMWvRe0JWCKBv19HWG44gvSGQHOfVQ5sDerQ77gOtjBZ/UYWwQKxDtByLbRtoA8IEGftN8ElnPh9+86SV4yNZmImnFMHT/Hzn05fMWNJVCtdTYnB+rK95TAp7ZHcFkX4ykJzb7IB/SqdsgtGMlAwlbGmcu+nue/tzmYpLmjW4jzocKkRNskmn+TQa3zcjmnfC18i85aKNZxRmH7PPvM/yODPOcPvc0Ozebi53DoA10oCT9jFui126krlUepM5JXEtWk5B2u2iJcrCmhaz8A4WDrDDLMWWTIZ+Cd4iwXXSFomSSpQIGpOINZPVhWyRdaS+gw9luc8ZxMbAmNbBskfEoJGxSFKMZhw0zdBGipGgyeI2419hBljIlswmg7xOglIJUqL0PDULWABDzdJyNCzsQ49WGDDDklkzj5hps7fobriXu2m3qWCsAQpSHpf77/Wha9nZrUvPnsapihHZnB06LaN/aPzCs9Xxqn2PrXmxSD/ds+uE0sp62irIgAO2ZZEiSkYby/lTmoDGFrqEViSoyYwqkoa3Yq66NH7+34+66kzKgas/P+qoMyM2XB07aqszihNX3z7qRFWJVD8JPYkzqviOGY0mp5MyscSIaTJQEkmBSImfxDKiwzUYjmBNNdoVdsIwSZpKX2E893NquPmTq3rtPiZloMHk1+CyjYvdshF6mr+J0RlPtGNRM37uJ9Gcej2gwNU0Tf2Q3QSMwA2eIpQi056nlPWdo579SGSgu3jbC3QSGOD3gIlOHgK0E2/SaFOik5pjVNgvHBBoVSgJGurITylf/0ddJZiYxE6fST3kKgPdZqMUAG7oDEArh2p2FtUsoikAXRRaybwtABwMWk0NTJ9CvRFxVNs4d/bIZgMApnHu/yDtnSRN0DMmTJ9l4m5769H4A7/0qcNHRncfOTw69OlPD13xmU+zm/Dmkd2jR1bg7c9cMfRpAM6f1/Et2ZtsCZADwMqBLeB+1HfimpvSGiON0QYN9KIRdC3IUrDvWerbqF+h2xvaWvvz9gbwwHYAAppMFfsafcv76D69WeNCsxqY9rtLptr9ArVzagK1OB7EDZZPNWidP6+5E2OcofML5Pw3bwTAcQhG6PHzvzm6IAthhNdPR+cSHB5yTyXyTA8A9KzAo5moRhiGrR34B0LT72iqzcapNq+Dr6E2qYNkJpweJjgSOxOjYtbx5ttH8BXUC1fAN4muoc9lxL/7c/1dvAhARDPC5V6427vXS3ldeFoNvlnPRa8RtyVxkqRtvXXPjwD8JiVqeRjuRrcN5E/ctv7+9XYbp9q9Do6idjHNTBVjW2LUSOwldM9gvPkBuefYX/ndJVPtfwGeIO0tlJQtor6mZfdl2SwYh4vIBYoXfUjUntj+yX03Wvd9D2of0mxweXpdekt6d5pJB1z4mVMX0wCA538H/5mxUhZEzx06hjeFupMIgJeF1zPzF6BO9Otl8oeguBRHYR6k4Dg3cXAzBRQdCCNcCzPWj99govCfF+qxpnPo69E3vAG4QB7sI/04BYGFUdxxXygV4a3GlBY56rZqxqPAjYa0IhqUJYL+ieEiMprk69mP7u77kiVkGbXQFrxPYHqedkCHB8l+8JbD4RVr9TF46cQkziY9OdQafhtLkVqP/k9j++1oDsENIsaU0Up67YmODmvFSqDRnVNT4CvT+nD8L++G89YsEQWzOWdLz1zUNWfz3dTl12qISRpzrvTMpd2zN93D3pAurJ8RNVukmbnS3FtWrv92ItFzxSy/xSLPyJYXbFu58dvke7XekZUGPwCA+QZAb2OkPFqmAKQyNP46Q/rYOQKfoK6j9yOe2NC/jQE+dxQYzOid0ePwssOCx2TGZRgzO/RKll6QRNBTHzJoAH0n78lPsCh4w4YHHtiw4YEv0vtxgRc0YPkBYP0sGqwBBzbr0il8nvoOEjE56qVDgGXGqe8coYHI4cozEHh4A/sSOk4hHpwGArwBXklSfeMZGPJZnJkOj3G98jm0wpQDmHHuZ4c3A8ih8uBmiCmI0FDYGrbG0Qr6GXBOpY+f01jwMVCZ4zo9nT5/Gr5M8mYp4LP4vp6nngAebDbWhM7uKtC0viqBI3IEw1XR+0fL9Z1Ay9Sqj4Jj6KnG6YXHzBxt1uxGVK9pZgBERtZcVVFj/uiRP5wg5FIkyJTyW2iU3dqy287rR1RjtkPI2QUOUw3GftGJJkrrghQOMKSnv9cNiTWGOcViH3NToa+vgBZ4PZ2peRtLlixWsudKfXm8O9+nP9fddJR6AT2XGXjBIfxcx8Y9r3j+YKIx5iee3UvKfKkKscaIHgiMn39FC6CKR0Erbzda/cEEOZPbRIn+u9FjmxGDWHGYo72o06w4hORF9MBHzGaRseAnd3m9bqt4I/N9943ACq13+/wPhjftJJr15If6S2i9icneBv5keNJLSz/b5nsGWDTOgd9DxXuS+ILo5LS3EJ7+Siit00V1F7J1e715dZerls/1eDvpKIzt8HgaPT3lldc0/zdM7cxpPTPKyfubr+vv4/7mk+gLHUS0HgW79Yyb4fh3rdd3viydiFAms8/ulAXTUcWEqJpD6tEyLRTUFCOt6QnQOn1yjxQOhUfDdPgVnyeGHw3R4dLJIey3xU+Fg32xy7YNO4KHdfSJTaagYkRE3rKR6SkTpn1VuqaDZuPwqbYIjY9Cb+sjX3n9VoHjjHGbo9yzuHP29Xvpg1qBHNP+9KdcZO+A3Sw4hJ5Ked7N664/SJ41Dv83cwV9M+lrD5O+ZuDG6eRRdjmzjqGY79BLcLdC4g1E7GJUm9GDePUooAYAhoo7BX4FWGAwsCxFyRCegrAENbgf0gDKUIU0vELgGIamwRX8mitJj2xBH5NIXeImHNqKJ0l+ONTqmqhLcx8c3swhBYP74OBmMNU1kT5B/sWZro9/iBf65kvPXqrzpgjiFz9nl4A51O/I1xq/w/IdC4X6926wnbrDcmtpR21n50vic2b+RgBtzNyCdX1nJ1Jhr6VGqfu0Meoh7bD5iOW5ynNzfmr+WYfZZoS0hTJQbMfnwZ6OR8C34H7Lv3bwRoAUOYo1hYSgOYPeW1HAqtoXwMvV18EHVUkweowlWKMq2mxtYO4/wW9Q39SOUkfFA7NPgn8Hp+BPqNfod8G78Az8vXjG9IFZcVVc1WpHqboCPgQeNH+540tVoaVghItSJNgbnNvvBM4SZSkBOqm4PD7FoPDphC85I9lC4ScrrNttJaRUnOz1aXWDmfMZcG71cKRIsoP29s309bIM42Mlkms9RDKEzqj2+GagbxqxmB0WixlxAgy5v6JUdZRKVQDN1T52bgn0VZkeM6Qw2BLHWUYsL1koS4JjOM7l8nxL6Z0xI5VKzuzpSacT30oqbjeihCTF8r0PMJZSqciMsnAE6S7jVLdm0swDZmrUDA+YoXmc+kjLFSWS0UIiEzkkEnQsRUJBEmnSSvFOwoyDj/TPfQH2gjC4iiSSuigTHbazY58zISukyTTktg1OvvBvsoXrXx8qoneF9eGWNW6aNtzShFt5pS7a0C1sW8FWnIhSKFbyfcXZ+TkEq5+A73RihH5RdeimMLmuyRYMy/r2IUsdYHuXpQ3SCqaBtOpRRq2EaJqlhIQeJWngMz0zETPTrUzoMzs5hiZRlYc2K3zLRVfRleyL0PT1vDfwv82+be3sAsQcRfZZKKQnUevh2TueWj15R0/FXmvmSD7iwuR3pmWInl0o5kKKYztMz/JlOkLwg9yCDUtcz1BnmtIdg4Z4PKkoiSp8tbl4WhLuzddHFD0Jt7a+eZV9M5QvTwXdURyT3pjneBb1Wdv5/2CfwjlzqC7cZ4+IkiFEtTJwuGBQNmOngSVEuTh0mwDnaW8Q67puWTfZ5DB08cb64y5IMpYpJGPZ4UqtSspckZTaZ9Ro9f/YPg6dCdPPuZ9VnvceCH/EsY97vuV9gT1qeJZjn2AfNTzOPeF81MU+zI1JY7avucbC7EbnevctzA5xNMyuda12D4SvNWzk2Mu5Qf5y8UrLoJPVwgNgBb2avczAquEq0+2cBxZa2LghzaX4lDPlYkFYDZfCw3h6QqtT+4ElrIouryvjol2cGT+iz4InX/AhC+7PjaFWQo2pfBoOwEIfkJyyT7Lw6OSQO+gLjZ/fo1ldnEHlOS6CmL/L5WQNBtx3ay432nKHJMliQXqHQfjYDd2/Kbk015jrjItxvV1yas4B5wHnGSerOoedI85RJ+Mcp949qoZbGTHODg15zg6dHkKk1rJmT/mc/l8+ajDVT7YOXfjT3dW6r1oTRAVp/ZqN4FmiTsLzdmwv/vlRe11M6fCW0zT/wUE45Dvm4uQg4sRmkkAGvSQOZ47Rbax1IjG3PNKJ5LSUEYLuN0oka+xTC+K1dDMZbzJJ2bNwFpW5srsAB6FW7JnLmtglcXO4fO3HdzF/u9YRirLxuFCIdWw692vaeks+UDNCKq77hM7/B7cL0WmdvnR6/AfsTicc2ByKDd5UkvILJR9jtFFGHntOcLhvY7qnWvMIiC+beMRGRbFkqHM2i2Kvm1oRjYd5oYrKUVz6Uam9jSqdQq24SBhk1giPCoaEIcvnjClTyp7ypn2ZVLLcaah7q6X5hn5usXGBb4VhDbeGHxTXmNZ415RWlDca1nObjRu8G3w3VG5lbjXcyt0q3m68w3SH93bfLv/t6vbi3cwX+M/57y3eW7qv/EXuIeMD9geUh7xf9T2Y+lLxwdJj/BPCE8YnvI/5Hvc/EXi0eJg7zB8Tx71HSj8ofcR/ZDwX+EhdtKF4bWlD+T6B6fZtDm4J3ZRnruWu5TcI9GJhSWhBanGRGfStLl5Soge4AX6tkWY4INJGo99VzPjToTJXN7YHvACwzejxlQQ/Y7Tqb9Zn4zkjNPL1pA13DtQ79HwzesaZVgfJCX4/Lwii3+8LBIM8Ukl8wO51+OypYtqXspnQVZJBNGDWy92++vj5kcM+o6iOn9+iOUo8p5qMxogPne3z+v1BQRRJSmOfH+3wFwM8H8H5skvFsoHj8BF/qYw2y3ZbMpVCUhugjKLI85ww4xHDN8vomx3SamXMiHpIoSWQtFxCetRYmV5eXlceLo+QjV+Vz5T58tv8b4RLjb5nvMbnKBV44Z80I05xcQoJ3I/2zBinNh1uJ6iZOO2RTyvy5FmSLjE7+dZUqprW4Ib7J3EqsS2nkl7hd03rsf9Tn7ClFxt9OZn4lNq9GAyRaGFI0Mc1RyqFBrsgXqkltAphZxFoDWY4K4xD8JOOUKd4o5CxJroha3MSNwn+kG03SXv8gs6I3oeFVjeO1tpmY2gvtszCiQs72507WuN21WYHHdnmPanmvzRPxpo35k2OuTPgh0qtOweN/5FSnV6z3eOxpyk51l3NQwZSuYArMRN1+0Q1+tmPn6evOfd3zHV3uRPxeLwUid41yVF7tl3ekbCbbTwa1Erpyu7JEPXunSV3irfEdTnTizRknKfbCotkzLJpGMQGfe2r7d5qt9Qt97OLpHuY+8zHhGelZ2UhDpeBuXCZuJ65mhu238Js40bs9zCf4Ubtj4PHxW+aX0Ja0kviuNkhyayBY2naYGUNWMyM6PFNgsyLEKC9OGkgrWkVXjRGrVZAUTDK8bzA61jz+wyMwVu0N+zL7bTd2qHKUL6f99jsO8I3DOm6OOLpy+Sht4ZIXB5ShxtEKHrLpnsGdEuvnnpb33MhtRvMbtNR501YfMFZMkWkCx7Uc7AP+o6xrFWWeauRpPCzUjxEYns77+40w6xATLFu3Tyrp3r72rm7qdzofbWw9vEB+rrmss1XVZwJP7vkY8PIk4bmQ3HmteLgTngZfu+PNTdRw0g/5cA/EPle0QQIOIFm2ARNyZwhgaR6gRgiUAfUCKIU6oc05qTRrhrOWj1Cj9LMKD1GU/tpSO9hDQcgHKCGKYry8MI4LB8O/5tuydHTlJ/VQbHa8A3kjU32wtZU9CHfQWgY594/shnaKJag/VDyhWmqYStSU6xhari5AI43fwkjzU0cXP7R13UaWtzcSNHkWb5JniWmCfsFaliA6GkMXAICmWUSFG1roG+OHglC6oCB1R8IF1oQPRCrsiPsKIvk6zGW2o8k7D0l8DRS09CzvADLSFJegQT7lmHqbBuHRgdCGpr2OC3VEz0OjbSuM0c20zbAkccBFx7Hjh6lhpbF6FkWoGf5JXvDH5vLDevxs9zKOOFL7E1Id1xCnsUxwp5iqRILJXTwp7REQeqzcBxOHm2g7a8zSBEQDoe//kbLDzGJ5Izi5JB+C4eARrcNRPaKPXrrm5ui7E3NR9t4NoyJvR900R9N81VmvURX8JC1nhLPqmez1tPjmcx4ApgLrxM4ypxMa8Su7qwOuNiZLIRgC2qRzCcLk/lk4QIJhC+4cNRxoT2lrNCeZFZowzegSlMjKe8LMrSGmITo9sZT5IcwzCqeXJYANSQg2DoJHhISvROe1rx27DsVTGYC6kX/50Gx5TttATJOZo8fP35hFnBr4tnL8omXMTMvl0Bbf/Bpz0r1UJ2yGWSI/j8gfEkcM46ZHpa+Zn3Y9rXQvvphUax76t518jrrutBmeYt1S+hhSng3OBGiRoVPWV6mX5beod6RJqzv2/iGtaE0Qt1qoz5P2iZul/gilZHVuJoo1rtht8w55ZXwUnmFykTl1XC19Jb8e5ldaF0Q+p7wPfH/F1m34JJDgVBoLjVbMhitkt3sNQWkoCVkuIxeyVzGDsorrCvsBo8UCARDl1HtmJRip0IiXqFMi8kaekd3mqDpDkT7osGTNJnQT7eQIglwfLiAc+Lg7UI71r/QjvUvFOrd0+bRkTmU6IWeHGrNpXMTFAmftlKWIGW12e2yJ+QNegrpYDIZESkhKGLUx2S0M1nsqwU7+0ERGO2yHFNDDhVSakiS5RKkHKhDQhWoITtkkpQkyrIidgHgxlH9SxTTj4xG0ZBMJDweRTSWTKMm6owJnjL9ykSNmI7jfCJu9z4FKt5QHdbDsQKIFYugIBcOkNTs7EABjhbGClRhuLs+Dm8/HMaT8XBf2YYzOE7IE8vkbR/i6lkcEto7LVsyjhvz4EfGFiVEOHJvL9FsiejOtyoAe3xbE/d0BZes9+BjJziO6LnbtuJ0I9tawz9oh5TIeHIGGupDKTRmoCWgIcJLSST53CEjjvI4fsiK/Xe4EPTCNC3wok2yupBghLJKJ9F7M4kCmQm/WTTEvS46mSKSgic5FVCRnVJ1oZXMEtRDwixQgnaCLovnDxKjGAkId/+F2YTL31lk4sMJeP+lN/a9++7VkVLMM6s5J+FLNX/jKSxtFuZFnUbJonqdGSuU2fvPbf1Jv81kcgQoVaUKM15v/uyOcNEixmLQaXdX4PXNU4PdCozFrEZ3+BJ69r75Pmt05Px5sKi5k5XYG2wJ4CF+jzfhJYh3lTUv1OJwID4cp0bio3EKxEtxan/8QJyKO8bP/yfxVMV1TxV548SHk0H87gjHomv5dB8KVOFXgE+zwGJXo4vqgn/CzTqfpb71l3xoG6d8aK9vB6CkKZTcP9BPgf6R/gP9p/p/1c/K/Wo/1R8fn/wJ8eH0Tzlitg5tqyF++x7jpGqEry8ifF0CFNR5OsWiMQlJLZPP0J+lPC2O/uuWxf9sy+RfXDoxRGIHfIdojWpzdSTi2ala8/XIRszX4SAarwK0nbqG3QCM6J29qNtZv2x9SPkpQ99jvU+htlt3KBSvKAo1k7fPM4zD72mCaR6gfegeXC/AhwENvwsk+PBhweP1jcPvHg6v+aV+JxOTE23vQ9vdWoAeJWFNEJerB7oC0IZdrg7W1XK5unWXqz0AnIw9MB3Z4lMAa7W+gwb7OPdG2+36xn/jdr2AbNx/5zcO7bz1H795XXXR3GSjvnh+jt3w+J13HvnGrs89mV179b5r6oPDf3fNLPz9ZADYA4YX0Pdz6743+Hk4Qnx3+/KwmH81/2aezgfH4ZXks5UvfP9tuu9twfn/YG8n7WOt9vei9r5nqH1pmEZfTSPt8hfTDYDNJ8//f9ST6DvQQM9yb1HoNfQG6nbqMfqPlIEep648TEEjjZ3cgHofe+UOwbeY56geyoL9LGcnSAjrBPnkhykjTXwU+ieH1JPnBgfpR9kNf7qafQSREOodzEw0lmvwv3RrcyuEG/oOpQ0uPHvKDAwzqnkgqmJIcksY3BIzfDITl8y4kViCgoqkobe0GJkHRtKJsOzsPuAmZ7gJQpGbDBzudFwf/A0YG/4/yJiBKu+Sudfx+Oy+i7IVXMAfIrOci73TkhesHCmOVKlFRa3zc8XPdT5efLxz/+xnOl/uPN0pbuganj0y+7edv+36qPPjLm5gNlR5KR0Uk5H4kaB6T4RNB4Vk1H0kGLonmo53drvpstTZPWN5FVbH6X7NPCOeB86BJEyWUkgUo+dp+VQ6BQxqSBTEcpGVpRizj32apVjvyOxXZ1OzNXcssSW+FzGRLyY9fbPH4eWHw09+oy3rE2FvCA8Uk8QoqoOP4TwFOM5jYmKrVcf4wE7JOqZw0kFcvY1MblZjZoMyZBO9OU0FjcwMlWh+GYIsgKd5+45VqyAvivkZ49xvn9mcB65Ucpyb0MTNIGUIGHlaDRNrpSpOWSsxGkYbAjPc0VWx6gFvLftkOxn0lNmyk6QwIBkMMHA4yZOWINBknMEJt8DdI+FcbajZfbXfIfL5nW+aBH9OzTRNsXmzDh689uVdq74wJx+KlOrhuD9TudbupR80TPZsaVCxWDZ4Pfz1kF2yTn5rs6pY/bHY0s9SKxYfO3lrfTAZKUQvKTqlS2sLjug+INQDmQai0wSowv+FKXUcdtytU+sz7oyiAAueBmk1QEyylqohn3EClVe5BJVMtGk2MUWzCa+/NdvxA51mvYRmvV7EIyhyBkWgfClCs5TVrEO5Glaiys8IzZrbNGs2o1f0F2i2JfRMI1r82jHhVo3FgU5qfycc6YQR3nwkyN8TSaSDajJCHQly90S96WAoGbWac1k3TSneRCrjzmfGYVKr5H+sOAEYwGFH1aRVRgTJc2IqEfPs8z7tpbxedMHOChWzbDHvNVPmL0qeWuf/gxbblKiHG01M2NqIq+7pdKgUOmyOckepo9hBG+yJgqPiBx22vH+KEpFCg/HvMpmqUwGq6MyPc797ZrMTQFlCNUSKVdlgCAfpi3JmTJHiBVrEAkPXNJqbRVU63F2VthxBMtR64BRcgSEAaaF5bXDu/KaQqs87eJBbcWTtdVf/TcpZn9Osz446FDVeuKUn4o7LJnrB5NOb5yQQ0WlfoNYs+eFL2xYt+nje2q4gEhygXey8gjoOM/HHHcHuzPG1rViF5gn6MvAKortiSzOc+XXf1wuPF8eLrxTfKRp2Wra7P2e5280oHn8SQEYK8xmTcjSjxYzgqE0zGcsNf89AHkr5UH4UDRMkgGE/YinfZ3okZ8g56qSdaN9hyVMqTw9dwF7JD4cwYs5pPCEd/W9DALUiFrB2dkwBsYzNZiLR+9jThD2T9r/ijWT/yv6br22IRrPocrkyvUu7Zt+wB16zeqkomswutzU9c1Fn/+a7mycy9aGZfouF53uzpQXbVm98KpbJXzsjajHz/Kxsad72leu/rcs6uowEp2Sk15GM9FXQo4Ug6IHDPaM91EDPSA91qgf+qudMD6WhjbEeuge0I26mSU9Ilt66tdYef4nc5W7JXZ9DcldUc1DLo7AYbUSp3VEYlcp4FA1Pa7+1JX9V0Ie8nbQPtWJfAGrv0UywhNoJN+HfvdBOj9chYzZpE2v95r16G2p5CIbMJMgn8BfbwKk2r6M2XwWBY1Qj8n6EipjHm+fISB+8aKSHejwS/TRwwRkXxl6t7CD4u06ydjmcLo7leYUPGFbynOJuYfBS02a8Tkfi/fCTSLyK+yKgcVCsZK0VpIDJOh7v4TGk/hAkgI6O6ojytHJGoVVlQKE0tBpWxhRGaSGMKy2EcaWFME5axT3e6gWE3kVRZ9Lc5wg6+82cC3AEo9cMYwSc14PRwwk475jpjInCCL2U6ZC7hc2LjSIT+jTVRq+tfjFiOAYMx/i8viMu7r+H551Cbb7D+0lEcPrpv4QDjr4DE6S2sBuBAdxIenp4J/MyQ20HN8PbmBF2xHCCfpn5GfMbRqBoA/VTYIBI9s1rbuZVRPMMtqo8uBvt83D8gxcCkCaHcPj0xHtDEy0jFRjyHWFooBmIAF6ptwwrcS760fh3Qs33fx1kNzaf+elP0f24mLnUl9glSDZ7lNzPnEelZ6mjEn0fd490j52+VbrN/nmKvs6+k9rB0Zuojdx6iX6I+rL0GEUDWLV+SrgNdeJPMYwZmDZI5pC5aKbN43DkGNgAPV4sk+Poh4lJfarEhNx7dvJs75SJ2YeEegZaJRdkXDhtgXEzY9WAAO2sVRjnTQc3W3EMwLorh7zyyewQht7BTxIluFoEU6Gr4iKgcOQ7GDpVZtOydCT/zZRatoRgZai4fHsj50wrRmbhfTvN1hs7Vw7dOHMga4tZiW3pHWYd/D5bRzpIr67r7EY76RtxONMfwr9+o6VPgOLQBdTwZ4GBXjYxSCKJ8Nv9ZJgGXJXXtHxea7B1XOBFt/0939wJzyAu4wSPk9/Ksu6vWa7vXOiEg86NTmqH8z4nlXH2OCnR6XVSSOd6CDgdADgpCBDv7n+GooB5Az8OS5oMgeh0AqMougDbLVeRFLJXE3Ga0lEkxXtcz8En4XArU9XSVmBRr44qNTlprRcnoG70xap/+0tkfUft+Bd4HHRRRGyePFi8wrXksGTNNZWiFm7s7WjMun1dvO53VOYVIqIsL5eXdC64kcsyc7LBHEXi+Z6DcfgY/F9YUXoRaQ3HAKQPA0CPH2RhEQumWGMI18LwsaYN/g7Gn2q1YX3/fRvW96d97FUX2kDw19r8+sLvgOZzcN6FNvz/oA0P/vAcP62N/D9oI4P3n5P1NjK4DqxlLmeWAQ5IaFQJgSQa37tAA8wHy8FqsA5cD7aA28Bu8Ip2zYbNAytWXLHm9ju7e0duSeWG18eWLDDx/RoDePTPr8Z6c7FYrpde46+WHLKs+JctunXbtquvmzf7rp2dHTdtsrkuXUUZematQv8iV64Netfu3LR27aad9HUR0ZIpFBKR60DxlyfrxZOniD2sWCzKpzCwABrQi/JJXJ2+kPNgUS/lH+vnf+LkPzsfvQFHNFKrVjqSrdLeKt2tsn2c+8T2J8tPHudcF2/HP3H99u/RPylVq6UH8eoPlXKlHMO1ZlcH+vt2pVyuUJfi9aQX76A+M3Xu5FOlakdHDJar1TL8AT7YvAKv/4DPfhDX6C+jVQltNX9WqZTfRBvwK6iyCl/tDrSCL3YUa5MLUO1LpVKVUlsnNTlUeRs3e71aqhZQhfQNnAviLjQWh1pjgNkf1AL9QQ4YYYDGs6a0kGitGq2MFEiCmNMZVvWcTcv5dfwW/jzP8EU0iJEwubdA440TWYBYpNJY+nsvVlaPGo1MiGOsxJrP6JMzWnnSp3IxtZKiT0WKtIBf71p25QszO/pLESXgzJfVmQ6jYKqQ4Szr/MGOvU5fLVIxC+ncJbkxnG2gp4W5PO2v3I59NnM5JKNUdbnm/M/hd4BDEyicWVbQqPg4Ek4aNT2gmwKzz5+m99HvAzvqIbdoy9Yk4Ctx+EoYrlHhav/1fuoHPvgDN1ztut5F3WeDO23wXhPcYYJ7eHgrD/dQcDsF2auiSNDSogNROhpNe/RpGEHR6ADj9O9A42QDUfPQSZJVFNHp0Cf+YEeQcjosVDRSoGrVWZQ7YkHbQaQUzELbBQr+11WPbJ3VvXn/hqv3bZu1cMfDq+duWZoOzd+ybMmWBdHc0o30+wOff37T+he+ODjw+Ze27Dr+6Tk3dm386lULvrh94eytX119+QMb6ug93YQedhP9GpJay894JYcJj+0LNVF1lByUwwt9vnF64ohJ8pnx7JET6D+658lfviz/8mXUtZz4nqz4poj4QWEzJxWtUZvSfXnFV5wVbfKpRl5x5xop+rWYOTG/PvmdesPPxmK8OrOTuqrcExRi+lg0GzGum9H7zoFhLawgEZFLsDTDJP7TxJWs0Gr1FjjOo3pLWM1D4wldAWH6d5pAA0ZmKCaLXmnlEBa4GicnO3401NGY/HEHfrsVPIOxOGSrT3QUT+JpXUPlUhzP8eHCtVl01ywav0qszCdnsZXWG+ec1BXzRwuRyyczxZtuujaeq4dN4RkDxRW3ZkOcO9G5+KrGwMj8cP325z61t7NGnYukr7r6ilh2kdblzS2bEV29yGjtntWoqJ0r1hdm7/js169lEP11NLfQNfp9mQPm82829xAaizXX0Q+jZxaBGXQfMwmcyDEYSWzhETNnhCKikkNmAaInO8wySOBrnEDPdgKDbxT/efLkCVtdPtmBPgJByolawzXIwTD1zqFDfz/579TIouYieJR+/9xX9zTXwb+/ir7/rcm7cD+oNm+hF9M/R/chnf+35heInrDm/Nv0QXaDzYA1DvQt5jRvoI8imjCB2Zp/PrWH+gp1jGKorzKPoVcNafTPYhKNRpF5Hn0GCEz07w7SFJKsGxXy1k8SlayI3vVJ7E1zwiR2slJc0k4fbWY2wkeas5LzZlbs6q30a+Y//UOI+RYilYgMe/C9bEL3cju7QTYA2+/w9iXNv6EfY6zofu0ANB8n93s9Oucn5BwxgLcH0Mu8Dm0jZnV+GOi6Tw7R05PkmUxkexlqcwlpY/4Yb6vo+LPkuIUcvxod38EuQcelP38naDuC+MEd5Lj1Nbx9Jzr+OXLcRo5fgo4/Rrbt0+Za3I+2q+Rbp5Eut579PFgGrgV/q/Vck/n8pfDSK9YvumURtWhRJhotZ8JeZbe0F7EI1qfEhjKZnuvL2StiPdXemT09vkxppnKFoRwLV7GDwhbpEBctXxXv7wfXLF8u2nA8QGPyRx3FirVSRAJ348TkiRMnGidwAYsn3nhZ/r+NfQmYG9WdZ70qHaXSUSrdUh06qkq3VJJKt1pHd6svu7ttN+322TYx+IAAdsBADDjgAWOIQwxhllyTwGTnY44wTEIIEJhkhklvJjNrO5tJvvFmlrDH5JvJZtKZ3dnJHokl9r2S+rBN8qVlq1uqV9J7///vf/z+79Wr3spFZAjwjXfQzaG+pV3gqCLDWEZFmc3ORktcbTi6Qad4jW2Hr3mlVcV0yGZ40CL0kaxucFYYOauKDegezOzsxKxuv8Ud4lg6UOVz5YD+pZe82elCr5duRpn+YVpspPvhVDPqePRRS7i668GFwr7JhLO29UD/q/5oJCyluVIraAKfxUmrhQ7pz/tSTcnBu80Wn+iVI+np5fwfzPQ+PTUnGWTZHNs6ih/tfXpkS4KWZUt8axs/OqPcecets1lPrBLS8c188J+8kVjEm912rPbEvnAxFXObwEA3htP6p6BmHsBe7HTvn/z4beC2W26ZbLfnJxMJpVlipZOTFyzAotfHwpKyTQE5BUwqk8rSQ/NT90hL23fvWVqaLOX2hNiThu1zI4loW9PSfLxJ3SkfOIDdf8uRI+RAS6uXoJY0NQ3Uo+lJvV5R0HyWl+29i6oCtbWC3tMuxUYqu7RJYYaBvggkeSO6pypa1YAqRrh33SEPS5oCvnZT1vfXJI406W2BTYoslis2XPf2xLFJMRN0+Dk5SPPhmD9QykiUzQoerk0xKXOwDpOZVC1sDbsmW//ZFGqXqb5FlNQgfa16E8vP3anuGk8bq2/2X71Gt2yAdHv0T8Vqbb+Y0XmUtFtwU55ojhU/sq+sI3qNeleyAhikpckm+PuTNGnsvTS+kIE6tmcXRvHF6zR+4EvndjhjreSB3asbyt79dI2EsQJmykjX56AdOrA4djf2Qic/P7/fuehPJBZbre7shEOSFoslSTVi3VwXLHYXu7eePHDk1v07RenorQf2bW015pFqg/ubsxQv33VXNuH0QKaYLZVUi5zFbl2cyB11SAZsoNz2qqrC5LRwg8oBssSLAztEuravXFRXC+uahlpGxUgFeXft6tShjnlAaJtLrWsIWlqL0DS3oXYY0wYKvubF+9itfpIMBfyS1cXzQU+hwuqPW2SHLyGKcoodqIainRw7v7RTNCRKNe/HBSY6kuqH4yMxZ/+YRRor9y3FMdl6raJpqbHr/jmkauJZECMdXlcozZprB09PbAdhC7mhk+ruiXJN6abdhI1nZ3651JqJITUDKrplFL+t98n2lpgZvbakFqZu0HLl5B0HpxJQzyheif1J4iVov3uxo53849vA0W33b8MfcQO3mb8wDaZHR4HE88X9KXFRKmbKlaJYzFWwRcOs3B3Bkhm0+CFFeS/bDTTMHlZRlgOfkUle4zpRArFsfweFNJicMZsyM03+HnU9/wlfZ20b9rVusZqHRSXcMGxRIV4qHXxse7ab8dg8gh26zEggH/ZGvBaSVVP9n5CBfDI1NKpz50bu/sKRzrHpGDRJXpACfEsNFLMSFQBNX61echMvXz1y7x/fU3PwosMR8lpxi9+XYmq37cFf2n24YO29lJytRdZMZ+axP3uoIVVGOTFj8mflZByZXfeNMsw2DMgv9if1P4VyvRf7KPZ8ZzuJzUrMuVPZLGMy+R5jHjkGjh04caEJmuXyonQidwIwJ5gT4Y/5HI9KYVaUwmEGy900Kz1muP3yLXvoc9n77qvlT8uJxLicx1jK6EOFrIAJ5TX9Fc1WlFW75h2R/FdW1PfxifZ1LaA9YzVDUdFhZCi/sYtTf5XvhKpQf51iwXW+kXj5N/J3p3+VB235qvWyO1U6eBYqP72hfCXiFYfKV290lcSW39D//QqPCnX7ayEClm70mzjMUTGdj/ifmAz95sXOSUj3YwG/L24jD5B3kUSfBP9EgjkSJMk6ibMkMJHgr0nwBgl8JEVKcZ8rHvfZbBQVl+Uoy/FxXjIWjbgR/pHTG116vRGAnL6jxyU90Ovj0ZgciLMs6WMomx7wkiDbKVT4hKwJRst+YUV7QADUkJX6FdUHw6WqnLOj68PBh+znbCt6CB74NkTI+vtaXR3+3D04zKDj+ZyKeABQgUCsoaUYVUAYXZ6gIYgJE5QrGk+zYNoO7nBFYwlv/ygVEjy0rdJ/oWQi3YJgAoXPScAYmewQ/NVXsqofMhyCcjuYpPDww96w3cXSRgncAe5AySmBeeDTx4grMEcdxRawm7/6xBwILLjfIgpYBYsQhY60pQIfhsXRBckACRkbyOTkhW3bWmMTMhDS1GhLtgg2yMvQ5n4F9B/VxlYLaGfwd1egOQyMRdumCaYKy+omahYuCLoBxxH02m8bIRLaHf90kAnptButai/xNWLkqXWCBlO4VQafO/jRmxthc6E76bTnK9U0F0omKbY6fXDsbrrOG2O5YppjU+VS1uaLubxb4/XFSoCpfXAPm6clvzKWxGP5btol8srISMXZmM16dTrC5ouWprLKVJ7X006LHndCnmH2pUZz+SmFo3UEcfV3DQa5Pi26Z7dWcHzAFWfe+5EOh1hsYyc64m4FVJxTTvyoAlrtNhYMhUAYUv5RKGeYusMzRu1vQJm6t6VBOhQE8OE1y/l2e6kGankIqa945ZgZXeOoQgQhiUHRMSrkjqsDZq5qSTUk6Giru2UgZomh04Dw0KFyL4SP16bf8BkeL4SS5kuIn0tG2hN0s6NTW6Stp/cWxNqW7dsi9YfqPpHz2kSSU8aXH5i79WtP7Vw4/9Ztc4cjPsFB6XUMQ+tE/DlnMp32sCnB3r7vD247+NThsSgdV92xeNrvstcnJuvSlrNvHv/QNy8shGnKYsR1dIgbzN2hdcH7IL54yD0OddjzGVDPgFr6yTRej4HHzWCKBJMEmMCBHkkmaE+Gkk8nX0jqkklPmWeKkkcQZUagqaIicwK2GWhAWX1X28N7eXWjYrFGHhCWNpcBgCYH3QBI8DDufO6dpyftyaly88OnHmz3D6SrQYtdLEdBnZJSipdbXD6wVRm/94UDdDwuU8SVbY9+cTl66NjhJDRwnWQLqVH8VKYaMotX7yKMeoKOtm8+u/vYiydbgCAAxEUJ2tVROO4idkenHJUlmnYwjIQBHA9JQJIyZTWeMfmkjOSQHD5BjtKABiQl+3xkXIhSpKyuDxbdFEIZYGEICaD0VuzDsUM4FBAmCsqAgXshKGCOjZQeU5nBCy0aaSgwbpYJUaAkfW58LvLdv6h3eB3Kb8jwWO11wp1JLBQWp0YCUqNnysHxGgNqirjy4+5MxNB/gE1X+f5zUi3h6b8upFiLNbW9+54UVGoB/Cb0rqjZBfIr43D8GWxvJ2azMXZ7BgsB+CMrqZAskF5JtkG6azTJXrvXLhjllJBB5R0+JAiD8s7qYLAbQ764NuZLBW3AcLQbg61sGuy1FaAwMR7TuZKT5f7n4rWYWydJuC3arTxl4JrlfrjaDhkNQqdOhPDV3ETG3X+EFJql/idSI7K9fxXyw4AkeTLjMDzHx3MBcd3mP7PJ5usKqGZBLQkmbeAYgUwfYBgvSWzHB3y+UTNCtgPZPCsIGMc5DMjmNYP/qtchS8jkoctEV7UiBSuXtcKWZvKXNdqlmfwQ3+Jmg4fDZoar/ghe2zvmRsPXBUR3a9fJLYefPZCR2wt79sWlVjFph/zlT1hFdO7+5t2PX3lux+wz3z1bPq46fXYz6fBYDbiMf7F0y2x28fHfX1x49PCM4rEwThLoJpo4lJ8lPJL/f7nKTedfPXT47U/ud7lNZgNOu32mgU/0QZtHMaWBnew0DB6PxJtctITxfLpZiKVLUkOQ0phMC0FBEbYJF4TnBUN7+Md3BL0gyKWCySAYixAPr0teV0zwyCgzG9QRUH6GRPOhVYSJd9cMYaU3/A1RURro/caKYNh9IzrcAy4zbhCaZfBfSq0QZYk0C/0QW0qzfd4Yatf6/ko7aDQK7Sr4x3InZMLdP4uNZQOi6ExNqr3/VJpIMJJk4BolEOwlxhQImIAylsBlBCdR9GQnsj8eyCUGn1ahXFgs3rGwtFtC1+/ZregGbKuvsriAbdQ1Uex8B44lAa7v62BEYLVfV6q8ScfWSuBbpRqrM/FVRXInW3F8PDSi8CKKbaHe1+OtpBt9N/fej/Cb4XcrWLJjcQdjmEHKxLCMoMDv/mogELlsR4GnoGjffrl32f4umq/Qvo+DyEL+dHMmOozLw37hNxdrAZ3ObHbWxmZEb60gml28k/E5aJJhTW4fhZvC7RL4HvGqkB+T+i+Ex0abbG4q57MEUgINww/lCNCijVNaEVyG8hr6ECgv3QOwz13Ijae6XawOTCZQNxlNuWrdVTWZq/U6zNWMtBEYzQzjN5lNEut3sX4TS9Nmc2JSkRKFcJWVEmxVMoJxpSDku3C4HcrvMNNhSWAiQ1jBBG4ArIJ2S5NNsIImib19Tq/lbAWUwi1DZ8uo50iYxulOr2Ao4qDMDZWfdTSAYWbtmlPoMd7PGQ1UCIbF3pIu5MuWWjuOjD4AxtuH5+uefiAq6C0uW/8tfXC81Y8g1WpKfjfVSjgBYw7xblcgoCeuiLhNqC61TvZ/rzsXMxOSxNtIm93DgH39/yCOpH2SxCmNID4ujOQEUTSHm2r/nwFGhUSZtjlMhLiOSeJLUMYRrNRhnIzDEZBC7kBELwVCmBCG0nrNYZbdgpNCu/Nc1NDRW3PEl9Q1iGxEGOKa0eKmZjdkwCGp/htfe3pWlnZdvbw+ov9GvOpOdZXes96wy2SML833fyYJSoPHx8NNhRXXr1/X/QL2r4D9UefYXhY8DsD9MIoEWELMMoBmggzO+GidSfLjPl+qmI+mwiJk4XYRF7nfw8Dd2G9h+C0Y6GKLGNqz2gADE47xOSxlT+GpqIMWBSYAWImheI7L+/x+XV7AB5EXAkPbgIRR2yvfL6zYr2q1kuVeYeCJC5eXl9dAokLnY7+4jG4BA4/kcyb8fZyPCODjRkSAvTDhl8F0eYQ36rlmtT+SL/l1uv4r4f4rOnusk+ufqzRYPREYqRFXemn8+yJXmIj3/j42XuAkKVyZSeC7rr5FcL0vFjuiBaIgW2FxamR3jROR/JxQfk9B+cWw3+l8wETnPomBB7HzGL4HA3EGYIyDkQDmApjxaQBGgbY1QQ4QADgSMTacs/uBn3YA0uFjBT9zdiB7u5+ijIIpfLvjAQe+zwGmHaDmAI6ogJk0wX1/VRNRAWb/7e/DPxENAMqB5YvLvcta+QIevHxuSIOWl309SJlN4Br7EK81HRjzSkDEP2ONtPPgeKgcdYu9ijkyWuo/URvhdOFcIhGAwqmB1YHPJflK9urfEsbed1FNBwbi/FQaPyomPUYR5aQofldg/HbD3Px4R6lkp7L4dBzU4qAamg7hFXaKxXc7jznxvY7bHfiS9YgV32k8bMT3ErcTOIWiOYNJdikkPS29IH1JMkiS6oHvvo7xMm1OyXqNHGo3XVy9Lj1dXnaul180bq+rDAL5kPHYdDNbzr5x14k3z27ZevaNOwt3nzi6Tfkmwcjd2+fmbp+QGULvinePTI99YCLtN4HesdeemN/2sW+cuOPr57e78zvu/8I+187bju9rNPYdP7boitx89PD2QnJ6+eht2JA3E/dALEiQ2239GmaEAxHtSkjBFYWvuWlZ4kUfLydl2mIpun2Ch6oUZXFT0t1bGZC7IbW7uJZ8gyGRQ8VBpLeK+8bUe53Dga95Fw8duanYPHB3qX0oZxInRnq9SEthqUi3DpbIYDTlSs2ofKy5JSJPuYgrBC22D01NHx0VaHP/l/JIwo12bOTbdXxLdjThFPspHUUawo2FfHtnwW00DnhHrH9VF4I6DmNN7Ced2ak6mC6BmTS4PfVACj8cuzeGT8ZAKQYmgqASBLsEMMWDsmfJg5cdYIk5wtzHECUG1Kx7rLdZT1l1dQvYYwBP4DCxcyEAVHJnOHAPBw5xYDsHRjmQ44CB83BRjrhAwCTwwwTOERwR+d3cl3O4PRfKPZ0jcrl2BJ3r+gYF/oQCn6fAceph6gJFUBUZpgA/ez0hc4Q5LGCYAhmghh+EmAH3G9bhhz+o9nTjNC3KD6NSLKsvbdT4YOA2wqAEroOZLvRy/82n9j+8mPXoZx9/484PvfnYzK7pgJIrCOWb9y6lr/71EHQf1EDnjk2sga5/FX/wtHvH4eOHZpkTX39ibsfH3rr9w9+a8Ims2zS6PevW4d/5dRiEvEAnaP58Anum43qyDp6sgRR0VFIm5cpkUkCVkIyUZj6f+a0MuC8Dbs6A0QzIFJpNV8FqVCUXS7vUkhxPgZQBAOvEmBwQOC2sZ/KC1UILmHUQ1u0/1Xgigxz08gZqFe1SICQsBiXcjtqgJKMt9QnDVGcI4uvi9iDpgSjXGbUgDwTQApvmbAmu/29sTsZpEVJ5Zz+htsNmKtwugpdCczsW5HiJTZfLig0AbzKV43tjjmSuxAspzsaX5xSubAffRtyo//Nai9dLkivdzeExZSLtFnV0kOX3N7KTRcln0/W/yaUEl0ECv4SE2WajU2rFn56tBI048vVzMMf7PsT8LPYXrzMWz1YIVg+6TxNdsxdDRbxYbM3H5VjMgt5bbP0x9nUM/wj2cQw/iB3H8CwGaCyIihSM8TEGLDCHmLsZosh0YYBVxs/EwfY4CMcBFrfH8Xi8ppyvgeUaaNS21vAaa5THZ2enxxGIFZmNRkMs4jRIvGusZlnb51FDMOPY/GoZeklIcC5pr7Wp8Uva2mzIdMCwOI2ydshn1iYFNQKP7hqkX/MrsSyxBnlt0Rv+jERFk+L+ZKQQYcTR/TVl70RSnL1vITpaVVwOP2PWiSJdqDdUWS9NFEPB2kKx8IH5nDhxtBtv5aKM12eO4i+n9qmphFvM+mOdej3MdrYdbKQP3VSxO+xmmjGC2fHlkbCNcEYbichIox7kW1uXm4XlqaSNsfncUB8K9LcvQqwHsYOdRlD4PA8e5i/weIuf5/Egr/A478HAMzg4gT+C43l8FMfteAjHcZqU7B4bqnrwwEvKAwfcW3lnQA0u9i6+i+R2qWAf/t6g/dfkG5qYKsSnbKJByDYiv20O1ZV+Rm0I5CfU0ThDSFbiyk8qY5KlV5XbGb8k+TNtGf+2J9VO/ETLvUgYJx+C/a9hH+iUTqXB7vSxNH6eAU/awVkLeJQC1WqggBlyowVgL4QKuQJRKDgagZDkc7A+UBVqAdjzr8RhUEThUEuwEbcY5gCD3+vEdpgwGTSmEb2e8QzILppBGqTND9U7QYPDG95/6y3xv/kOhdjFP5bbIRKnQ41945HZqbbb4TFDb1rPwUyZzY/H+w80TiVqU3Hb114HfzhIE9zpiXx/l7UyNlGTrWw6xJYrFR68GCrHPFruRMHx67Tc+LHOZIUFBtbDRlnCS1ZIaCYGkpRY3sWSFMuHwzzPBhiGpHwBMkDlfAGXD/5HT2zAzId9LgOgGME5zCzXqsZtKA9U0YMeSKMZaOtZrVCsvQk5hvaORjA0EUW1LZFZjT1Eh9LR7juB8qPPZrM2c//fUzZSl4oCe0SJiu7+f5X7n3HLEkqPROAMuGLe3ms4w8WDPrPfJ4pCY2e55yIm1SqrG3CuwHs/MsBEE2th3+k8+mErSCZDTqcgWRgGs6TThVzoxcprFXy2AmoV0ChvLeNkGTxOgXsoYKAAVa4Q1ReLrxXxTxbBA0UwUwTVIrhNPaU+qRINFdwXBEG1WDLrQ0+EALq3Im4JWULVDoaZpGqrVaWCJbPOVSybm5kkA0NWCnMMBLY+O61d+Ys8SkFZm5p2aEm39rPpz2ELreUAZgOEafJDVdMhtpBrYYd0bFBIGW65oMn0eYb3WC2Wf/izeCApSy7wsJn12UmrzfDuXxEwCWbYkA0UoEtP+/vfi/Z/2f8Xuf/nvqgc80NxExaPwyUKvW+Atw91JkN6UcQpj9scjERsvf8FekYuHLF5eMaEi6KeSc51rvbwO3vPEsnGeNg40AUHY2UE6mIOkJ1PxuO5Vqvo9WK2SVs3N10QirnpkFCMUGpQKAoTVlvXZrF1I9Th4r3Fs0ViEUrfBorw3ZxQdAlC0e8XBEimqKl8bjpnDkeoyJM58GAOKe9eChyhQI6KUNJ0zjU9nYMOPAIike62ubnp6W6nk+uCbrdTbEaiuYQQb1HTs0KAAjav4LsB0OgvyJbQgid1MOMxLFOuT3wg5ZyzraxoT8wA78zm4/TGYZqmGcgutLkTTYtgTWnBteAbGygS7R5OeDfNmkA/4l6feG4DQtPnz11Rwamz8f5jT1ndVqPN46fAlkBzemfhocvZqVrO1y8bw2G/3fP8ecrrtDK+gKn/+77y+GL5syveQqObRLTb7HGRDJeN/s63nJzXZaYdZh0QRZe6e+Ll/ren5qMmHM24oLtBhX72tiUUidhpB6VDl7eYYgtb/xakxIlKRET+BeqX1HKhM51Rp9MCtUNSFnKYCRUKKZj2pChLgKM4Sy7AQdrPud0BkZPkVIpzyhFBgilPwEMCi1NwXa8JlKzXNHd7qXCNg/HZLy9r75BDd7NZsJp32VxAMxKbamZNMDCL16lIxO+mv/1lnqP9YQdo+uLJXOinOn602fflW6Kl/z+8wVA8iJyOyeXwxr39vwSeTAlySYpA9Kye73/mH8TRgiBJjuSE+pfg82KWNSOZVGDM/D9QJk5sVyf7mAmYjCSJBczAZAZLAJgBBiTK7KIoMxSWG9UrKBLIFOUwr4XJi/AfchHaCrtNqGLgSC+piJwPZ1eJ8GApmOgkvtvbBz6683CdtUSjV4/gf9R/c36v6rNIHHHl6q3h+ny2/zPisw5lRwtY0Hoqbf5R/1eOqPX0cB/gT2D7Bus3k2kj2UE36fnntfWb79P+Wewn17ZPvV/7t9bb/wC7iC0M2isp1F55v/Zn1tv/HfY1rDT8/DJqn7y2/Uz/ETRnBds/PLgeG3sPM2Dm1wC2fczr7azvI6zNYWj9PjPs9/ODfgOsXCbxDqhc+7mD9m+tt/8B9rlBvwHWqGSxDmhc2x7VQ3+h/zZsf3awB/C/2ztoLQgk2QHCemvt+m3I2bW+nB9eC+Rfk6GqeqQOXrxujFr7t9bb/wD7xZoMq0XUvvp+7R9eb/932P/F1OHnt1F79dr2Wm6k9eeZYX9Sa7JpNELq+451Vf/4+lh/+NW5QWs5SLo7ILLRGse8+Bfwpv45zIvlMbXji7tBjL5C4zFo6GeiUdV3BmaUaHcdsPuVlF6PtS9dXb40qDUMSg3DGgPi5DqUMG+qMaDkWeet3nQwyrZatXSAz9ZHKq7ELTtrTwHSHlQi4QxvNwITV8oIKR5aqy58+ON7EozcWLxrcus9i7WILbr32Tscndn5Tjw5um2mbi3ef3g8VJ6YmdZi1in8ZfA9re+Q6Hq8XoomMfwM7XV6gJHCSEDCXn8ZwE5fXf7hClqOBJRe4aL9ckFBxUT1WualXdoaA9Oy1R8N9F8JJnwm0gvTKJf+ud45PkwTwaCeCQXAq9mi2cRp3+/AX8a3wO+H2ug4jHqDQTxjs/kzSZPJ5/f7ocy6rwpJgwGDf3Qct5tAzTRj2mMizNDTYEZgRL0TtN6hGhbMHQoogUDrSBV1beUN6ujabNoaAUR+ZLD6SaOIbnAhnuXslDLWpz7y6UU2XKh6o+Wox6AYvKW906PLDc7gy24/tZOg9FaP/bfZD1y4a2c0XhXtfjFm9U6N5+KNLufKVLq77pzQoXFVICa8cFxNbG8nzjUDZ/ThM9WmvlrVNwl7O5Wi7c0maHKYncbgg8qqWBRE3wS7MQp0v+yGI1qFILk0nFFm1EuQdqkoNg8uXRhOzzs3DSe2NhzjBvPSFsZvLPsW30TkyStlfeFs0G2Kk3xx+4g8VRWPluusPjZ3cj4/FrNLLl86mQ6wOcmT6u5M6hS9V65EuRRrc7BBG+OoqrI7Xpfn512NRo7M7Z1MWlw+s9fDOBm3nOfyY3EG2oQF6nUWjp/CbNhUx27FUGigdAQ4Y7MYdUakTtpmMmMKaAMc3VUCLR7f/WUMjXxZW3U9WEUFny+tqHbtXpHacmU3DHQlYBRhOPjh8eMP918Gp1O6PsD1z/Xj+199dT/4j5/q//mgFt2AOlD0T2IyNtrxQ3JNnuH5GC7LdjsBIz6BO32YFViR0HEodGxD6Ao0zwLEEpS8BiGEIKO4LtjotXLVxZy4ov5rfvy+PcX6gVPt0R0y44tHYx6hkeX1nvS2Dy+9oH9y/wFzbuZgvXbLTCoZcXsYF+NLjkjGaKGihLVtonEsDPtbgjIToCerdbwYZj2TTpeC+sgZbzCvh3E1hjmAA7kRTBi6EVQsuYSm1guFAdphT2FKvLZQaX09kk4Fw0UpG6U9XBy7c/e4j59Q0zuacnzyYKVx63SCqy3dfWGpf4HQ05FawpUSvZZgJSXX9Pfi6a3HWjY/V95eKh2YSio3He8Ubj+8ZzzaP2dPBsRdcyUm2sr4t3Rz7ED+IhxPBcrfDL2iDRBwhDhmNZsoykRA/X8FAwBs6Fxb/q2uLf++hOK+6Bwgu4JX+v9y4H//2BKU4p7Edv2TPT9+nnDIEctL2poYZGs8lFsMq2JbsR0dmQaZzGTcVYJKr+knJ8W5EtDrW0CsYUKBcsWpcUyA0Qp+NaW5DmRm2tVAWmljdbj3DJrIRgsvoZltlCu0tQqbDWzAcgcCRenYMI1Vh1NKVwLFNBseuUlVF1sRUa160Kx0dGxXvrh3LEpLrWeDCY+JjSXp8kQ15zILnNMeKUVL0yRbyuhEJqrUpUg7z3PZuhAqpyMWXi3XI8kplRMKY5D/50oH3TFJZOJZn6GWkcdCp8hArCj6y2muqVqDsUJ4M644GJ+anQDvPaMPhdTkGStEGK8gYMkODOMAh0TiGIjEvg6tQdFNUVdVzeFUNk9bDzG2loKuX2ZSVsfu3AOhNXkNtDqPvH0GfAgCS6xuAhb+TTy1AayDU8kcBNbW5x9bBKfoVCCye7Zkh7AKzEBYwbjsfe/neBP/706jbR7Dejdhpq8AzGmGoXiYA52CqPqednybdtz4CkZS8DA65sAAvkU7tv2GYxX4uV7t2I61Y1Hz8JgFnjerHVtY/050ucjadzbguQr+Djx+09q51rVzw/BYSTt3cf1cx6b+ivB4RTt359q5uHlTn3jt3CXtmPlVHOZa2snXffau9c/m1j4b2l8Lw4y/0J/GdmH3dkZ27LDuKpWa28LBKWmXsKuQlJq74MO1h2c5l9UQoV07SgXaMi8UrdupqfF0WDayboMohEICjrUhCHorF7VlDxvrkC+jmUUtb0drXXqXGdXeK6yvN4eeCGJisCXGpn18td17YRIfrqhMuYKup/d63LDNYA2dVjYqr1+KbDAONtRQ1zdD0r3sbdw6f4WVtyu9t3NLkuffLieLW4xRu678hezx0dHR+ROs06anuWSo33KHUpxdT9jpbi5XLs9QFM9N9eutiNts0bXVyZTrl/96OpiU5WLwHp3F5vzgMmjle/ecEsWdy+0v9v90KWxx2oySRDl5p30edD+VyWUDgW197ma3105LktPMckv/HxmBjFoAeJxjYGRgYGBnYChiW+YRz2/zlUGegwEE7h6atgtG/1v9z02AgV0HyOVgYAKJAgBLJQxNAHicY2BkYGDX+efGwCDA8G/1v9UCDAxAEWTAlwoAeqcFXwAAAHic7ZtPSJRBGMaf/WZ2FdNSK61VI9di2YiCLGRJPaipa/YPY+kWWBh0kMAIog5GdQksgk6dJRa7BF3CTnYRgg4F0aFTWEQg0aFLBG3PfKvLR6msKS3W84OHmfedd955Z75hTzveLLpAvAkq156k9rA/zHaA7V0vCWOBPuoLtZsaoLZTg9Qpqp+6Sp1g7CN7HTudwtOoDKcRo/rYb7Iz2GVH0Mh+r7OZv9k00DeDREkD46azH9wYY2J+TJpzRjDK8Xba66gNZgwpi+x3tt1cr4ttP/McY7+NquD6rV4ye4ZtWySJKvrKqUOc883FM7aCa57l+CbaHlXFvBVs61ws8yVMMwbdOgF1u3X8tZg/ly8v5sh+5link/cCFyLJUL1/prnzfG+6cBNLwJy33XnN26zH7b+6ZAx1zub+o8yTmftOh/PzJnDJ1b9YXnfu7syDPrefpWpZCaxndsU5rqDhT+f69433ppDYUPrHw6DNe7aVqg363PfMj/McXf58nby7v6zdu9Da/n2c8FUTmPtprn1aSK1CCCGEEIsRymQni11DoYTr1k6tQghRTELITpZSldDvphBCCCGEEEIIIYQQQgghhFg97BSGFvK7/9z+7VqEWCuE7he7AiGE+D9w7y6KXcNyMe/Q4b3FsHmGDnMN+8wr7DC3sN+9sTIf0Wne4Lx7Y2WTOOdN4bh7i2We4Kh7i8W5/lss2rHAW6xW+xqJyDSVQcIOoSnygG0MZeY5amwPUnYcUXMPB8xp2o99e4u3GXHvDurtRcTNS8TDUeYcx0Y7ipTJoMy2IW63ocb7iiOsaa+9gVK7HmWRAUQ5Vm+r/ZiWpfbqaggq7+/JvU/ya6Lm/a6m33KwnnnlfaxlxR9iGSxUl/j38dKopS5T1VQLVU4dpBqppjlfY6FxLmdpCdqLvS8hhBBCrCY/AQm3m4wAeJztwk9oUnEcAPCn/dlaUVa2WC2TMWqExLIQ+ydLxjB7z8lyVm45tfczcZvbXs49n/5kdBoeIjyEjJCQCA8SEcPTGOMxdhKJ6CCxQ4chHUSkg0g8Ru25/hKtgsGqL58PQRCqNSzBSxQSqyQqyUoD0sqWytaVbYnt4bqeuqV6YUe+QdXA73TtWtgd2XNdpt5r2GfY75E/OWBsrG9MH6w2tTflDr09vHDknCJ/dFo505JrLR5THne3LZ8oq0wnc+2RU8XTrWeUmkda39mZ8+oL7MVkh/KSQ7/YyXTNXlYb01fmSR1pJzkyRqZInlympJSC0lF2Kkw9NmlMRtOkKbuqW9s9/y2zxhxf1cNcXezN9matU9aStXTNIpq68fprNsLWvKbjt/jXJfxMX3Of9gd8Nf38zfc19pho1r4kqtQMyAZUn5UdWkdGVHQUnTQAAKwjsiHiAGxCz51ZZwEAAAAAAAAAwK9wvfvilg1sKi4A/kLchinRajpJp+kCXaarSIN0yIDMyIZcyIsYxKG7KIpiaBol3aO33R6zR/BKvalBw2B+yDL0alg//NJn9z30VUZSI9XR+FjLWIKRM2/u3PNb/ZlxzfizQGDCPVFm9d+xsQwbZZOizEc5tiASPgnKg6pgp6j/DzH/sRecjAtzQkgXehBaCavDPG7DWtyFLdiFGTyJ7+MEforn8FyEAQAAAMC/4wMsRpq3AAAAAQAAElAAiwAQAFgAAwACABAAQACGAAAF6QRqAAIAAXictVjNbyRHFS/vzH5kWScRBBRYZ/MOKGujju1NkFbxCqTecdvT2fGM1TO2Ywkp9HTXeGq3p7vV3bPDICQ4cUD8BblxDMoBjkQCrhw4BYkjEhIXJP4AxAXee1Xd8+GPJCux3ul+VfXqffzeq1fVJYTYurYjVgT/W3nlGhh6RbxSOzT0NXGzlhq6JqzaZ4aui1fqbxr6urhTdw19Q6zWM0PfFI/q/zb0LfH69YGhXxKNGzcNvXrz9ms+Sl6p11DXnbsR09eRfvXuj5m+wf2/ZPom93/E9C2mP2H6JTT0HltI9Iq4V9s29DXxcu2Hhq6JD2o/MnQdef5r6Ovi9fqWoW+Ib9WPDX1TPK//zNC3xPb17xr6JfHz6z819OrLr914wvRttvMPTH+Fbfsz03e4/29Mv8z0v5h+lWy7+x+mv4b0V9duM/0a8azdY/rrJGfNYvob3P99pr9Jc9daTN9lnh8w/QbzxEy/yfRPmP428/+C6e8wrTF8m+lfE32L7V/7lGmt609E39H9f2WafVn7h/hYgHhHbIsH4iFSPTEUEt8HIhEx/goxFSn3NLCVIU1PH/sVc2ziiC0i/APhYd8Zzi9Ezi2Jb4ncz/EZMuequM2/Jvb0cUSKCfZ2WEOMuktdLdQwRfljlAUoO0G5SgRIB0inOJZVuqDyYFu8i9RbVeuhsNgOHyWkyAuo10c9JCMQzwzv+9gaYi+NjtHOvPKLsFDsS3SpPQPGA8RjbPdxhHp9RmPRRy0nMZ4CaxnjaMD+UmuAsic4N+OeMXKFjB5gfxkTF20idBTPixnfRzxfMocUI9RJaIf8BGNRyQvcn2MP4ZdWUZz5QeMFWqFwZo4oiI/hne0HD6E3lHCQxEkxTSU0kixNMr9QSbwJdhSBp86GRQ6ezGX2XIabsHp79XZT9jM5gU4q4x7NavnTZFxAlJypAIIknWY0C0jB9rvwFr0eWuD5UTqEph8HSfAMe99PhjE0x2FOunpDlUM0L2eQZPBY9SMV+BEYjciToFLIk3EWSHwNiomfSRjHocygIE/cHrRUIONcPoJcSpCjvgxDGUKkeyGUeZCplFxkHaEsfBXlCEgPsRkxiiDaJroeojfi3BI9NZI5tNEMLxn52EHr4AzjGXFshSfPxpGPxPIK2/kcybAkCcQ6ylAcy6TKoA0UbMK0s2QKGNWwfqCCLCFYNr68O8eclHmVOA8xSWixiWOZ5YTWw83t7XmxWuiySJRoBH6e13rl+LwOqPKEnOWEwDNeUYMXqlrLjlHS+FBkfihHfvYMksHlKS++tD5xmazzaQBzZXCXhUxQSIyBp0I5wD9lisbb+OvyYo0xJSTO0gZlDBlJpfJ3zPyFWd4tBi7kgkCl7IF4D4vmO7OkAV6qu5k/UfEZdAYDXA/wNnQLP47kFH3IFK5EC45VUOCyaPlZKOMCHrz3Lgk5l45UmsboTcqFSJekAdtWcIk95TIIHNAplz1dpoqq9JbcwD4Ay5cMrWT/QuZLTYm2OFVi1pMyEnpuYKSUfvssO+VcHiFXwWM0q892lCV3uXwWZoYu5tm5nkHlg1W1Z+X7PDopt0OcQzGyTCmnLVPrtSo9yx4oXhwTxingze0izCbGU8XbXsQbXLkZL2OfcB5NubAoLCTz28nF0rUNL4rt/GZVZnjGhaDgyAXV8rnIg1L7ebsezeUAeaJ9KVhfuTAz3uCmnD8JohTzpu5f6qnOPX8hq/TmnJin9krTdExIzWGBrH1erVkthzjpSHJVjuqDVWwiM5NerhBlUM74+EKHD2Vw3qyOWWWZIj8i9nBWSxYz2+Lo+EyHJhfOHzyWV8M6H8DI1x2xhX+SSyvpeMbHC8mR9bGPUDpDjnJsy8j8cOkws2FW8Kxi5BVqpTVf5rj4BY9nsLYko1XKgDeqjH6KfTpWZeZIPtpG5lg3y/CrjpxlZl5+7Cyjd1itoHxuv9Vx19kgjb4zzunYxN9ivzNzJNQ1iCqEzzHQsS7zWedXavZ0rSFBqfoIGFfZ4ovZ0Xu5rv0f4lGh5LPvhJ0yNT80azZA6SOzVmYbLfD+GJm8WS9tvDy+gvbQhcM3RnxjDqOQd5tood6c9/EKeVyFFc8ruS+uctZSlSuxX54d8YFJLfld2jX7MJqtnNmOVMbQ4rqfsJZB1ZZzGUL1S0coR2mznVZb3WdbpNmxxlUs5+uJjuGWiXjOKyWqbCjX9mIufXFU53d67eX8jrOY0zMkJozj6AXjWO4K9OEWG2TknAUhP0nnDJenyBHM7SHFFTVZ7wAhe1DufDvnqrmPUhOuPBd/DuvTZLnjzDAqd7UZTvN1ZXFWzvVCx6tvfL94//UviWpWIZCbM2rBazhiC2h8fnd/0SyY3+uawmGOjtjD1gnunh73uNgHWE09HDnG1i727mLPfeTomvH7HLET3pOayHfE+52W4eGzje1TrnV7ArhNrSfI30ZZNNcRH7AOB6V1mdNj2QfY28K3Y/hoRgN7jrBN9D5XQ62vjbP0B75r9kdtaQ/7ofJw0SqXNZaWHWDLQ/lNM2qjbJflkf2kf4/pdmXnnrHUZoxIMslsoEUtblHvEb4Pka/L+m32WVvbZh/2cFz74rAFpHnT+Kr5CJ9jM0IxIvta+DfzymYMmmzNDL8Gvg/RcpK/j6M93ik6OHOXPe0yeo7BjLxtcWvmlY5Ug70hVAmDXaQP8LdfYefxU9vizUlbxO6Ex2dc2j/bPBuMXIdbOhoNbvU4VjRqmVh67Mey1hPORIe5bPa4W2XIHmevtr7MTq2jM2eJ1kexnbelzGq4Yo1oKeX4kYn0eVwIdZsxIbu6lebLJOO3cnXZAPk4TSMlQxgkcbEJp8kYRv4UxrmEgi52qBuKBIJM+oW0IFR5GvlTC/w4hDRTOBogC31v+jmkMhupokBx/Slf6pRXNwUO5IAfp4YYkAaL3nz1U5mTZkk4DgoL6NIK51o0p1SgYpgMVTCcs2yCSlUcROOQbrhK65M4msK62tBXSHPsKOEqa/WNE31kZzIvMvycVkk8U0DTK1mPGIF1hVoKOaK7g0yh1jCZxFHih4vo+RoqmZE7CarC57hIxwWEktwknqGM0kVEN8GOp4adAoICEZ+h6iu0eZOu8+gKY5BEUcI3AwZsC/p+jtYmcXWvVoZhfVgU6c7Wlow3J+qZSmWo/M0kO9ui1hZyfmhu4DYwwJwYOZlGYi6+Mrzoqu8zw9Eijr8Q0E8T9IrAkc9llKQa8MVLRQJz4VqR3DukAOV8g4W+IwwS551lPqITWjDIpKQMCoZ+doZeE86IF0YVBUDSL3wVEyw+X2yWufbF/SCT/DxPAuVTjoRJMB5hVHx9/6gixGadJC74C11zs/mXDbYolChQ6UhcyAcTVQypey7lLJNyZH05HCnMVa2bZGX6dhc18EIiDy0YJaEa0FsyIOkYHcqHvGhRdH9MCzinTpMn6OEWOp7LKCIJFG2D0oWm6kWPKvXCMUizEZNhMrrCR1oK4yxGYyQLCBPIE7blqQyKMsVmmYwLIFS8+HbKNPf7yXM5d0UdJwUtHLaIllo6yxUzlA999KsvF9avP+dqRgbkBaaTwiDhEtbL/SoI9KprOtDt7PVObM8BtwuHXufY3XV24b7dxfZ9C07cXrNz1APk8Ox27xQ6e2C3T+GJ2961wPng0HO6Xeh44B4ctlwH+9x2o3W067b34THOa3d60HJxPaLQXgdIoRHlOl0SduB4jSY27cduy+2dWrDn9tokcw+F2nBoez23cdSyPTg88g47XQfV76LYttve81CLc+C0e5uoFfvAOcYGdJt2q8Wq7CO03mP7Gp3DU8/db/ag2WntOtj52EHL7MctR6tCpxot2z2wYNc+sPcdntVBKR6zGetOmg53oT4b/zd6bqdNbjQ67Z6HTQu99HrV1BO361hge26XANnzOiie4MQZHRaC89qOlkJQw0JEkIXaR11nZsuuY7dQVpcmzzPjXtjmg++Ij8GCP7SnK6t4jH2Kx+B/Yk+8MF5e7obm0lbUPqr9tvb72h/x97vap7VPxLLEWcvnD7LLxv++xE0fzIv6jMZL5Ud8dbA0Xr9Xf1B/Ut+vfw+f7y3pi1nH5fKo5eNnDV3CEQ6CPgdWfrPyq5rgzyOBR4oM/8bmk//zZF3a+h8u7ZsFeJxs2lPQnvcX9v3rtFm7qd1cxzpZu0nbtKntpk5tO7Vt27Zt27bN5513nn/WsfFko7NmMvfvuNOZ87P1HZiD///PfyMGmw3+H3/Ksf/ff4yBObAG0SAeZIN8UAzKwSSDSQeTDSYfTDGYcjDVYOrBNINpB9MNZhiMGMwymHUw22D2wRyDOQdzDeYezDOYdzD/YORgOMBABtWgHjSDdtANFhwsNVh6sMxg2cGowejBcoPlBysMxgxWGowdrDxYZbDqYLXB6oM1BmsO1hqsPVhnsO5gvcH6g4MHWw+2GowfbD/YYbDTYJfBnoO9B/sO9hvcOLh5cMtggmEalmEbjuEanuEbgREakREbiZEamZEbhVEakxiTGpMZkxtTGFMaUxlTG9MY0xrTGdMbMxgzGiOMmYyZjVmMWY3ZjNmNOYw5jbmMuY15jHmN+Yz5jZHG0IAhRmXURmO0Rmf0xgLGgsZCxsLGIsaixmLG4sYSxpLGUsbSxjLGssYoY7SxnLG8sYIxxljRWMkYa6xsrGKsaqxmrG6sYaxprGWsbaxjrGusZ6xvbGBsaGxkbGxsYmxqbGaMMzY3tjC2NLYytja2MbY1xhvbGdsbOxg7GjsZOxu7GLsauxm7G3sYexp7GXsb+xj7GvsZ+xsHGAcaBxkHG4cYhxqHGROMw40jjCONo4yjjWOMY43jjOONE4wTjZOMk41TjFON04zTjTOMM42zjLONc4xzjfOM840LjAuNi4yLjUuMS43LjMuNK4wrjauMq41rjGuN64zrjRuMG42bjJuNW4xbjduM2407jDuNu4y7jXuMe437jPuNB4wHjYeMh41HjEeNx4zHjSeMJ42njKeNZ4xnjeeM540XjBeNl4yXjVeMV43XjNeNN4w3jbeMt413jHeN94z3jQ+MD42PjI+NT4xPjc+Mz40vjC+Nr4yvjW+Mb43vjO+NH4wfjZ+Mn41fjF+N34zfjT+MP42/jL+Nf4x/jf/MgWmYpmmZtumYrumZvhmYoRmZsZmYqZmZuVmYpTmJOak5mTm5OYU5pTmVObU5jTmtOZ05vTmDOaM5wpzJnNmcxZzVnM2c3ZzDnNOcy5zbnMec15zPnN8caQ5NmGJWZm02Zmt2Zm8uYC5oLmQubC5iLmouZi5uLmEuaS5lLm0uYy5rjjJHm8uZy5srmGPMFc2VzLHmyuYq5qrmaubq5hrmmuZa5trmOua65nrm+uYG5obmRubG5ibmpuZm5jhzc3MLc0tzK3NrcxtzW3O8uZ25vbmDuaO5k7mzuYu5q7mbubu5h7mnuZe5t7mPua+5n7m/eYB5oHmQebB5iHmoeZg5wTzcPMI80jzKPNo8xjzWPM483jzBPNE8yTzZPMU81TzNPN08wzzTPMs82zzHPNc8zzzfvMC80LzIvNi8xLzUvMy83LzCvNK8yrzavMa81rzOvN68wbzRvMm82bzFvNW8zbzdvMO807zLvNu8x7zXvM+833zAfNB8yHzYfMR81HzMfNx8wnzSfMp82nzGfNZ8znzefMF80XzJfNl8xXzVfM183XzDfNN8y3zbfMd813zPfN/8wPzQ/Mj82PzE/NT8zPzc/ML80vzK/Nr8xvzW/M783vzB/NH8yfzZ/MX81fzN/N38w/zT/Mv82/zH/Nf8zxpYhmValmVbjuVanuVbgRVakRVbiZVamZVbhVVak1iTWpNZk1tTWFNaU1lTW9NY01rTWdNbM1gzWiOsmayZrVmsWa3ZrNmtOaw5rbmsua15rHmt+az5rZHW0IIlVmXVVmO1Vmf11gLWgtZC1sLWItai1mLW4tYS1pLWUtbS1jLWstYoa7S1nLW8tYI1xlrRWskaa61srWKtaq1mrW6tYa1prWWtba1jrWutZ61vbWBtaG1kbWxtYm1qbWaNsza3trC2tLaytra2sba1xlvbWdtbO1g7WjtZO1u7WLtau1m7W3tYe1p7WXtb+1j7WvtZ+1sHWAdaB1kHW4dYh1qHWROsw60jrCOto6yjrWOsY63jrOOtE6wTrZOsk61TrFOt06zTrTOsM62zrLOtc6xzrfOs860LrAuti6yLrUusS63LrMutK6wrrausq61rrGut66zrrRusG62brJutW6xbrdus2607rDutu6y7rXuse637rPutB6wHrYesh61HrEetx6zHrSesJ62nrKetZ6xnrees560XrBetl6yXrVesV63XrNetN6w3rbest613rHet96z3rQ+sD62PrI+tT6xPrc+sz60vrC+tr6yvrW+sb63vrO+tH6wfrZ+sn61frF+t36zfrT+sP62/rL+tf6x/rf/sgW3Ypm3Ztu3Yru3Zvh3YoR3ZsZ3YqZ3ZuV3YpT2JPak9mT25PYU9pT2VPbU9jT2tPZ09vT2DPaM9wp7JntmexZ7Vns2e3Z7DntOey57bnsee157Pnt8eaQ9t2GJXdm03dmt3dm8vYC9oL2QvbC9iL2ovZi9uL2EvaS9lL20vYy9rj7JH28vZy9sr2GPsFe2V7LH2yvYq9qr2avbq9hr2mvZa9tr2Ova69nr2+vYG9ob2RvbG9ib2pvZm9jh7c3sLe0t7K3trext7W3u8vZ29vb2DvaO9k72zvYu9q72bvbu9h72nvZe9t72Pva+9n72/fYB9oH2QfbB9iH2ofZg9wT7cPsI+0j7KPto+xj7WPs4+3j7BPtE+yT7ZPsU+1T7NPt0+wz7TPss+2z7HPtc+zz7fvsC+0L7Ivti+xL7Uvsy+3L7CvtK+yr7avsa+1r7Ovt6+wb7Rvsm+2b7FvtW+zb7dvsO+077Lvtu+x77Xvs++337AftB+yH7YfsR+1H7Mftx+wn7Sfsp+2n7GftZ+zn7efsF+0X7Jftl+xX7Vfs1+3X7DftN+y37bfsd+137Pft/+wP7Q/sj+2P7E/tT+zP7c/sL+0v7K/tr+xv7W/s7+3v7B/tH+yf7Z/sX+1f7N/t3+w/7T/sv+2/7H/tf+zxk4hmM6lmM7juM6nuM7gRM6kRM7iZM6mZM7hVM6kziTOpM5kztTOFM6UzlTO9M40zrTOdM7MzgzOiOcmZyZnVmcWZ3ZnNmdOZw5nbmcuZ15nHmd+Zz5nZHO0IEjTuXUTuO0Tuf0zgLOgs5CzsLOIs6izmLO4s4SzpLOUs7SzjLOss4oZ7SznLO8s4IzxlnRWckZ66zsrOKs6qzmrO6s4azprOWs7azjrOus56zvbOBs6GzkbOxs4mzqbOaMczZ3tnC2dLZytna2cbZ1xjvbOds7Ozg7Ojs5Ozu7OLs6uzm7O3s4ezp7OXs7+zj7Ovs5+zsHOAc6BzkHO4c4hzqHOROcw50jnCOdo5yjnWOcY53jnOOdE5wTnZOck51TnFOd05zTnTOcM52znLOdc5xznfOc850LnAudi5yLnUucS53LnMudK5wrnaucq51rnGud65zrnRucG52bnJudW5xbnduc2507nDudu5y7nXuce537nPudB5wHnYech51HnEedx5zHnSecJ52nnKedZ5xnneec550XnBedl5yXnVecV53XnNedN5w3nbect513nHed95z3nQ+cD52PnI+dT5xPnc+cz50vnC+dr5yvnW+cb53vnO+dH5wfnZ+cn51fnF+d35zfnT+cP52/nL+df5x/nf/cgWu4pmu5tuu4ruu5vhu4oRu5sZu4qZu5uVu4pTuJO6k7mTu5O4U7pTuVO7U7jTutO507vTuDO6M7wp3JndmdxZ3Vnc2d3Z3DndOdy53bnced153Pnd8d6Q5duOJWbu02but2bu8u4C7oLuQu7C7iLuou5i7uLuEu6S7lLu0u4y7rjnJHu8u5y7sruGPcFd2V3LHuyu4q7qruau7q7hrumu5a7truOu667nru+u4G7obuRu7G7ibupu5m7jh3c3cLd0t3K3drdxt3W3e8u527vbuDu6O7k7uzu4u7q7ubu7u7h7unu5e7t7uPu6+7n7u/e4B7oHuQe7B7iHuoe5g7wT3cPcI90j3KPdo9xj3WPc493j3BPdE9yT3ZPcU91T3NPd09wz3TPcs92z3HPdc9zz3fvcC90L3Ivdi9xL3Uvcy93L3CvdK9yr3avca91r3Ovd69wb3Rvcm92b3FvdW9zb3dvcO9073Lvdu9x73Xvc+9333AfdB9yH3YfcR91H3Mfdx9wn3Sfcp92n3GfdZ9zn3efcF90X3Jfdl9xX3Vfc193X3DfdN9y33bfcd9133Pfd/9wP3Q/cj92P3E/dT9zP3c/cL90v3K/dr9xv3W/c793v3B/dH9yf3Z/cX91f3N/d39w/3T/cv92/3H/df9zxt4hmd6lmd7jud6nud7gRd6kRd7iZd6mZd7hVd6k3iTepN5k3tTeFN6U3lTe9N403rTedN7M3gzeiO8mbyZvVm8Wb3ZvNm9Obw5vbm8ub15vHm9+bz5vZHe0IMnXuXVXuO1Xuf13gLegt5C3sLeIt6i3mLe4t4S3pLeUt7S3jLest4ob7S3nLe8t4I3xlvRW8kb663sreKt6q3mre6t4a3preWt7a3jreut563vbeBt6G3kbext4m3qbeaN8zb3tvC29Lbytva28bb1xnvbedt7O3g7ejt5O3u7eLt6u3m7e3t4e3p7eXt7+3j7evt5+3sHeAd6B3kHe4d4h3qHeRO8w70jvCO9o7yjvWO8Y73jvOO9E7wTvZO8k71TvFO907zTvTO8M72zvLO9c7xzvfO8870LvAu9i7yLvUu8S73LvMu9K7wrvau8q71rvGu967zrvRu8G72bvJu9W7xbvdu82707vDu9u7y7vXu8e737vPu9B7wHvYe8h71HvEe9x7zHvSe8J72nvKe9Z7xnvee8570XvBe9l7yXvVe8V73XvNe9N7w3vbe8t713vHe997z3vQ+8D72PvI+9T7xPvc+8z70vvC+9r7yvvW+8b73vvO+9H7wfvZ+8n71fvF+937zfvT+8P72/vL+9f7x/vf/8gW/4pm/5tu/4ru/5vh/4oR/5sZ/4qZ/5uV/4pT+JP6k/mT+5P4U/pT+VP7U/jT+tP50/vT+DP6M/wp/Jn9mfxZ/Vn82f3Z/Dn9Ofy5/bn8ef15/Pn98f6Q99+OJXfu03fut3fu8v4C/oL+Qv7C/iL+ov5i/uL+Ev6S/lL+0v4y/rj/JH+8v5y/sr+GP8Ff2V/LH+yv4q/qr+av7q/hr+mv5a/tr+Ov66/nr++v4G/ob+Rv7G/ib+pv5m/jh/c38Lf0t/K39rfxt/W3+8v52/vb+Dv6O/k7+zv4u/q7+bv7u/h7+nv5e/t7+Pv6+/n7+/f4B/oH+Qf7B/iH+of5g/wT/cP8I/0j/KP9o/xj/WP84/3j/BP9E/yT/ZP8U/1T/NP90/wz/TP8s/2z/HP9c/zz/fv8C/0L/Iv9i/xL/Uv8y/3L/Cv9K/yr/av8a/1r/Ov96/wb/Rv8m/2b/Fv9W/zb/dv8O/07/Lv9u/x7/Xv8+/33/Af9B/yH/Yf8R/1H/Mf9x/wn/Sf8p/2n/Gf9Z/zn/ef8F/0X/Jf9l/xX/Vf81/3X/Df9N/y3/bf8d/13/Pf9//wP/Q/8j/2P/E/9T/zP/c/8L/0v/K/9r/xv/W/87/3v/B/9H/yf/Z/8X/1f/N/93/w//T/8v/2//H/9f/LxgERmAGVmAHTuAGXuAHQRAGURAHSZAGWZAHRVAGkwSTBpMFkwdTBFMGUwVTB9ME0wbTBdMHMwQzBiOCmYKZg1mCWYPZgtmDOYI5g7mCuYN5gnmD+YL5g5HBMEAgQRXUQRO0QRf0wQLBgsFCwcLBIsGiwWLB4sESwZLBUsHSwTLBssGoYHSwXLB8sEIwJlgxWCkYG6wcrBKsGqwWrB6sEawZrBWsHawTrBusF6wfbBBsGGwUbBxsEmwabBaMCzYPtgi2DLYKtg62CbYNxgfbBdsHOwQ7BjsFOwe7BLsGuwW7B3sEewZ7BXsH+wT7BvsF+wcHBAcGBwUHB4cEhwaHBROCw4MjgiODo4Kjg2OCY4PjguODE4ITg5OCk4NTglOD04LTgzOCM4OzgrODc4Jzg/OC84MLgguDi4KLg0uCS4PLgsuDK4Irg6uCq4NrgmuD64LrgxuCG4ObgpuDW4Jbg9uC24M7gjuDu4K7g3uCe4P7gvuDB4IHg4eCh4NHgkeDx4LHgyeCJ4OngqeDZ4Jng+eC54MXgheDl4KXg1eCV4PXgteDN4I3g7eCt4N3gneD94L3gw+CD4OPgo+DT4JPg8+Cz4Mvgi+Dr4Kvg2+Cb4Pvgu+DH4Ifg5+Cn4Nfgl+D34Lfgz+CP4O/gr+Df4J/g//CQWiEZmiFduiEbuiFfhiEYRiFcZiEaZiFeViEZThJOGk4WTh5OEU4ZThVOHU4TThtOF04fThDOGM4IpwpnDmcJZw1nC2cPZwjnDOcK5w7nCecN5wvnD8cGQ5DhBJWYR02YRt2YR8uEC4YLhQuHC4SLhouFi4eLhEuGS4VLh0uEy4bjgpHh8uFy4crhGPCFcOVwrHhyuEq4arhauHq4RrhmuFa4drhOuG64Xrh+uEG4YbhRuHG4SbhpuFm4bhw83CLcMtwq3DrcJtw23B8uF24fbhDuGO4U7hzuEu4a7hbuHu4R7hnuFe4d7hPuG+4X7h/eEB4YHhQeHB4SHhoeFg4ITw8PCI8MjwqPDo8Jjw2PC48PjwhPDE8KTw5PCU8NTwtPD08IzwzPCs8OzwnPDc8Lzw/vCC8MLwovDi8JLw0vCy8PLwivDK8Krw6vCa8NrwuvD68IbwxvCm8ObwlvDW8Lbw9vCO8M7wrvDu8J7w3vC+8P3wgfDB8KHw4fCR8NHwsfDx8InwyfCp8OnwmfDZ8Lnw+fCF8MXwpfDl8JXw1fC18PXwjfDN8K3w7fCd8N3wvfD/8IPww/Cj8OPwk/DT8LPw8/CL8Mvwq/Dr8Jvw2/C78Pvwh/DH8Kfw5/CX8Nfwt/D38I/wz/Cv8O/wn/Df8LxpERmRGVmRHTuRGXuRHQRRGURRHSZRGWZRHRVRGk0STRpNFk0dTRFNGU0VTR9NE00bTRdNHM0QzRiOimaKZo1miWaPZotmjOaI5o7miuaN5onmj+aL5o5HRMEIkURXVURO1URf10QLRgtFC0cLRItGi0WLR4tES0ZLRUtHS0TLRstGoaHS0XLR8tEI0JloxWikaG60crRKtGq0WrR6tEa0ZrRWtHa0TrRutF60fbRBtGG0UbRxtEm0abRaNizaPtoi2jLaKto62ibaNxkfbRdtHO0Q7RjtFO0e7RLtGu0W7R3tEe0Z7RXtH+0T7RvtF+0cHRAdGB0UHR4dEh0aHRROiw6MjoiOjo6Kjo2OiY6PjouOjE6ITo5Oik6NTolOj06LTozOiM6OzorOjc6Jzo/Oi86MLoguji6KLo0uiS6PLosujK6Iro6uiq6Nromuj66LroxuiG6ObopujW6Jbo9ui26M7ojuju6K7o3uie6P7ovujB6IHo4eih6NHokejx6LHoyeiJ6OnoqejZ6Jno+ei56MXohejl6KXo1eiV6PXotejN6I3o7eit6N3onej96L3ow+iD6OPoo+jT6JPo8+iz6Mvoi+jr6Kvo2+ib6Pvou+jH6Ifo5+in6Nfol+j36Lfoz+iP6O/or+jf6J/o//iQWzEZmzFduzEbuzFfhzEYRzFcZzEaZzFeVzEZTxJPGk8WTx5PEU8ZTxVPHU8TTxtPF08fTxDPGM8Ip4pnjmeJZ41ni2ePZ4jnjOeK547nieeN54vnj8eGQ9jxBJXcR03cRt3cR8vEC8YLxQvHC8SLxovFi8eLxEvGS8VLx0vEy8bj4pHx8vFy8crxGPiFeOV4rHxyvEq8arxavHq8RrxmvFa8drxOvG68Xrx+vEG8YbxRvHG8SbxpvFm8bh483iLeMt4q3jreJt423h8vF28fbxDvGO8U7xzvEu8a7xbvHu8R7xnvFe8d7xPvG+8X7x/fEB8YHxQfHB8SHxofFg8IT48PiI+Mj4qPjo+Jj42Pi4+Pj4hPjE+KT45PiU+NT4tPj0+Iz4zPis+Oz4nPjc+Lz4/viC+ML4ovji+JL40viy+PL4ivjK+Kr46via+Nr4uvj6+Ib4xvim+Ob4lvjW+Lb49viO+M74rvju+J743vi++P34gfjB+KH44fiR+NH4sfjx+In4yfip+On4mfjZ+Ln4+fiF+MX4pfjl+JX41fi1+PX4jfjN+K347fid+N34vfj/+IP4w/ij+OP4k/jT+LP48/iL+Mv4q/jr+Jv42/i7+Pv4h/jH+Kf45/iX+Nf4t/j3+I/4z/iv+O/4n/jf+LxkkRmImVmInTuImXuInQRImURInSZImWZInRVImkySTJpMlkydTJFMmUyVTJ9Mk0ybTJdMnMyQzJiOSmZKZk1mSWZPZktmTOZI5k7mSuZN5knmT+ZL5k5HJMEEiSZXUSZO0SZf0yQLJgslCycLJIsmiyWLJ4skSyZLJUsnSyTLJssmoZHSyXLJ8skIyJlkxWSkZm6ycrJKsmqyWrJ6skayZrJWsnayTrJusl6yfbJBsmGyUbJxskmyabJaMSzZPtki2TLZKtk62SbZNxifbJdsnOyQ7JjslOye7JLsmuyW7J3skeyZ7JXsn+yT7Jvsl+ycHJAcmByUHJ4ckhyaHJROSw5MjkiOTo5Kjk2OSY5PjkuOTE5ITk5OSk5NTklOT05LTkzOSM5OzkrOTc5Jzk/OS85MLkguTi5KLk0uSS5PLksuTK5Irk6uSq5NrkmuT65LrkxuSG5ObkpuTW5Jbk9uS25M7kjuTu5K7k3uSe5P7kvuTB5IHk4eSh5NHkkeTx5LHkyeSJ5OnkqeTZ5Jnk+eS55MXkheTl5KXk1eSV5PXkteTN5I3k7eSt5N3kneT95L3kw+SD5OPko+TT5JPk8+Sz5Mvki+Tr5Kvk2+Sb5Pvku+TH5Ifk5+Sn5Nfkl+T35Lfkz+SP5O/kr+Tf5J/k//SQWqkZmqlduqkbuqlfhqkYRqlcZqkaZqleVqkZTpJOmk6WTp5OkU6ZTpVOnU6TTptOl06fTpDOmM6Ip0pnTmdJZ01nS2dPZ0jnTOdK507nSedN50vnT8dmQ5TpJJWaZ02aZt2aZ8ukC6YLpQunC6SLpouli6eLpEumS6VLp0uky6bjkpHp8uly6crpGPSFdOV0rHpyukq6arpaunq6Rrpmula6drpOum66Xrp+ukG6YbpRunG6Sbppulm6bh083SLdMt0q3TrdJt023R8ul26fbpDumO6U7pzuku6a7pbunu6R7pnule6d7pPum+6X7p/ekB6YHpQenB6SHpoelg6IT08PSI9Mj0qPTo9Jj02PS49Pj0hPTE9KT05PSU9NT0tPT09Iz0zPSs9Oz0nPTc9Lz0/vSC9ML0ovTi9JL00vSy9PL0ivTK9Kr06vSa9Nr0uvT69Ib0xvSm9Ob0lvTW9Lb09vSO9M70rvTu9J703vS+9P30gfTB9KH04fSR9NH0sfTx9In0yfSp9On0mfTZ9Ln0+fSF9MX0pfTl9JX01fS19PX0jfTN9K307fSd9N30vfT/9IP0w/Sj9OP0k/TT9LP08/SL9Mv0q/Tr9Jv02/S79Pv0h/TH9Kf05/SX9Nf0t/T39I/0z/Sv9O/0n/Tf9LxtkRmZmVmZnTuZmXuZnQRZmURZnSZZmWZZnRVZmk2STZpNlk2dTZFNmU2VTZ9Nk02bTZdNnM2QzZiOymbKZs1myWbPZstmzObI5s7myubN5snmz+bL5s5HZMEMmWZXVWZO1WZf12QLZgtlC2cLZItmi2WLZ4tkS2ZLZUtnS2TLZstmobHS2XLZ8tkI2JlsxWykbm62crZKtmq2WrZ6tka2ZrZWtna2TrZutl62fbZBtmG2UbZxtkm2abZaNyzbPtsi2zLbKts62ybbNxmfbZdtnO2Q7ZjtlO2e7ZLtmu2W7Z3tke2Z7ZXtn+2T7Zvtl+2cHZAdmB2UHZ4dkh2aHZROyw7MjsiOzo7Kjs2OyY7PjsuOzE7ITs5Oyk7NTslOz07LTszOyM7OzsrOzc7Jzs/Oy87MLsguzi7KLs0uyS7PLssuzK7Irs6uyq7Nrsmuz67LrsxuyG7ObspuzW7Jbs9uy27M7sjuzu7K7s3uye7P7svuzB7IHs4eyh7NHskezx7LHsyeyJ7OnsqezZ7Jns+ey57MXshezl7KXs1eyV7PXstezN7I3s7eyt7N3snez97L3sw+yD7OPso+zT7JPs8+yz7Mvsi+zr7Kvs2+yb7Pvsu+zH7Ifs5+yn7Nfsl+z37Lfsz+yP7O/sr+zf7J/s//yQW7kZm7ldu7kbu7lfh7kYR7lcZ7kaZ7leV7kZT5JPmk+WT55PkU+ZT5VPnU+TT5tPl0+fT5DPmM+Ip8pnzmfJZ81ny2fPZ8jnzOfK587nyefN58vnz8fmQ9z5JJXeZ03eZt3eZ8vkC+YL5QvnC+SL5ovli+eL5EvmS+VL50vky+bj8pH58vly+cr5GPyFfOV8rH5yvkq+ar5avnq+Rr5mvla+dr5Ovm6+Xr5+vkG+Yb5RvnG+Sb5pvlm+bh883yLfMt8q3zrfJt823x8vl2+fb5DvmO+U75zvku+a75bvnu+R75nvle+d75Pvm++X75/fkB+YH5QfnB+SH5oflg+IT88PyI/Mj8qPzo/Jj82Py4/Pj8hPzE/KT85PyU/NT8tPz0/Iz8zPys/Oz8nPzc/Lz8/vyC/ML8ovzi/JL80vyy/PL8ivzK/Kr86vya/Nr8uvz6/Ib8xvym/Ob8lvzW/Lb89vyO/M78rvzu/J783vy+/P38gfzB/KH84fyR/NH8sfzx/In8yfyp/On8mfzZ/Ln8+fyF/MX8pfzl/JX81fy1/PX8jfzN/K387fyd/N38vfz//IP8w/yj/OP8k/zT/LP88/yL/Mv8q/zr/Jv82/y7/Pv8h/zH/Kf85/yX/Nf8t/z3/I/8z/yv/O/8n/zf/rxgURmEWVmEXTuEWXuEXQREWUREXSZEWWZEXRVEWkxSTFpMVkxdTFFMWUxVTF9MU0xbTFdMXMxQzFiOKmYqZi1mKWYvZitmLOYo5i7mKuYt5inmL+Yr5i5HFsEAhRVXURVO0RVf0xQLFgsVCxcLFIsWixWLF4sUSxZLFUsXSxTLFssWoYnSxXLF8sUIxplixWKkYW6xcrFKsWqxWrF6sUaxZrFWsXaxTrFusV6xfbFBsWGxUbFxsUmxabFaMKzYvtii2LLYqti62KbYtxhfbFdsXOxQ7FjsVOxe7FLsWuxW7F3sUexZ7FXsX+xT7FvsV+xcHFAcWBxUHF4cUhxaHFROKw4sjiiOLo4qji2OKY4vjiuOLE4oTi5OKk4tTilOL04rTizOKM4uzirOLc4pzi/OK84sLiguLi4qLi0uKS4vLisuLK4ori6uKq4trimuL64rrixuKG4ubipuLW4pbi9uK24s7ijuLu4q7i3uKe4v7ivuLB4oHi4eKh4tHikeLx4rHiyeKJ4uniqeLZ4pni+eK54sXiheLl4qXi1eKV4vXiteLN4o3i7eKt4t3ineL94r3iw+KD4uPio+LT4pPi8+Kz4svii+Lr4qvi2+Kb4vviu+LH4ofi5+Kn4tfil+L34rfiz+KP4u/ir+Lf4p/i//KQWmUZmmVdumUbumVfhmUYRmVcZmUaZmVeVmUZTlJOWk5WTl5OUU5ZTlVOXU5TTltOV05fTlDOWM5opypnLmcpZy1nK2cvZyjnLOcq5y7nKect5yvnL8cWQ5LlFJWZV02ZVt2ZV8uUC5YLlQuXC5SLlouVi5eLlEuWS5VLl0uUy5bjipHl8uVy5crlGPKFcuVyrHlyuUq5arlauXq5RrlmuVa5drlOuW65Xrl+uUG5YblRuXG5SblpuVm5bhy83KLcstyq3Lrcpty23J8uV25fblDuWO5U7lzuUu5a7lbuXu5R7lnuVe5d7lPuW+5X7l/eUB5YHlQeXB5SHloeVg5oTy8PKI8sjyqPLo8pjy2PK48vjyhPLE8qTy5PKU8tTytPL08ozyzPKs8uzynPLc8rzy/vKC8sLyovLi8pLy0vKy8vLyivLK8qry6vKa8tryuvL68obyxvKm8ubylvLW8rby9vKO8s7yrvLu8p7y3vK+8v3ygfLB8qHy4fKR8tHysfLx8onyyfKp8unymfLZ8rny+fKF8sXypfLl8pXy1fK18vXyjfLN8q3y7fKd8t3yvfL/8oPyw/Kj8uPyk/LT8rPy8/KL8svyq/Lr8pvy2/K78vvyh/LH8qfy5/KX8tfyt/L38o/yz/Kv8219x4/Hjxoybb+T/juH/DvzvqP531P87mv8d7f+O7n9HH/zvnZETL5l4Vf+7ZOLfCiZe+rf1/66q+d9VtxOv7n9XM/GVZjjxmvheM3G3mfhyM/HlZuLLzcSX24kv9xN/op/4E/3En+gn/kSvP9GHE//lI/Uc6gk9Rc9Kz1bPbuI51MeG+mPDWk/9sSH9mP460BegvwN0GPoC9AXoC6IviL4g+uuIPiaNnvqu6Lui71b6bqX/oyqdqHSi0olK//GVrlW6VulapWu1rtW6VutarWu1rtW6VutarWu1rtW61uhao2uNrjW61uhao2uNrjW61uhao2utrrW61upaq2utrrW61upaqxOdPtbpY50+1uljnT7W6WOd/uodvau/eq+/eq9rva71utbrWq9rva71utbrmn6b0G8T+m1Cv03otwn9NjGy1rPRs9Wz01PX9OPFUNeGuqafNIa6pl83hrqmHzr0Q4d+6NAPHdA1/eYBXdPPH9A16JqiAEUBigIUBYiuqQ9QH6A+QHRNqYBSAaUCSgWUCi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DqjltEqLzAKSF9QiJaTcDkQgEC4RZVxuVELSSYMIKxA8ZjWyGm1RuEEoQAWuFq0Wa1AFmYUaq0tbGRd2qT2Ie1+LaXltTblCfIx+Ff0VWJsMVaOFWPsaVAqxkqgyJ4f3a5tiMm2sGdier4ArZvZz4XkiBWwoxCdJG23a7ecaUyBMizHGCg3cU7I0558O5E3IjVkM0Gflw4FyIeqR62B2HWqsbmqlUNp95kEIc+nLf0KOCZbfeHLCwUhrZMHAoSz83rimScZK5/IKgK3IRiC28ZHKJPsZmAGEbBLDMeosKzR22OiPLKAwqv2CE2yvKJgyPI5gaEolZESVF6bUQYq8ITIkfACoGRQxltIpZ93ysIkCFdgWrTQQOa8qNVY3h3UQ70l6n8XKJcp71CSyhOEDsRg9uAHSK+flkcR2oYHRkFptJQcNRQMBX0B6vG+UJa++xhWdRl9dRNSMJ1LN5lNSNc+bzCbMYB8DqKjJs6cbspLkgghUVCmx7/w8Jpy5/CuGx8Yefr0Seh+9ovV9Z1x55TGkCsd74q44z7ZzaHoDfd96Nr31BvP/ejnZ96BD0Bdd37swUMnts6e3m9veODdr/Q3hbBs5o//lvxEdhMwgTB4Xkx5yDyZp/JcLyeTG8yGMJmkYnRSlTSXyAJVUJfM66nnhf/iPxN0USpqJhCaO0Q9lpGZIkmrjwSU3OyQV8iviwFdyBUiQutDMAQcFzUyoPG9y1gi1nddrMieYsk7WMhaoyfgi/Brkk1+WkZiQsIaGEMmgCRVTpYvyYsvTAprGAmLz+b8+ZqQ8jWREYCWw0mwSELjkdTmPwHptUunDj8+fP/vnj51snrumS/CnZ0Jx5TGoCsT74q6Ej5HJPq3P7pfkAT12jvVjdVPuvPEzVhQ06ZNCoocfxMAWUQ2HThAEKSgIN5rsLhbra1BMiYi20pm0MYoGk0ZIOq4jDMUDgcNvNFhAILDAfhwKCoEw0pnyBkSlMlEMBx28QIniJy6xPNCNGTwDwVDIOwMgRCLZBYyAMKg4BvDAs8mBjQvewfkorMpA+S75afkpNzaxPN8o7L5EQHylfGPj7v4JF/iSV5fbs5L9oeFGRv44PwH+Ak2RORSkDRj7BhAPma7rAHGYsgcob6ApFsACI4xfQFtC8IVRolOKSKBx9C/Mpy6ZMErIDz+h8MafSlcQXs1WwKV8dOHdAVrZfyjg7oCPm8h9DTxTmjitJCu7SIw39QOkSEjzYRgO4F2OqiCSDfoSAOEbYRweODa9Qv2H3314Z1/qn5/7E3NrJ6Y4y+B1mtg231fW3b1rPzBl5osv3l56lrZdKOwY0HvY1dFss/dsOqH5YCztILsuCPma6DGfkLMOjl7xtUEMbZ37Fnisy93ronU/OC94+/JziDf7AF7jurcSnWGroz/XHQgdUV0UUsO/reHalH8wE3o9BqH0+WmZDZIVODrR4HHI8va0Bc85khkbCSrr0DqmGYbx7A9+KFoB8oBkYe8xUsQPRCynp4UEJE9WX2bT0lwRmiObX4bCsnNHwhJyQl8gFwhKI2dL5Zio0W2OFbEuEZir3u+GCR9DRDZd93ic/m0Fj0FyBH4000YzXnZmRUheve2B6p/Wjaw75GNZ1akbh87/rfqz/4ET/1qzhbR0pSWravOPPDSR3997fS/HV19y4nHYOTP5+CuC35DDhDjxxCGv4YwzIEAOCPeTwtIl4Kg0pUCGr+hQBdUzaa8uegsuHqoPrpf1WNeRC9RrVGuUW2UbZftCf1exkHRwGdUImvMqJwqn81p81EMrXE5XMjwoQOoZEqHymQ2uygZJ8PopiiZPQRMIRUBFFQwLKNYz1tAt1t3SkfqrCGKp4IYxpOgHbiE2FEWhw0EPhw4rsCl5DAxJGMxXx5JqQatvMctRUnKI0UQSVw5A34l2K+++lrPp0LzzWr4NlwPu6Y9Ur2u+n3IV39u4p2tD67/8qPzFpUCM9eT8+fkGuJ0oPqL6vlvb/v8HHXxwsUel13PLxiGW1+970dZP4r1FRRXX0UyFMDvjmidugKsjP+niPZu65CVuNEKgbVVXuR66B6uz9RvHrJuszLayvi54zp9BrrR5qCcmDpnAZKgi6atFhI4IKFhHToFKF0sov84NiQ/soklQk46UKBGL0EOnaSlNQ4tZ0TfD+rCcpp2GTmOwxI2GjkCEjqtwmgJc+yQERp5o0XZ/Aq58B+DcalYE6hWisQIeldI9fLtQsnqyzcNoy3Me2ivnCYlmeKoPCFxaFMRj2kWLfP/3Wb3r1COLVNduzT4Od8sCwUCQ3dcfHqJy89ZiUBg4E5yxVAkEEWyOwkA/WMkuwh887CFgxEsuoeR4yCSmiRbJIp0UYPsgkubsubmwADRS0/TTNMNsv1ct6kvsAqsI24BtxEbTTfGdhD7iKPAbjFCM7BpLCaLmWIgQ6g0DApDNOUgJcG5/G6HS6tAgnMiL+wM+AWeMypoRdgVDkcCAuI4LjPPmSGBvpdCgSUqCRNWyJWi1lSXr8nEBfx+6RB6O48PCQIPXeEK+TXRC0iCAITL6TSbTSYd0oJgjIY5I+8SksKgQAqs4iQRR37BiPyIQVVyIfVUiOajkDH1uBHDOngcBVbzoJk0V8iUyESNvMAbhaiyQoQOPiWprxiLWZBhCKNWyyimiTAGrQJ6VC5KhoL1ytZ/pEej+sIlLW+n0CNBsiB0UKgdUzTUjmCkFf5vHNS2dcSqVPBF7iX+JPdtXgbKCyUrLKPrQb7LCCcxMgERBvpIOPEcxeU8RK4tT9IriHvgf6uvXun/XCguYMYWq69f7QfjF/8e2VwdY7tmK6siMzM23QsD0amDatn0i0vIZwJzbr/49KxwIIHANPs2cv2Fr1ObLt6WDzS1kYEA6WreQP6xwR7APPw745/ItyB8+eA6cZYOzoNEJwujuqQ36SuAItEqa9Hk9Dlnq6voLfr6qB59j3PAy+ogQ5Ug6QK80jfk9f7CtZzRKB2M4LQ4BAVBOxS83uzg67iwazWcBoNAC4FWgyGkYzkdMkAWgQCfoNazHItP0OtZL8aIzecDjEIBCIFXIIDotf6wRsvqWV2PFpwkPkNJA4oeIiNq4aB2mZbQVoi3juwJwAD6tN2iNakv6Qf1d+gf0sv0r/kZLa/ntXq/svnpCXRIoBhly4g+QcuIgJIahI5L4CgV6wAZvQwWExBADzA+tP/oYS/fIrr+d0TXEVAKNSAcUUI1An0dAWC4zMAJD0yjqA99kv81pzEOUAaDFR/KE+/C50/pSgMq+LJy1rpA9Whw7Fz1M03PDKbazRSE6JAFurK9vSqk8U3Ezly0qSgLBGSzbr/wNerui7clA7kpgYCSXTyP/K9WhA3MW68fPyc7JbsO5YEecJuockRRaLfjjQlRosMqdYarjL8pWtCBBcoF3Gpik2a7U6bPKkhrFjD8AIUiO2JqnpJIQcridQ2IKCFDxw5bbRm8FxleyKhRML9OCuaxGArfOIhDxKswlx/F3x4zHpm3AWKqnm7CfAexUKNXSxB1yo7jDyE+86Nrq3D/f9z2q9uq3/nh4/sH12+6/fq1s28YeOK7q9z3/uGGX8PvQ93tvx4eq5I3zZW1FO79rDrnoc1b+r5CNP73/Th/Gf8+ittBhGsn8pxG8ZqIEnEvmtMVfDafvVnf6m2O9MA+e693Fb3adKvpS6anmadNLzEvmV5hfsz8ijECVyQCFVrGoaCh3EGbdJzDBLUOhS4ScoWBxwFcuggCslbH6SRka3Whb5MrUUbggsuAA2G6yeOhTQTynNpoWKdl/QNWfJ5VRB7NiompG4c9tzVlFa03WvdYz1lpKwavMjakhSg5jKJwRLD1cHQTSrqHYwiJk6G+iNnp6PuXx3s4SUuRj/onYlrb0gj+UtqOidOEp0F4u0QIEGdCGvF5QzWyiRMDousGvrhWM7ZWNaeb13svWDvmqwjLr656rPqzsekLp8Qe+PrKRUY7sb5675CnIYkcDnT5+C+Q5XmBQJoINC848EJ1rKy4eH95FXL746eQXhxIL36QhPeJmwx/8n7uJXwWr7Wga7Q0WpvtzZ7mZA/s9fQmF+oWeBaG1+hWG1fb1tqv99xqfMC42/gi86LxhfAJ5keMDQSSSahQTyjJqDE4jG67y+GGap9Hk0yEgS+QCAX8gPRCm93u8ng5j8ebhGoNYiDnRN4ZzUCXuu6c1GqN3WPzhnyJk0iRRhAiSTHtc/uGfMt9pI82Eh63W4H06fXYyJSdj6pTYY2ajQ7wWKU8Vulu/hRP8BXyalHdOIRMg1enlNsfmVAhSi9g7LOaAqVsFuVnNT9Twokb4m5YaYZ6KIKx7VeEoFo+JyXBsX+t3yuTEOTdpAwEjv8FZx7IRKU9+u6fHtIXdJdnIJeHoUkoSFk1bXRC3uQh6SsgMX2Ttf1q7djN6qsXBy+aMsuURNMnZ27qPb65sW9uddFpj4rxCQ+/umIWZyMeq147PxJsQLiYfje5si8ajtKB5+/ecWN3unrts51kgHiMaCfe+ObyFVDKPb6F8LED4cMC02LBoFK0ECV5i6LF1KfoM81nVqlW6TYqN2i3q/ZCLcvpHayO0SImyDAuzsSZsB45zkRYEGEQO4DC9B1AsDoFZw2bOJbsIV42lOBpRGjHIeWGKbgMboOnoOwOuBv+GZIQvCz0WMS8vbTcArdZdlrQx4yfPmJ1ZCzMCcRIOCJzzMpwPGdVVqC1zjXQ76dwNBkbvgnGRs8ny2iPZC7qIL4UiKEB8SdiIZ8fvWS9Y0X2YvH/4Oo1xSmQwlSGEleppZB4L5qQBlU4/1Dk2IIJ/SIPxLbHav9QKkn6alnjZQqFKMT4YC81dZWf2PyV6n9Y2pcxY8vUq5aGYMPT/zE/JJtefcRhXn2z4iI5NxLElGHgXnJMtvURrI+/jr8nzyF92KFH5AxhbZSN6RO2Hm6RfpHtmPkYz9SpTtCm5dQuyEGnw6612Pq0pEZrI+V2Oc8g10kTcrvZTtgZUCqXimOvvfYaxnNZ4lPJsWQ6bRPD6lkOxZ1es413mIlPHPRin0mL3ml3M9qOuTZpCwnEHzSYMTjsNs5ut9k1dnTIqbZpNaQdsUlkn+hvOCvEUpFR79C4iB3A4jhBrob2WglzYGRsBFcLJbNDF4D/vmRTiPVNmFkB6bWmiFhtu3BCIaLFrvQZSnYlUq1diVRrV+qVaKNjSjXpyyaDOmZ2sB3WnklVKgjFOJntURMtqr5pcjehX5WKt2vhF1LO+JKLahd1wzWyfAYF8AUPjLURKzcu8VpCykBAzXvWXViDY3d4fIT8GbkbZaF5yIuLiRws+lsbpvmPoWwyD6MgpgqrY/5osA20BUrB9nw/mAZnBNeo1qjvM92XezzwaOaJ3AvOfS5TLug3UQGD32NR05ROqT57QAVVzwCKihkCnMEQCFTIg8eAPNrroZsqZJdosFh0KhGds1fUqQzN4QAb+DYcRqnrIeAGhvHTR42F/QZoqBD9otnOJOOGlB1+bId2X7OBNzQrfasnUtXz5WEJ1XbEGJy6kh3XCSxoL0pOaOGAxNVj1tGRWvIllKybPygLSczDEHkYmSiIQuHT8ijygUDygpJflHwdQO6OvFT443EdIJjNlHA1sFYalMpefJ6WKoK0nJisEZI/+x5H6hlTANGDnm+UC0W3sGFde/eSWf/2pZuvbe5k/bMtBpfLM/UpnynR0JFdSn5lbNVMHa02uDWDhjs3tiZCa2f+YHZq17IH4fXrl0yZd9uBmX6Ls716zwPZZKZ/3avYjnJIf7cj/YXBY6J1rhpCIBOcRquZNRo1MgD2ypY7p2roYAU2i3qZCpyFokqTgR8OmqG5hcUkK8yV8F5k0fHd7H5cDmStUV+cwQe16NVTzGmGYCwR39pauR7RrtEZtbAzMFo+H5PqqaOIm34gJHHGjLEOagaABRjgJUFJzMwv1QcnioXZKwSWI6HzqqVb7l20o+MQ9D84fNO8bENbLqDj3HP6r169tk989BPbhlzvwI6+Z2DbKyv6py4tRnJhu8mgYjsXVT+6/epbOjCeI+MjVFm2DsRBEX3lXREu0tqWeTVTaZEFoV8VTrSCHCwFStFSrBcgphZYA7ab7ozeGbuv9f7izujO2FdanoP7jHuie2L7WirwOPGK8UD0QOyV1h8Z32X/qBtlfeoAZIoIAwjSpFIlV2qKiQYjAr7q7ENKeEAJlc+QsWg0uiFAAhALGLgA9tiBgCF6NrY1HgcgNdVFN2MDMPO8Er9WUopKQrlXozK0YSOowI5D5GFD5UoLsDLZuBUh+mMrtPrakAW0XWEBsTrKJ0BeGsXZYA3hUtVfNpFwwFrJH5d4RydifyGG2AF67YwE+DIo19MGCe/yf4R7O5TgXg/Z+QDMXAF7A1WunnSxjN4cyPof3FecYnVuWdLdMW3V3S99bXqoLdRv8zu1JiXsq96dcrsDPU95TT7f3Gdl6y58Y41ZxertM4yflhqT81f+qi+3+ZZHofd7s93xz5aEBS8Zahu7t63ZI1a33J1qcE+HNyN9JxD+70H4tyML+KNYLLoWu+aHfx6mVBqaU7lJuQsGaZ/Cx6QVaaaflRMKgjEoDAzFKNQOL+H4GcClwrcBCdSBCnHkuGikFYq9y2XYXkxqleIsg+2F+VDthd6CYRuyGikhQcfMa6NEXIctyMOVdFIKg41FB8/poM43YS3DmBNL9jJRtzVjs0JvMWPdm3Ekxx95CL03VnNXwzWTsuJaZckqVd9HJ2wKlyeRP0KfOlGXnPBHddvCaZ881E7Wa+9QZOb3dT9Ydt787t17t52Cfc/NmRdtOXB9300Lrip3uoRU8Qa4cUp02qLOubYdX9iz5hnY+/pQW1/X0pudXFSTuGZXh909dTPyM9VKtZvSIbtqhi3i7NMtUGFzIEIcAqHcNLfcn/c3u1uaYSvZKjTbemBXvqt5gW1Ofk7zNc330NsU27VPgCdsz9vebjERWUMW8XUIc3qtAoVbQWsNpsV4vEL8TlTmmnMgz+aJfL4ChcO55XY72ouCLYdOt9o4m5TqWG2RZ5um+kAzenG1aHHkczmHHKigG8WSZ7mpMp21ELZZWYDeegzaDlkVBW2FFA9bc8/CCjldtJSsg1Zih3Unyo5OWSmrpWDlrQVl/+zL4snAGE7fP8XLkiMT5GpspDwsBfgxRLNGLsuPNrN/EJJWaVs2FDazf0HPRmv+D/2ntWxRJrFmzOFIJaxZUW2lRG7i66Eib/Tlzbm8ZFsTHnJyASVNE8Its57+9+1zhzpyiZRTJlc4TVmrIf3mDs+0zuAN5x9bPr8lFs54dOrW9pXtX/GR2mpT9ZXquw9OiUeKDT63S0bLjMmpDa+RrltguPvHB/pbM21NPkuzUqXtu2XsFkCOP4b060V2lAGdYBbUY5x+JLarCjNRbltQt0YIZlA5k3DPyZmfoc/NoZA3MJtpg9ltlnX5pqmjbUwXGwKkrINpLbUNthFtbb5GEuvHA7dmpzbSPtW0Vruua2goZjJyJpNxRsECryc+LFmgBas41NEi1ahl2B50MpcMPZItk8ncaHNONi6jZNY563th70lYROyAhUXRGWppSYUeCu0PkaGt7kO6hCtBuBNigkhsmP3RH6TlvuGRkTJKf9jRsrSiJRniSPn8iJTdSs4QkYHRUmn0PFZXsixZWaFuaRPhC1dVkCuNQQ/tM+NFFKSaUH1NC/3gQgPSVgirKx+s7XCow4rkzbQX2WPNL0qkDdafSXQuSApQ6X7Afc13v+CaFu/Qq3XW9JtTFi5+/5O/3jz7+sNtJse6rVfPX/PWPXM7vM80enMzC9GIszAnV922rOv+x7bcuOrhTvLqG1qzi59cwii8nFZn0PCquC2wYdaWk0MtQ22rw157MDJ1ZVPotlnzv3a1Ucm5G99f1Viw5z+5Op67uDowr2nKmsVtuc6AAfEIy/h5So7sOwuXiz/Oedqjs9zXuG+l7lPIaQ+cF50bG8qTQFB5WMEvhCxhTwG0JkvpUmYa6HP3RLvi/YlFzBrvOt9mzybvfaodnm3pbZmnVI+7n/I8kdiZ3pnZB/bCFzwvePclvpE/rj2QPpA5lw/TkPEoEppkKv8cOJCnGxLxeDKKaDJiMTG9VinYhLMHeMg/o81E0+kNSUarzTl9nA8jxen0xQDIJeNcEj9NJuPps5mt2SwAwbScjseUPEqecdqM0KXV21TOXNjnTMZZ7V7nCRLRWnhI1CTfi1tyTj7Ox3PKFa+QffWySI3Rj56fLN6B0mb2HKKMKMG6PJzW8uiJqt2lwDoKUDKNeCSmkbXAul1bC67D5ZukIt2kodfqtHUXMOHKa5kytnwV9EGJJqEwS3yjenF72+K7iuk+4Q69llGr3X6GC817squ9W7hdrVf5S3feufDvsJfjrDkaDsjWXbztB93X9gyIuZnVec1GRqe05LV285fXiqn4TPhCnFPpi7dVP6v+glrb67JojWS4tcafiGUIByoUT985olbqCxqU14tZVt9O8kbex5eiPa6Nrjuij6tfUO8x7+H3R4+5PndqeYPObFGSv9zJQIbR2fmzO3GsJEWxUReKBoMbkG9Sxzx2zoO15fHY5b8EiM7sR8gDwbOhrWEzioXmneY9ZspcIWKiyYLyDtoeCXvYIUT6eXtkku8MTy6i1Hj8+dESIj7/G8OpmzWuXIF6X0ksBi9zsMZL4ueJK2WPeM2b7XPntRXnzb3tLb1BqdcnSt5dL0wZ0O/ggh6dSQNny9bNa2ubh3+rmbFCm1Fl1AWu4qqf9TUHCvDXXT6zF4bzmKM7kUzvQzJ1gL+JnUDU20uv6CHDQ6BizKyKVQdUXnULyr9a+DZbm73k6ge9EK9ZbTTd4XoR7DXtd50Ax4jjpIAJp051VonZBm8QMkpRxyH6qOZKonKnco/ygJJSYpn3kPaozbaBxxSUN9RWSnjeYDtr3+pwAKDElLN2vky5F2VfzjDPknuVQ4htOsN4yxucl+Q9I8a+PYwZZt0WPpBM4V+wSrxEjQ0AWUA9fYKxK+hknUbmLwH7vupRh15pYFOtoWVLSj0dMwSoNZvsBRWciVjhkyssGoM2VDY8PiXe0xSYRT453SJoOTLYKtV1uPG/yX6M4tYQfEN8ydDetVlHLEzMb1hYnNv951ky3azfzCKAn/UH/cFAXsjl8709Qre/u7m7q6d3gak8ozy4Ub2puL2wvfOhWY8qHuV2tT5Z3DnrGcU+9XPcvsS+4nHL58W/d3u6uruBGoIev8PqCynVeaYFgm7/WcoHz/je8RG+Z0xWay6arPmiaDTJtLTEWtu5dvy0tbUddHfHevq5fvy0p6d/xtnBrUPpk0g7BjCFBGLEIB+SA7qnu7u1tUUZ9pV8om+nb4/vgE/m2xtSRWeGk9H21v4edlaF7BNV1r1UFJ6OvhMlohUyKjIte6lWeLoVtuJn5u69PYPRGR/2H+qxzIzyrXwPH515hXeT3Nt5HAYR08G/YxdjtVWrS+qN1SuIoIi2OIZe7vMmXd7l3k+oJRSF+kpWPY2uuT8JCDeBWrFDk0A+pc2pL/RzbKGnMv7RIbYgVMb/85BO314vNpGT/lGH+0jqbSX/t6/Ukjrom3ScNCk9xutcAcK97Yut84cLU1psiTsLC6Yk0tke53qLRqFS+MOMwdv1bHdbv2WY19IajXHwqwV729hJnYYODG1eMXP8VTvrTyvhXHJ3ddbrXde2z0g2LvvGGx0r/daegriyumO2oNDSjma1xfzFTVMTsfnw3pkcrZEr5/zX5qt+QjyY5Wj1VY+drb5H3LUszPIaDFoIrCjW0phrwXZxl6EtcitFLHDPjg7lSJVbFU/lbsxRASGv7lF3R5Y0LUmvUjymeCL+nOKF+HHtuZyGEjiBiESjIBGPxRq0vFUJIzACosJZ/hkcIR1ezouB5nB4oyhCNsS4Bvy0oSEWSMvloOlsemsmA+hYtBYid/J7eIrfa1U5smGvoyGGIuQZB3RgLBli6WjThw2HYpasg4/xjuw/RUkMo/PlywNlzTlI7kFa6bosUgoTzkL4VKpJgxpSaqknDpF1lgzqmZJ6/H8OI1C4EEZEHXrgQaBJONlC3FkrL1+BlCvRIf/nQHoJD77bt7Qvvrsl0y9sY3UKpcqH4mjwkW+iMLpFY1AHcw98cdb4SRvrb0IOCOl99qtdK3oH2puHqnOb9UpW4chq7fz/E1PR2fDFKAqimburF6q/IO5cFtZLCiZAE8pJv4f0q0Nc9bjoyRhb7cRy7zbvHu9p79teGdsKaKFVoXK2GCixKZvB61+Hday0F524DEOdoghqtdfUYlCJ6Wxmt+qUilD5PNgjS9k+ls9RFebKqnoCqqqXcvD+kM8wkUtKdZpY7XwKn0/Vz6fq51NXnj+5nFaG0hoaQUmCbCf4Sxl+O5SW0r4xuKPnaPU/H7vv0fUv/npG1td9oDkYcsa3zWoid/fdOfjN6qsnv3nLjr8eHc66StXGEw1FwX8BJrdmCrgXiBiXV/tJ7Ld9yAr8R8yIC/jw11+gK0wjYbdxnnGeeYjfaN/OPWakSX+GZQmS9Wf0eiKT9pNUKpTxsyRF6Pmo2fyhXohaLG/YQdTn+9BB6PU5u4NzYMzb7Q7fWbAVQiJVIbuOyOUEzVbIQ2IuNFWjspwVzGcFXmvPhh12NhFn8DsYLKTdDHQzKUZkljM3MruZ/cwpRsGszhEn4EngIHuPZhEfyaJA23vwUgmmJutakjFZj0eeszT2O2QM2BbOj16RNOKV3Mu39WIMj+yBLRaLW87Q0h4rA8fQmDGQpmtYZ6UQGqIvW2irg9voRCdMJv/07XBaMbHm3o6lK39w4O1AJpmxx2cyY+8rxbmB8zbW3bzXmXK72xbNbsqHfK5EG7mq+VvLp35lTfW9X5/RCkeuTrsDmkCAmPFFsm9pSM8rx0KNHt/a584uH+g2WHuQH/MBQDYjHXpgi9hlCCuh25XyLSDnW1aTK7mV5pWWTeRGU4X4Pvi+R2PmEavnrTY7aQE8nxMsnKXWv2Hx0IB2qZPqkppUV8iY2MC2yFxndW6Xe6ebdLuB4JHRgtIisIbdCrhMcUrxG8W4glK8B+BWBhxCBP+QyAnuaMolugjXh5ZnBYtX4Fe0Yc2cHzlfHmHHRmIjkB2pLVuJnEJM8CWFaHSjjRY/crikwLMQqQ3X8GukkR0dLZdKl/Xn8QU98ljbtWcuWwED4384HORx790fDiMjApIhW2p7LV/bq+rH0ZfF+2PGgk28tLKCfZghf6nVFDedoVhGX3JX8He7TizNt0UzSWcgHGYZpcrcs7ol85dnDUZPhoEN5O6xn8CnljW3NV/VEe3XyNXld3e9Q+zqF2xOraMDc6TxccQ/P0d6SkO5+IBcJdcow/IYlSSiVFAdbSxSrYFi4zRqWuMSaknjOmpd4+3U7Y2PNj7beLTxb43G01loCfrIIBuPt8RT2f74XqAIBZRqym1rhI2yhNltCCmiaq3PYrDZgZ21u+2kPQEJwpCWtSZo91SDKo1sUEe4iCRBEmfhVl+B1Q7i7gr4phiPWs5at9rPAhtrI2wfKgq66E+jhC46jjeuaCoqRk+hI7+J0lFL5gT5HIzXm8aHbxpA3AUlaexYefTiaPl8zXcVkfKK+kI5iQJSfRWmXosu62sF/Zukgr7U3ScZUK01Eqfw6ACSe9pJTCTooVqhRqrREJ/HA4q7pjUUrYmvdw7tntcyt9lusesDjW5f28pkvjc595aA9Wtfbl+UsIUEFDV+vOmBXNDdnHphW9/gg3N5VifAgVtXtXWlkgvKd3Q1idftNKs8yIZCSDdbqUeAA656BcjG/+eQsSCrjP+PuF1XiFhzVsJNuEmv1q3zsn6735EiUmSeFQmR7NRNZQctg9YOx3ywQFhsWWyd71gJriWuJddb1luX21c6NhAbyNsst1nvcN1N3E3eo9th2WHdSewkd8metL5A7rccI46Rr4Mz5OuOs+Cs47fEb8kcpGga6JRagw1YLYIDmCxSdUYnLCeHdFB3VnxEuwcrDqUYTno5jbILwVRrnRUEU0kranei1yntXoPlBFwNSLj6EHSACuwQWWhQoSTAGRZMLPUGvdeELcLgLKH9ucO5PG4UOSfqnI0Z0wknY+JNl7KPGG74gDE4NlmIK7HnkUPFZZ3L8g+rwFbL1rFyU60QN7H+JlVypBXvM5OOFJJp2kf+04IOrsAhT0pMG7rL98W9rEGlNzS0+bqeG+qcZv36fdy2A7dTj1Q/vnns1ZxdY9T65ps33diVbVlMOPqTW2t9/uPfGh+h9MjORMi+AlrG/yDepNGX2vzTQoPNu8DTwa+1vBDc1/xq8NXmHwZ/1KI2gzwgbCiQFUPFfK9pmn8gOFBYElwQWtC8pLCg5f7g/c2PtzxRPGH+Qcsbrf/Fm2iT2US0BFuagzETyZmCIRNJmlqCFPQWW9JBnYmEChXQn0BZhRZSolqhgOJZgIIf7XCcggKwwL3AC1KQAhmUcmijUa+qlLgjQSTeEKOgQq4VOZXjrHOrxCrcKlF1o4pUWTsq8OLBtlpLOIwNYGs7PzKM+wuQAsY2I0mXNn8sJCWqNwovhTBFQ0xRI/7DtQKaMWDmryhvSgHKwF+eFTbAkJaYqI5OFkYJaZGoDMvLQlc3TZ3fmG9tjbtns9FgZvrctNNlNTqK/gVzxHZxbkfilnsWNGXaOtI2b5PZwTsb7NOW57wZW4i8pvjo4a+0zEgW06k23hm5t/pOR0hjmmP6ckui8MUvP3p/tJhKd7CCWtfkuhau6E4okGsfl9ZGfyVbZwgCDgA9DXaCPUjPbpEhBpthshk2ByrjHxzpjRGw9RXihyACEFCHy1npvQlk1yPSe/8TvVcOdu4FgD8MsT2Mv3OkNwShe/I9+HzEGSlCOt9V/1uvob9lEpUE9AGuN4R2l84HBLQDILPLgDTTM3CQgCehDqAckrjpEJBRFag7QgIljR8chcCikMtOodcJZJKdAJEb9BG4QlocKyJXWhwYQ3GvKLUOjCG+4amP/EA7BS66ydMXRRm4ANzUaczbwDD6Xm/L1gE1EMC6bxN/AhZgJl4HVuI1MWPxwTTcTpEkBKRZqWBJpYxUQzuMQxKOac4ZVVaet7oVKQWhuJ09Z7ZYZj5cWz4fO1+e0XVt5/ugNDD2frlUKNQbWaSSTXdnd2dfJ/RZYb1oThPkZTUceGOwMXXtzFind8HDBzqXLZ/auWwZvAsqCN+3p+fia49Xf1I9LR3snLocyW0m8e/Urej6tejCWw5CXQX+7BiHsgflm7BCPnGEeJJ/U48eHC6xkD0B7wc26D3YJE0FnR/7dGQUQx8LCecTk6mHnEZPJ/OQFY0K0mBd25psVWiaxoYa5eTm+cm2LuLf4bY1iWJva9zB+5ZUt8EvPvRAa6T5DuQ3fjc+AhtQZFOBoGgAU+Qq8pyOgeuZO/C6q7r4CnxqIuhJDL0xZbzs+9/ftfyqzs7ly2F8Od6h3wk9kWOy1Qi5cfC6yIbdjDITxJtQBm0E7HfR3lbfW3GDXhN64JdH9QHBbwna4sFIKCs0WpqsWVspWAz1W7tCi+zzwxttm8JGhy0YpqIuUwU2Ibx50U7UqDQuHAlc2IG4KvA6xIQSwVcJLwiTThCtMaCo5PdVaA+vO0RZGyq12RzkXgbGkGs+PyKhAT2SgvnkInyNKtVSEiWkscfGRfZ8zpDjvXjFi7x8NEfK+oifXfVA2+yvLip8a+7gF/tnd721r+yMp4M98zo0xmwoYs36Zm3JZ2Wrh19dsrv6cnVkeXHW8sqa939/GvLLOvnum96uvvP7KeXuxmZzYt0FWPne+nSLVG9CngH5hNXACT4Sm16nvmshguoUlVZnNSk+ZemlemWd6k5Nr7mX73f0OleBR8Fjaj2l5tScmVRrnCfh88AKrPBVkXdc0DldTsKpUZMkTeCt0mrhEZ9dJRoogqNQCmgheI4mIG9RWuvjHSfhenQRSvKrR/UyqIZEhZCLGhf9rpsTueUcyVndJ2CKgPUpnoFRZOS1Bv5YvWMUL3vhjlFp3qQ+/TTRAiH5bknoQkN59CPA/g2yP6wl5RGYBbU1DDz/NVGSQVKHHjwcQfznWApavvvN2TfP23FNIDP75qd2fnvJzhuqB6Bs67XxZABS7x49ddXim57Qf3Vg7aFbVv3w8Q3V9wrzpHUHlCsjeabB22I00pSJNjeRSRjSexyehkhTztzm7RW6nb1NymjMTwnyVDQUpwQGVAjFMVgK7QwRoQpcf9SN3CmrPgGXAw1cfXgPA5kK3HuIlcUr5NePupk/oz90AqFQTSiOuDVQ45fElhFTMPVu0g6BHdor5C5RJ8qh/F23sWRcZiSN1iwSJaxOinL4/HB5dJh9HyUHI2WMz7Hy+RGcLCAmgnu9620juNcOgRZzjXxuQmRyOjQR+5C3MPN1tj9BMHHalq/N4Mg0O+betHppd35pPjxn35q7nxmaUdi8PjH1zRff29QWFZOCOfh4U3uya8EDxHsxLtR070DH0pZebut1j66etTnh8aaKC7d+9OSdCVe6oahkV5XKX7r+mUHkD/wovlBIzkokoZvEFXMJ2K6GcjKgSZGNVE7WIm+n8+qUppvoJ6fLp9O96vnUvep7NV8ldstflr9En5Kfok+oj2l+QLym+RnxM837xPvkR/KP6Pc1XgBppVqmkTOUAtIMpdLIlWq1Rq3UVCAQ1QTJEQSJDlAMg8cYlWpOiV6vwFNHqTBJaeQV0iMqaZQcnoMfQwI5YfdRpTLMqNELTpFZRsMkvZsm6AppFQ060k2K5HLyRnIbeZo8R9JkhTCLSoZCH65QMPgvrBeVSkatZpQfKqHyJOkCDCDQB+mSEEKLUhtWs0peqVVi1Z6fqGRJrZMzzpcHRmKbPy5DSzK2+btQQFv2E+nJ6dqTt6Xde2WIFx3KwyOgFCsCnPSjsIke4lpXbLtiyxm0FyT6o0P/arRzGHryKDZi4umzoSv5TbWrkYzfVf34a9knlvz2y3vHqtD5PPnNi0ufr74O/4eYObYf+5oZ47+lFLLpwAO+IwZszijZQDV4UBJKljRZc8nJ+F0Q+ky8XUf4FCaDQFIo3utFpQdwHg8o4dYRJA6d2uNBWhB1hd3kfpIg0bHDEFACngtEakkiXm/x/gZZwKtQBhSEBfigoTYviddNMdIHRhE7KMeKNahf5iwm+twK+nS9W0+jolSeGBXztFFtHrnUmI7nqaCH9tBOYrKeJPG7GsOrJVqEggBTq4Hizm9veKr60ZPr15Rifrt+bq4wPdO9YcXAZtn0P27mr3tr087qX3bPzsZLakVXvGPePZveykbI2mzZJwjfNyBZKcGXRHNSBn0ElFHUYpLgSJKglCQBlBW4+qhMjgQhxy4DyYDUMHicFpDWw0qLinqVtACSFIAMrj8C3QQkXiV3IZfhJ4y1seAiyjZrS4O4TDA24VF3y/fLsUctjkjCmJDPxDc3wRD04MwSPk+8fnFkiHiw+spdt6WDsumJz19LUP1ZnKOTYDryg6PIPm2I4jWDr4u+WHM+QoToIsxoS9HmTKH5DZSbRUNJrd2di9q1gGryVeA1h+SyJhR9j3Ca3Lt6nHS5oUy0SFWsJFNiBhmSsbaE3sUms5MkyRMoHCfRGeranOIgT/GWwgloqM994lns8+XROtsfPT8mhWF9raFR0nQ9i8LRdzIE0PVFcGnxOxe4NPmJIjJ6dWIFXBpUerZUemvf00em9zQs21C48N2XXps/tx1en9UH2yJZe2Pm4bTJne9r7c30dRJn5uye9sRbL946dGeT2/v4HTOOV1/50rI9U5JfDUaXff3qmaHOL/Ru+XPcm/7h8NKFHYu3zdkp1RVRKka9Kc0Y+sF/i1NjylZlwZKz9iv7NIuU65TXa25V3qd8wYpCp9/nI9V6jUPtmeWwPedVkXhe7haHdbGP1EMb9AeA1+Mz6BEbXHmc9CEY+bx49ug4QPwZQpWvQoiiwUDarFa1WqUwuzyGHqPLhxKw3QhFKVHtG/IOJT0lzx0e0lMhk4cDe34vtSWcP/8pyp1QSJ5o05ZafJAPwcjZTm05U4/KUu4qxC5rGd3ObjmjLcqkVBZ6dPV5ZN5Un+pJk5eGfFAmi/wM2V5dMme5XaNMt1bXKXPR5jXkdxMJMi8qx46q5mvsDTLGWt0Oj66+OeDkeSFCBgKMI7yFuu3CC/MNne2yQEAh1y68AYzDE9XuWo5bQXnHjcjOUvDfXgGe8b+Ia9RsyehV6UpumVuepJOKIdmQfBm9TKFgmyDvvVVGJEPJMPJa/uZQKdyjHwwNhhf5l4WWha8LXRfe6N3u/YH3A/BH6vfeD/yf0uZwN8tlLCFXmGAA42dCujClo130epqkK4RPVLMKBw3krHw54nzSAShzyEWLTR8eCiEqkD/idQw5nXgq1ORZTqdoSCflJflD8t3y38j/LJejqNIo8hCRez1Ks/S4dd9bW5H2xqIVcs3hSCRsm6ImmoEDhMivgTBwoi1PrkTPU+TKI2EdS7C4UzgIk/A3uL1bB11Sl7cjTDgUnsaw1xNhYz1RbIHRl+3oikSDtWenbY+NsJ1u8vCeRmXzllrcwSvUI+dhbDR25tJs8HA5OSrNCEklDqlwXL2so5suFmMC9kVlmLReWT4uWBtGEWVDxintaqOZteUUqeiBeVq9iztYG9PAHtiPDta6ues9xqQvGGqAPlK+q+HY3pbA4z5mSsa7bsaderN74YuwYVPkwQub1CuXBsG4KbdcRRXm+ylbdMfTMjj2l+Wbxz7OevLdOmW1UHTwWu4rj1S/FBi4i1zTFw1G6ED1pRURsbWGo4/H36PekOY13hPXtciLiiyTMqa4tCljLrpa3AWvGFygWMwsdq7RbIK3anZotgWf1OzTfMu4h/uG6TnzPu/nmjGvXZrMhG7ggC6n000r5G4XHssMm3m9nVE4zZwgVyhcTjfnrvWMuPW4BcygQs7dnlUxzkDY7WRFDnInyCzQwqVHkR04A8oTBCG1dkta+ttoeaL0hLs/LhveuqzAWMD3U6C1RVy0/+eu+3rnNlEvNU2Ue2sayNkk0RM+FfGkasm13q8Mbvzvffffu7gl0xOzagVXy4plh2qjnLO/UKWqo798+OYFfVd1pOJpt5FVGR6HU4mlQ75AtCbX7yD7/AzJtRUx3BsNAUUwMC84L09FYYSIoiexYCweSyQbYtlkLppvlzUrckzO1CI051sKxdY+uofpMS2kFwoL7IuCi3JrExvN28277Y85nkrsI57VflO3T7/P/ozjW87nEvtaT+lP2Y84jjh/pP+B+TXHL9kmXWX8ncM6Q0aL9mI7emAjOAfnJFVQRTCCDVKQJhyQNekdrMPvdDiSuZQjCZpbHUCatrCbbQ57QzDhaMjl89jGsoEgF8g3B4L55nyu2UUrOJpW0MFcvlnWhrakvZkOKAJ2oFQo6EAg6Ef+wmRmcCnR74xmGJfJzJlrc6PmZEODw2EnWJ0OohzOVAybWaZCxEWdywRNLxdxzbGo3D45e4Hn+CbaTCbnOYuTIzRY+bSiqChKQ1G420GKkXjtpk79pLm+/3OY7/8e8XwFBMY/Pq7UZhQs2oBYbVoAj1rXVkePClrkd00V5ID5ickNgL8rURsQQZv6+kIESklISDU5uiHdy2NioADfn4Em67drwEdwwNYReDqH+gOKEi3Nrp0PCR3zVGPXqwZnNLhHQqUFKmKrSvQm7EbPEnjVKjUby6rguKo10Lh1SvkXe2bM6wrICtHE1fAnVf3sQDQNAwEiODRMmu4LeJtQiDFamzybqq/CzmVGi90ZR6qTqdmBzLzvVtX/bxFVwzD1EMKwDfxRvMYQsMCwtaAoWHrlfYo+9SLFQvVG+Xb5dv0u+RPqxzUvEM/JX1A/bz1B/Ij4gfzXhJlRMBrGYrF0y7bL5FCGEKfRax0atVzlUOsNBpdMzsmlXkOZnA9BjZqw4akeLTIehcwelrtkUIabR/Oi1toDbNBmdch4mV3Z/ApMgMvG40dH8ORvHSIfXekY/helT9xaBC9BKTlp0IZjC+zksBTW02VDUriPt16jxh76swuvqa5aGLxoKiLh71AtLfvfjyeanoPZddHAtLvIVb2RcIpCYh667eJvH/dwvsd3YV9wFvnYFxEXyoB3xO6MuhQkVEFVyBYk45TbnAgmwpFkb7I3vTS4Lrgmea/mXu0bSY3cEAIB6HWFw8F0BmRh0fbD4I9CKqvDNo4MyF4hTomC7TPAQ/4il3GAccJRgj9FeRtKRSB+0QU+a7wY9IQ0atJBZxOkJ8vZTCaO8d/NWnPKu6MVInI4++3/J+UXuOxTZ0E1mmkofHR+tAxZvK4D2I/K55Hk0MM60WYaLY0Tw64AzzvXQ9WV6zj+f1jGAZet4uTy1IvDHpU9umPmjFtm7rp19oZffWle9ULMmwuHbg1q5jy94pp7plX/lg786fT8L8/2OhpcsnXVzHVTlq7cOK3/oZ03P3fV9ZVr0yYnIbvv1Lq7Fkx7ACpWD8zf9csQbwmgHOT0+HvyTQi3SThTXMVwcg8Ty3moiLxBHTFEHLFIK2jhmoW8pxifDrq1/Vy3py+2BCzgFgmLY2uFjYbthvuE+4JPCc8ZXhR+YHjf6IByhF6Lw+qwgEjSAQQD7xBogTF2zJXXtjSN/aQ3HOEiGNLhcMThdLr0Bs5QG3s2WAQBOTzCh6tKaiUT1qfCkbBBz9J4KFSfDD8U3h3eH/5pWJYM7wwT4RNkCjiRW7T8VA9LelE/pF+up/Q3p5gwr+fRm5UHJ29mIM074xXvMdz5c9mc8+jlzvIf2oQmZ6D+5Wi7WhW2h+2RaJiK+AgcWevDzdBT81Q4g2wgJno7QpfuiCCpt2ZAoaCPegn+mBmMdXmPzKme+/XW04tS4X/jC6tVxDPqq1f5Xord/YXrdjV1ZA7q4q6rZNMDcnf6lrGHq7/6fe+iexI9O4hZQ6FgFDmmOZvHXn500azNgz3LDhKrsr52Dw8IYES52mlkV2YQBBfFZRoWInrLtnPtpj7QLevTTWOXh7dx20xPaHdyO03Pa/dwe0wHuAMmI6K0LKHTatA7gjyPEMNDivdaTFGO28DyAMRYTW1gnUUPzpq2ms0AePGsSIqSW1pVKk0ozGpYV5zG59CYYv6GHqcJN+K5y+jd9H76FP0bmqatYfYEkUQffkhUaSwhDa8JKVdc3qow8s+9Cv9yUkRaPpUSQKkh4dKgSBkOowTjUkdCaLKjD0ptIsREGwKx/aXBte2bNp55+dfPolzVzOHWvhnVV5PBrL+wZY4Y7c74IrJ1Y8/OK7w0XP3LOyevogLT7LjHL9z6+dtOk/fQxS09/Z3xh1B+Vz1W7SaukvpTU+Bj8QGfJsj6gvFkWpMOTld32/pDfZHpDdOTc2xr1OsCayLrG9Ynbw98KbA9ZNJotWqnW/D6bTpt0GNzJaMNDRsiWrU6FgnWzCcSCV7WltpwNrk1lVLTQIDCYe9Ugy7YGI4EWdf1psO2Z4LkLxncI3KK+SlDMVsjh7S4D0GF0oLgoUiQDzYqKzB5sD5TgFukzm/+exkvlFVHJxcyR0eHJZH/r+2rV6xgYslLRPLK3lX6n/hkrQJ+WQ/rW+3z5re1z5//8M86ZhVOXTtn5tRMuMGm0mjibnPzm+a4X6WT2iznt7fNxydWMxdHP/nS1as6otEpMUTR1HJa1eT5BUnMNnEBGMxLtZbu8RHKL/UTbBLvNXTwcA5cqCa80K/1Cd5YQZXJ9sAe7SLlIvda5Vr3bcrb3E+Ap5SPafeBF5TPafeFTtiPx36ufYf9QDWis6WyUKUEgkPJCpRgZHkrqabdwKp0O10qSu3AXW1sU7RxWeP6RqJxa0zDsjmHmlPXOtzUuMM1FuZilfFPRKdZU4oJEvMJ8yWpsY3k91obzzZtTaeBukIeFHkNoDVy+o1AwKoKOzJhtSMWZtm9UrcbS+4Nn8g4+DDvCGeUvj9MeDkUqM5fcR8HFKxK7IjU0bOZxf1uNeVd7usmenzKUlOsNGgVmxwJqfci42bwGpdzC+jKvZXx/zls5NoRJcBNABAxg8M6tj2KD6O9Fh+eaJGsT1bX10iNefJ/G9e6vEOy3gj5PS2tUDUM3HDr4rHTgk6h1fhbvTv2tvdYGu9sXXRbc3bAMmxnA01Sv+PYgqSBkSlmbfwNbGLGrpujVujVjgXChVI6N3vftzuu6ZhRTM+DO6/26mptjQgXBeQXH5B6uv4u9hpihpin39Dv3hbYHzghOxB4O8D4TByphKwW+HjAQiPv1Gm1UMuyMSjnUEYO5eqzmg+tWhqqljuh6ITOFpHHXWEGpNRtkkIP8H/mZZh9VEjxKKu5A98pAt5wSL6VxfbHu4cgRP9TUES7G6WZ7HOQhifIQeAnggfX1uZCbrJaRoWRT8tFC/spXpy2CqNIF6VSEbk/RX1gV7rdWe1/vYOkvhwp9RABPBgp8W2AvTAQ9cpaC50MJ9gEbh1B9pcNGEjMvevVMl6aH6Hl0OonfWa93ejUC3BgBfnI+i59ZybvjDZu7LvXPit6E9zfmxVYyr+w+ufqvC+93NKwLCxkun2NU7vuOdp/H5iQtWwGknUUlsUbDDYzFyFURpWZipBuc9DrjmQi2yJ7IvIIETHG+AYh4Ul4E9FGvjU6jZxm7PZ2RQaiiyJLo2uit0bv4XdEHyeeNO6OP0/tM+yPvxo9FberopAXGDUxNyJE5TRF6ZUPmqPAHTXz0p0IwkKUE4So2WTmTTEIOEQy+Ig1ikKihvac9X7oowWe51ReD9KOqBdEPdS3KG9Uwp1KOKiESmkZUMhIzepKuBUcNm0V8bwAsURUxUMtN1q3WfdYSSt+s9It3ChsE/Yg74CeHo71YyW+X/60PIrc6sjY+c1/id1UHkautSytdeFkDbnUieaf7bVGBKkkv30LvteStOBFnYGxOiMv17tNIwhnGtwnLw371xIogAzNWNPgJIs0cQS+n44P3wxS6tbKBmrrOZAc7t+1hCtSdHc264q/U7033F4diun0yrSTtcAFdqWegnchw+p49KUWc3yG0mhL9/gzneurj1crxMqxJ6H5L1/vjkSpwOIZXWsfbFpJeBGHF6vdkk01g3Ni1ivAKBMTWpgWoWAtNAwI3aFFikXCGuHa0K3CtpYDLTpGZ0pEaAEGms+CDw2QDuyNVOBe0eXSWWiVSRcKexOQICmZXN6YSjZQdJOI8l9pjFE041lU3ZCOKOke0u3U7dEd0J3WyXVIRUfoQS/0VohPRUsi2gSan6H36pr2NxGppvVNNzZta9rThIvQNxwu+OoGNvopco4j5RrJGC1j2+EL9RIy8n8o8mFbq62VwfqgFSjjHhH0U7vP5OUVZkKaavzHzhAkf7JmZxmYCehsKpNi3QPRq4S+TH7mtAcOvnD9vb2xaGFmX2Nb2os+1pmTK/SM357Qm8iuRQ2Rni2fVj948A/d7aHukKupf05h6sFfVEd/uG3YYxzK56eLKNK0bBHnPQ23rGnw4kUGCB+mNGQb4h4kiB+EZAV2HwPwTR2+jyg0HSF+TlqoCtxy8ONaTwMupIPkKI7bHugjGJip7l+E0olvSvZb/Uq1m2pFnzUH5sRUhxKSgz5VwVJo6EHBdA63MKUwIwOaqZKTSp0yk0WJS6q72BFyJvxJPP+BdEIWCx0dJ4k0mAkaoSBaU4AkcwYTZzCYZvJ8LJniksmUsoSNjYiJGp2q9Gz/1AKYA2hTIx7MszXNmjmzSe72QM+zsak2XdIwN2wypJIoDBpOwp+CJDBD4RifOpR0FvwnSREdmAmFQ/zKZIUMisxcA5/kDcm5l/EcKVaOjdTnJtkrgubYSHlieBKPT9b6xCeWSqSqSW0Gnx2RBihHpaBZkO6EqOfT9YEC3Bkr2zLRyUX+L0MlRs8/TFjq4GSUlAYsJ1eu/2EGnZbroKcpT0UPxlmlwdBQ8ixZ3D5Y6rU+Vx25ad6jP79z8cwpmUTaqKQYTbTJ1f7vO1xzegKrrn3g+O3DU1MNIqvWse5irC1iS+sgfGA5MvNHnzBpEGm8yvikGO/MRhcQDdWp1f3V93eLiUgx6XOatTJSPiP5CRn5AhHre6v3qgVtTVObvTa3WaXVqF2xwfSJrB2vaVR3IqwcQVhpA0OwV1yLPOYTPU/0Ek+Wdvd8vZe0llpAi6WloVDqAz18X2mhqZxYkFrWtL57fc8dXXd039GjN7WXShwG1FAiGfWHQmFPTK66hKySwWHIkYAjSTDE87kadCaQY9DVINJ2PZg2FfdA1ODDtzfJdapYKwIOOTMMSAScnuunXl+qEMnDBoQYPHJbh+qhSUQhoB5KHeJPwkOABUkEI/VMEsGITM5UfnQZ34qNQjxXMPYphgF7/vzIFdklblXCLQ0IY+XL1iMlENVbddOXTaBIgaA+hjtxn6JhaQrv/zd+UILZTuLhd7I26nkJPjpIHam+njAwWnNTLrBoUfuQOM32zeoHG+Y9+s5dS4bEdCrNqWSMJpL2tr39oGtOb6D/us07pgf6Ai9PM8jkrJrVuwbFuTmNbN2FHz5pVHPG6ELuiVKiKxlZjnDTjnDzu6emxMNtDU4Pr5ORsoHsH8nYhmjvg1t7fWp1NVXVKnV2k53TIuh0LXo/J3EE3IOmlWbj94kh5GMoFafyq5pBRtVqarbi+x/c4TxuVKloUqNUncUDYYQUkc2k5ax1A4e5NcdyHMfWX0Jo0GtU1rO2rXY7oFlHmGNxpeykqOfIvdyz7AkHw/KsQ+mbfekeNiOj7NhkPzxOdqS2zfocCFbv5F03/tms/2kkj9D+i1E8ZG7/cgAPwh1UkDgkG0A5Y0Rk5H8DQMOjNKMCbznEWNTYZTfV29AmmtDwCMRlqRbhksb85s+TDcxrxw/b5yH5smAlWEQtpmYAGugAD1wghCCeByXQAwbBfLAMrALrwUZwB3hDvGb1dUNz5ixZsOn25uKNG8Lx5Sv803vVik6RAgr0Y3f7i3G/P14kF9gz/19t7wEnR3Hni3d1T0/oyTn2pJ6cp3vyzu7M5py1q81apVWWUESgLAFLDgYEBttgbIONDT4DJtjG+O50DpjFwOHECXy2eWf7cyf7zvGe0Y7+VT2zQQLse//np9WErq6Z6f7F7+9Xv6pKQKqabH1dh/bt2zDX1nT82gy7e7vGMDSKCwsNo/DPPTNht0xcu31iYvu1xJybUsBA1ueew+LvLOTjC68tIHcbj8dVry2oFtR5+Fa1gN6ufvD9QLz6qnq12v+Kzu/rD4miY9zpFMf6a6/a2qux9rp0XnTF8ZWvV56/8th7xfcv/R7xZiKVStyDnv7EJbmkB72rZFn47wkumeTwIfS8aEEN+JnlvotPJlIsy3cG30bnKlPo+U+o8z3oHXEWPiXgUeWHHJf8CTwA98E3o+jLjsAn8CIbTy92wHf3JhIp3FnrVBHBN79EH/txKpGKwTdV345yFC6od25stJxwOZ1WNw5VyWrWWa3mDivwWTNWXGQ1WnGrWUspzWZ9nRwXKq1O2uWCslRi4xfYErdwgQXxd95eUHMQos6reMvGqTlTnIN8qMX+NVBajf2XQ/+qqri+X16T+dqOhmihIz5qlVrCLn3+FcMAH+8TD1288Os7pnca6Vy82ImifA3r/BEK8vNLMf6qf0nkg/4eOwjSMIxSYi7MV9aHHAUHnjYCjxGIyxasrNLIbAIsvnAeStWFd6D+IFy9XOOU5WGbP1X1tMsXmwHpHQefuKohf93Ou/c1Nnyu0alxmZRNTFOrV9rsw/ueuu2Bvo79/3jvNR2t8m6FJef59fFs54z1N/OQxv+JXQcoYg3Uu44yYzQY1GKJBF71P6iVOrVaqZZSSnijYsqoUxsQQqOw+Pnpt1l2QfU2ew4S9hWWq9GUhRRVczWqopjaAWrLZNZo6QfUtxRmSdgjrYxIB4w20wF7UpMSE2sWvxSS2cQCHHc4cIW6HUyMq8KkA17bm/Da4vDarFimbBBgMplBr5ZKKAqGiQa99pJJTgleADlojuIXFhbOX3gFXs8FNr7Aqd5ZYOM8GkY1pTyJOJEr7cnWLoSnIog/kHjxTKPZSac2VZpAYiCwo6cu0PlUf30b/sy2WyO3UYrkd62/25dv3Dyoesofg9fzE8g7J7yeIDZZTgsw2mGL20o2wmZTKDyMQ1w2mbCyw8MwLtosCAryAkJQtg3YZlEPneuST6eSQc7CC1Xn49PcNDQTcQ5eMQdRGrpgFjYuX/RyaRtvFmplHzAcznpW34IzkJlpMHqO7Lj+7j5nOUrbLUwpuF4KiJF8XWjDidZMGV/I+tNK2h6vO9HX0lH0WV3RpgnWKXE5jve2aU46fUgmX4F0ZokNqKYN21SO4QRBtlBrKDxJATdEL5hILhVKBQAjSSgYUqFOCg9lErFQikmA/HmQe0YkwEghFj+38Pa5xXPwJkD8VTZfE4z5c+dU8KEBeSjKy3rHiRgRk3VlgQhwgH14ipnI3p+p/N4J3j1d+a+vEhsqzpmHH54B//pG5bdVW/ADSHuGaMNoLFtW4oSNlsttaCqUqGy0fRUKAQHf556mtUopT+PFdy7wwsCpXoWUVS2w8EdFLhH7QWRFhVNawEQqv6A3Dgzv3379Hb2+Boc9abe0ZRM9jxNt16ea29efGh/uqY8a48FUcadeg4M4P/+u8il4XRuJEUyD2bFU2WQkgbJs1sKLkZS1Rj0pEgGrDGCQ8ed5LxLnFtjahb1zoVoHJKotkr8CpolUteoHXR7YSJ2d3FbOtH/m9Zs3H//N91qKel+azXrtxIjblCsfddx644vbZ/7w4A2VsX71LbPDW4eq9Pp37CQwwOuSYIGyVCwUiQgcAzgGvXXuaZEYB1icO79wAXIKWsY8B5UmmZAAP4rDIVuAocI0geN/dzIaPQCeI7KLnS48Uv9PGEZUfgbv104MQ530YDFoMzwav87LCFzistdrU5WDQV3ZhZVtAsYUlgX9QOOX2U383UOnOM27Rt6wQaFXo8dyNZTuynrO7LK9E6X4oSkjpIt/iSr2dLIxJ3OM9O+cbOz5TkdH47qhurYH4w6mnJwaH2xM2K34s6VERFrWxLltTcVAYvS64dLEVDruCafGSrGWZl/lBz0jTbetS4Qu56MW4o9E2SCx6wQkKUcmWWe3SaRS0qAmq4Z5mYnvIDYuXz3J2zpetPjYSHQZE3/zvUpliZHbt0BOvop4iHiJ3waZhy/xcnZ6uwPysA3ykr8urP3Su8Tnid9D+8xhO8rJLWFQCIN8CLQHQYoGaRvIWIHUAGz6iB4X64Be4pXgAgnwioFQbBDjJCogj8fTrq+CnZga8wH2KZnc9BXAQl6+US0OR1s4xKueZtU/wKI6Q0VtlKhBYHQr0CYWOMc2CNOpGI4f7t7f548P7jp6Q2PfgR6fp3nDsbP99kKWi3gsClJp0Tvrc2zYbZSTSjPx+9LcqaYNX7r/mtFYae5MS/uD981vqR9Ljx84efrAjE3mYyzZycNnrts/aVJ4XQY05voyvEA9cR5zYmvLcqfDYYYqpVSpBCLR86Bc1hjMOoPBbDZo1GqD2SEA7zmfJ15/VqQ0aN6DVra0CJ0T/wTiHHJLS34fWh922U2J0Agngcrq7HgdclYsGtHnK43DIEvoJc76Qe1LOGnyx4xxyeKDEjmX5+T/SAiaE0UJcd5TLi5eI7ao7V692O0W6ONh/DaJXc3G3PyYMbz+MORbDPqKwHej4KHoF6MvRYmHYl+MvRQjojFJQEQKhYG3tFpJgrbbJXa76S3meeKNp6NCIYwF9jwlEcH74KCIsSX4hO5jARVJ8w4O6QzkUTLhRZfMEa50A5FF81VjEOorcBGDwiuef7hID35I5brWeP03LI66dx49kXHWJ2hzsjOhCoRDqqAs0LV/bctVA5H0sdcefFlgSEQq3whbBtdtY+mG5na/qznjFqqsBmtvBxdsX5/L7T9zL19b8HeVbYQF3l8XNlwOYF0arbvL+1Yz/RbVpW2mqGZtl6AnqdV0QeymgX/KVENEqTQ9j2RuobRQRchqDtoD6AGrMDuOqrTUeTXkTjKhXXU/qOZ75Xb44emaVGZQq9EOT6JBspjAf8rV3t3jD7EWsTGQdQYngnZ729BMLr6uJx7t214/s9aUXnPogQ3e4dZoXYIyOUM2s5/WS8JNEYPMznZvawXXExKty2YvFzm1pz5iCjcYuDV1Lro4WV+eG6jTp5/cxe3fv30wIaUTvmieUDptFlpJZEZ3Zvyja7rrPASqnfwWpM1NkDYUpsC2ldUEjkMfqljxoUiC9VU/KoMPuQT5UhmmkADI+OcEIhkpVFIYT6xz6A8KMgrAoVNF1FFf7ljVgFvlVAlGC50q4Qcu4qbfPx9/dt/v9laGEwT1KllJgUbi9xf/7tOVbeC+TxLDlc8IKqJqrdMv4fUeh7oWx0bK8rogCAZAVgqgwomh9SirfT5NEic6iXECJ+KxmCb2ItjD+9s9WJx4/WmXUa6EXF0o8T6Xi7MsdPM1UeWqABZVLROIfTVrgl/GOJ8/Bi+YON5UCXFbPrW3bt1Dr+4xtTRExHrGItJYvRYX67PJIt0Z+8QI01ifMwMxcf4nBzXdBx/afPOP7+uX2LiQiqG1OGXUm61yIjF6qHXfC3mTTUniuBXa0L5L7wqiZBfmgzHl0XI6kAJ1DDAzQMyAghukTSBjBCk/8PtBigIGGN9TQEr5iYgPAl6fT/9WLtcYQZSgHP56SipVqZIYmrDjI5Pw5UsWebW6N48MC+8Yavc+jZZQneb1dMmoKgg0Kdm4Is81ghCeLDxXs6+CmtxDH5prHmS7dvawKsKWjTrI8t41yZ7rnt4yND+bzu957DzQPLJ41Jn266X2VCDeV4o7VGJnOR/iSI9AZol40nvm1toFSrUYJCdODax/8exUw+77J3e+89rzd0xKF+/re+Qj1/qNuYSrfv01V291KhtbODWKWTZAeXgbyoMM48oKAQGAQgZvGyekUkF13oyMeP0pAodc53gLBbmOEAQ0qzx+rVZqIzOkJd6++FYP/vHKLe3r6l0U81nivPfPTwUFuyzeoBKsQfXaBejffgR548fqsEFszQuYHBJaE432BnRZ81tYkejtHc6+RTTz9GcYoojpAgK2A9HfLkcl218Sk8vV1XGEpRH5obrw2IJDjo2vsq7KHLIdV4iid8VuIvqLFGSNDcik4ODeTHtk8ubpNcdHwnSivqnRGmsM6TI7H9k1OL8xy06dBE10zKFG1t/FutUGT/Qr4aJfT+FCa45N9acs1lgJf6rtY6PlExsbuMHNbKK/kfPbqMLkYH+s8+yRvviafS2thzcPzctLa7fn1cVC2JXvCqVGOuq/aBqYWT+UEyoL+VCybzbOrR3sr2ICAvLnI9C+BLBGqLHqEAkkpJnEZRQIUlICcyFaWfpjIBbTNmNY4S1tsAT5p1BwWEDJvWeBnhJRbGGVxHLx6mx9JLFIWqv2N+vnZ4jx/h9STwDJRghEYJlggiqlMgSdKTT668abYmqBpjmZ2dwTMyW75k4PlDb1ZhhVdOYj36289wgegr7RRerD3kh7LmiRi+l8QhCs3ClSWgKu5O6dG3wCyhIbubYnffTo/vGMp2F4an1s8s0ffPdTO2X4ieDpj366S55K+boP3HJig1qZTvsFaL5nbX6eRojl0HzRS9+CQuUjt6qEmPA+dPwLfm8TdJz/CTp+D/b/NH9c+Bn6fAraBh3/+ToVOo5d+jnxS7IHni/+Kzqu7bMFz4v4+ajPw+M0f77+W+i4Nt8Anm/gz9f2noLH1bmvtXXA4LGVx5nPV9qEMXIHdgi7C/tDefLm6w+c3Lv3qN50FBytN5WMwGjUQ3+gt5gNeiv03XqrNVNXr6urq6+vS3oikbq62bs3NW4c3IgnNoKNGzeUGq6+q3xXuZyZ3aCbnd2wdcOG2dHOwdkNDeZ6lF1m9IarTx44fVoovO2uTVcLb9sN9Xs3NjtebmmpSzn6+oJWB9JiGH3CEIlDuLYENVm1UEJRHIJOnOocu3ju3DkQf2fhct+jQJ7HFJ+e5m19Vf9rMGt65TQyCrAHN4065Tk+DlvJCNZqW6CpQK4LFy2LG84njaFGohgNQhy0NIfrr3VgeADHZ5bRaFcDAEunrvg18urqOo+UnFLK/IPdTaa7mNsODvf2vXZjqBTQqZ0RazQhkUlg9KYPuK1iMWN5pfLuX+lwi8uX8ru0mf1Hb+yeXSsghp5eDN0Nm5w6Q8RoMK36NXJHddlImc2iF0gV5QOf2nSwwlaeu+ueW9X2gEHvsalijMqolhAi0uyPG4zXbCQcf7XDQZEh4pm7czLUVSfTS6aHKiaRMewJtjulq39pWQZPQxm8G3sSeMtXPfbIx++6/fYH7A9MFPJOh73OXleXGZvQjY1NTIwNtvb2To/plCTJRGMxj8+XyeR08JHLODL9GXwsM5Y59nenkifByZMnpibveXL6yenpzLETumPHTtxwQnQCnDi2f273sY/f9RBFPfTQPY+fmMznJpBgeu3OJ0/d4/HcI3z8FiOG3YIdOzS9fv3YmvIOSJyyMhb1hTJJKRTNt9lX2Q8SUC6uOsdVZfNcVQDVHFeT0ukPEFMeM8fj05fHAhBMs+jTK8I7rzhH1j6F1hqHGlCV2cvc9bLYKgA/3MUtF84trYKQQfKqAFcKrFAJamv//E3l+ZbmmTqrxhEyGQN2tYSSOJxMkQ1pFD6LEoBbZ1g0GGfrjLh6PzpT6pAp0FhcpN/X/f3TUejM1I6wJcpJxZRaEuSUccfr/zNRd+oy+47VRP1ri64PE3VTMGM3hx0apcWpllqtBlJhNgZzLsvBmbRt8d4HtXLNUIv2zJnmjL4cxeOVpscvtN/2kNruNyIpjzMqk0whFvYZ77yGCP3tVAB6UKQD70EdsGD3YI+BxvIjmc8AreIjkjvuED5aV3js0eKjxWJmfFI3Pj4pnBRPgsnxoba+vpnxhx88GwqHXbn8vWcdLlcme1aXPevK2s+ezSqzjmx/lhjPjmePf+40ewqAU+DUqZPTU5hlxjIzkzl+Unf8+Mn5k2KoLMcPbNlz/FNWh8Nutd569uxHJFIpZrgVO371hu7unRvGR4qNjTMblOGQ25tNSB99DDs5VchPQr155t7TFkyIldhz53jJh9Z5SUV45VBVFaXq2zmkEwiaqRb+gmKs0gwYkGF/P0+iDqrVFpxbUpErPq8Bywoy/WGyCdAa17UhQtjBqCBqsdv/CwXRZmPE8m/Dr8KzHyyWRMLb532XH2iUurwBrdff3Tccd3IenVyBRhuRcrx+PUR6WrU9ZElwUolUTQU5dcL+2v+5cnx5UzcM8gBSS9f0rUk5ceaDpBJcJ5OZ3vvOgxqZzhTM2nVNGxqdWqjRutYEHq2UoFrc8QCSfJ3Hpo7Z1VaZUiTstdxx6P+XWlTEcqVGLoZYQ6wwf+W7mVV1FHuxr5dHt8/MzRF7G4ssOzA8OJjB9uoweGLvXud+T5JpZHAV42RwhnHjoLenm+gmiIzTrXM63UG322mW6517d41rNBvHnTZCLB4eV2azvS1uVN2xtUz1Dg52e3qFLVEMZQLOIelcrFrwy0X4SsCxYpZXMMeSJYdNS2YcVYn8FbGqSg1fwPBXjDoM1YSXfc1KaSih+Ms29BZHJB9wardsvvGF0kT+w2yzHNrm79vq2tfm1m0ONQSRQFmqZaVolAn+xl8yhwfFpqh3oWP9X7KwFy9s/ex1s/aUxu7X6/20Jmy32+QkX4q6CgdYIGsS5buzz4KMBxrBj0rOnhU+l4ukUiUY7zz/XPNzzc01fCkWAiGEmOO9IyObZ//u85/8pN3lcGTKJV25XCqXHKX+Ej5bmi1d/5WbkjeCG2+c37QRs2y2bN6cuX5ed/3187fPz19/ZPeh65/+2MfufvTRj/JW727s+uObt22bnerYvz+ZHOoo1bn8/uYO5fzGxvIGJDKS56w3YQ5H1e5B2ThX8/qr5GUVOlhl+RY+HLS+Hw2skiH0ienLxY63dAtVqavauw81eORfE53/B3bvwyT5w+wfTv4V0ftl5X/t/9sihIPvgyj5ocaU9YON4aa/JLjE7r8tSvgA/WE3fGQWwy+9AIHCk8R/YU6Mwf6x3GhUGoDBYIcK7LIDzO3CP+cCpAu47C7cHlYpdCr40Ovhs3C9aK8IHxKBRhHAREAkcuFSuUuOo4JPt1Suk0IqKyRiMYzJMSfjditUOqkEF9qNtEhPyRVLiT+Uv0Z/UOjOvX0OmOPIG9ey2byjrsFYlFnic9q8RRQfU70Jpqsh2Pwqm8lnvFGyu7bUIeC0doKrZr3TRRAHUsABXa9Su0NaeUYa31PAg6Y9pMLgMlEVo8QSc+twpe9b7wL9bqNfmcI9HtHUIGG++BVfyin3eAQyg0aolH4UbKr8HOErPv/9HvFDzI1FsXrsxnI3WXAGQTAoVRTKeZDPm0uxeiYaj8bjYbNNZzbb3C6X7UYbaLON2vCsDfhswGgDNr3OLKWY+vpoPGXW01oqanPRWDWBwS6gBwv1fQElR19hOT7Hpubi7wcp0xfyMA69sALkRXo+kYwzq7P+TBbUMpJhQNSm29cO8W817x2KhXp3Ns1e1Xn88fWLlyTmsMcm+yopTOUlQOXJjhQc2VL4DZKkHeHBkm+4z0b80JrqZXMjpZCMUO8bab+qN+CR2LggfovRrfAZmUp3sGk0mm9dpFUWqcXItGwsNXXx+bdL7wpOExewFDZWjnCpFGYym8FVGGjEgBNLYDiGZRSFBAOUjAO6YbTPuVYYTqUSYSg5T2ntUuRZedjHp9kBFBCUE4O0WUCDCPCB1l2KETVnt5TuynIr2KyaoOSnOgsCPtyWGUh1nN7ep5eIXPWjqeLsUKcnnN53+ETTlod3F8Ri4zVfeHNf89piUG8Nqnz49aXtveGmQ5/eEOpyNq5vdNrSPcnJazrt5T33rXU0MrufOdWmMWrMDpQr/yqGCfZCObFhcWxPuUx5gccMdCbgNQJtoRy8KogHg0nMJojb7WGBSCcQiOQymahNNAqNmwj4oHYJ7IwAo62USEbHFbxoLFxgedEAce4ygQAm1Sssn+eqZmT9q1nv4iVDKIJEcHmX9hfgp3zG8DCoY1J+GnJbkq6XgH/b9uj+ekpqOfjZHxxZ/AV4QSh2MPPfKygUdN1EPV3jsd6tcDqYzObbx5jewOZPHyw/YXDIjKpz/5yYDBRmW7zVvWMFAnjvKeyN8mGRUCh4iQSfIJ8k8RLZT64j7yAFJJmKRaLRNA18NNDRgLa+YwMv2b5nw222TDgU8ikVWEr1zRRIqVRhxqdjfFlfu2+tj/A57Gjta5xpJEGCBC4SYKSKxKNklExhCptQaFMQ+pQvREfQuBnjoFV6moKUY6ukU/NDMlX54RPX8WmkX/MfmN6BYoUsEHS/6mUpgxJWmyhfG0+r6lMdqA1YVbUuU6U8wfA0Bu+4+q4NeU96CdBcHx0UitxBurh/+5SH2XHxfiqc8xokL0oyzRTR2O2y5tfWbcft28crDQpa1lpf+anBLbVoI20jwcq3PBp33I7f7dL7nEzlF7G+vKM6zoHorYD0jmMPlQf9gQS0RyJohoWlmplO+rxep8Fo1KhVWFyjgabJSUNYS2ed7c61TsJpNpXpAfpO+mFaQIvFBhUmCmBYQESY404v7UeE1BhoM22kagOQy4TkR/6XaHgFFuEtd42M8QXVO9N8vqGqkCvUW95+dLXELtHtR/5wV4nVeG/wEuSaTsuArLFDsvh9yp/1WSQvCkhEsu4utzU3Vr8Pl9gz3ZFKWONWteUrP/ebgmaPR+VMOvG71DYpotevor05Z3VuBLJDD0D/V8TuLfdTCUsCl8TNcTwQAw4I9uuKRYBhbo8nbDDpDAaTnaYVpkMmYDIYGhQFZwREPG6/02DS0k4aQ0t0xe2E3a4V1nHFYo5DQ53aOr8UZaKRreKLYl5dPFerCABx3mZV84arSoxqFqw2rnSlEcuUwBJtRCj+uyx9XTNn9QxpSw/mG4/unnSoVcZoU8hZtjQIyFxZBv4sK+QVTaPf3nHgsR1cZt11Dz4xXh4phvQGt8aD31TY1h8vH/7CzrqZaGa0wSWT/UhtFjltkACJP/rCxW23Dax7/K4DgxGNQWNx1saAyXVQ3hqw8+Wrcr1ZkM2Ki36fz+QKBIPpTCaaSISLLl19g8PpKq6FSKJYVJQNer3aaDLZRGIxwOw01HQcDyvUOoW6TT2qxo1qvzqrJtSURFHMJdIKSmR3NGCYD23qm6WiQZtJrXf5aL+Rt4TnKjUMUTr3a+QpIY5QVRtqDnN+NcpdLY5VrDt9bOkcabpsBB2d5IcM+IHHqrkUXa7VIsQZwqVd4Qg6vrwr+PaoUJzKUBWlhI64LdKvKtgGCa6URHIeg6QfHOgTiRJZKS6XxvJeI/UVEcklqcVFKpRmDNK14PuV16AnZYwej8ye9OG3xC1uM8OoXUlX5ddAY2IU6FDu4LyLB2E/r77aDyQQbyC2w38KeePE1pejWp0OMsxktYZFlE4kojRqNdVGjVK4kfJTWYqgcOCABoJSm3S0Bum51SnCaYy6rNCA1+7V3qZGqyS0M1luWXFj+BW0AN9e/C+p1J30WBCakFuCVgmulvgyfoguhOJkvYeysQgzOBV6s1zAMGJrOsLfkNsEdVRw6V3iJ/A+IthwOYhFIl6A40KJJMx4dQzjPeQFW7zAy9AqE8M49TDg8kaEeA1B8dfOvbIcay+XR64q5Vu+0ivDkap7XLoj8ALuo8Jpt0H6UPibD3ZtKpotwZQ1kjE7zIwl2Wt8ihSqGdZF/JCR2Tn/4vfvuS1QbLf7c14NF7KHnBaF0dA3hG9RueRGm1KA+PMtaKt/C++rCKxlNdSVQorj9BFvBI/EQsoYQtLXFuS6QkEeKwhJkvpSEdxZfLiIf4ICxYKcklFhUNQBUJQV6wryQgEQAsELMiB7CYAnAegF8J+ywcMwdq/PF4KgXSGPhEPKkFIZttp1Vvu8HYzZQZsdGO1+exaaLaPBWsjIdSGfneHolBeSryyzGikhINDGwyR1maZV0Is6v6xjK1oGVekDtAx2yE9Xj5G6nRNA3G5S8UuggaWaOQj6BTy2P4dNL39BMuG1A46H82gSjxJcrlyXK97ydpf8Fg/EI9ZynFr8g4RNaq7LtIrFfpaqGCh7woswrSRZkuAKKpD1GsXrwV5/LhaUgoclnjVbj/WeOJ3zeTxAazOEYOjzW7NPRUPFomg2ADGPSwmjI0btiNgqTwOHPWsxWkmGIV31Y3Ubqj74HIwL7oF89WDXlrOMF0tjuA6Ksccj9KnUapNeH5YIdRKJUKlQSG6UgHEJaJMAvyQrwSU4EEoUejWt5Mnv9ACPx0QLq3qI4B4bn66pYo3sV+hi1aJNL/AK2UBcSaDLAIrt4mcl/hRjpL4qILMFCg9QwWLYLnuJIBifuvXqbTMRxgOUzgSD36S2y0IOhqHoVHBxu1wtNmuivXP5Gt4gfwbvlUU7XItMRhPOsFC5zAStw4xGA9RUuV0BFAqkrzqDTqczFAxAbDAZcINOVQ/ZqbQrcaVSp/OnEvF4yM0xQMMAwACG2ZgEa5KgMQkSSeBKgqTFQlut/ITCkF8XCvk3h0BbaDSEi0L+UDZEhLwev8VqDcXppNFgQDRLIiJqzWaTSen30m6dSiKnlQyjhLREKTn2TfgHpRhFlaU3L7DwnYp/XiLuSiU1H3WxfBi64jj4HN2KReEDUL7yCpWGoLKIFdtyGbSB90Ywq5xEZoVLWkEefE7iT3tM1IvyZBoJbyTnNcpeFiw+65oVfpUkGuupyiNUU7/+WYJsyErBo03Q4FCWuGdxa8zKLEnpuYv3EYXFq1VmKhHyeDo68KNSuyzsYRa/zMvnpX8V/JmXzxfKcglFBZUAAgmlTKFA1HUgacVwsUiEwyjM5oPBux0666AKhhZApdGgPqzNrrPZUx7g9QADFFL7nB3YLWabxmiz0CZMKVIolEoTZVe5aY8YF8koWrxsjlWI1CVEdEhF1YowV4vXq+h7etl+aPhqqRUZ59mArPYqyUZbuKxy0Ch95Ee717uIU8dIItVAgSmqcVT3n/5K4jMkWWyXVB6U5NfovqG3NdIUuAZcDb6ktEoDcYZp6bj4POFYfEbtkAcg4fDGDvx+d9gOA1BUkzAFseJLECsasTC2tpwKqYBZBSgVCCmBRGlW4h4BIAV6Ae4jgJ4AQhxghbJjwDHrIByOaLAgc9dpESQ01Ymkq8oSpy+rSwSr6hERoAN8rYyvWolgELzETpy4/4szmx+5qpiZPfPgF8bWfXxvw+J0/c6xtoR5vKNpz1Rb3DyCT409cuv+oWhh2z0TGx6/fXdPIL/97OLetr133Xtr+sDelj233XN7bvsJFJv+E/RBJj6HkcAOlLPWAgZBbUTO6nU6lVAkwtxMAiQACMtVOrkqo2pTjaoIo8qvwlUSsRyKhjCh0tEGhBeAUC6hRavjgjxKT66CYJfjr9qtV+NQ4xXAailQBeEarqgFCWAfSRZaqMVfQTPup6UvibiCBCx2H1mbIEj6d/+818CG+hvjMpIYWqt5TEXLfAy0oFKaC+BnaaPXztjrxvIqRnvkZKcl3ctpnMrGjuoeI4gOHKRDAOOwr5c3WAtxr4d0AsoHnGgNNLdT53Y7Lf6QH/ffEX8ojn/RDT7hBne4gcoN4u64G6SXKBYIcoBbotha1bwKb1OBLFQdSLCg3xkICLkaycqU28NTzYfIVsuF1SjHnVtYNkMfSLxa1ArdKlSNed6Nml5lVX+ZotAWodWaRDCsyi7nfcA+obi+JF38T8rNeSzUS6JsmcKFkzeOR2KDO0un9I0Qu3704U5DuHtnq2t41vUYhGk+A+7xKBxJBn+A1jPQH5ZGksXxxqiq8nyqDnjAFzoTvTPx5p7q/BCI3xag3rRht5cHHBaPXKFQKZWeQlO5fqD+qvqH6wX19VgHmlPDspYChrEq1skSLNuUq2sCTUG9UulQxpUEfNGnHMBB5oLJJPTWelKhoEg+k8hngpbyQXw8Nc1v44De8KU/C7XS0uk8X1zKHyQT2lrJVC2Mr0ZaKMwyrtRPoWpxLbdcgIn7Y8RL9dvvGi6MluM6a0DsHfMS/vJYxt/E2pypVk9wqDHYsO/hDbnxVk4T87nHoASVZ8so4rRzTUygv8GPP9N/aCCgM+t81srncpt7olp/3u/KJCIGS7plJD94ZCik0qlS4Nq2fYMRfbAh6M7Cc+ZM83A1Zp2Csprlcf2GcmSTBYxYgIO2241OoMQcKHUGrS9QKsUUFdYbdXqjUa3S2zGjmK8fpnh4saSmb587f646w2W1D5vmC90W+AgUMNXs0BU+rFr75iJ+7jMl2uO612TZRmrxJ5QvF6Clb2jik2vazb4RYh/+pC7UlXMu+vyOAAyjVe60D3/b1zAYBsHqvcxDm/pHhB+wG8rynA8kYbzIQoUkSeRnooGwLhAOqwLOAB4IqFLQv9NOZ1il1alUWujXtVoVbdWacCycoJOo6OvZgNOjIiWoqoKDaGkFsoL4ajfCmpZCu/krooFpwBdMr4zgXuZmlsd4l5sF/9GB9h4a2nd23cj8dFJE3UKQ6TwFw7nWHt0d8tmZ+tnurO6AUFxokoDdxDM9ayqjm+6ejbtbNjZaUnbwC6lFivSnoaWiTAZ6+3xdO9vB3cagOpJiEH2evfQzwXOQPnbsZJmGiqPX6o3asESkk4hkUolERNtseqNAqBfySy3YBEKdQCgU2TGB4CrRSRFUd4VEKsCMNpqWQ/I8JUSu59wqspjjyNeiqtv5yxLuiByvsvM8HAe14lsFIYLQhfesoupCWtplxC14wsjVld2L/x7bSsZYKfg3aaGM4yng0DHhtATMEM+ILPE27uKfiKu4KM4w/pTIoaykwGOOstHIkPy9/v2lnwnn4b3GsEfKASjQXlfYZLNaTc8Lvi3APycAAnKevI/ED5GANApN0UjEH8MIdNsRvwn+SRIQdBg0YblMNCc+JMbbxWvFuFhi8AqNAnHEqpRhdjqqsCEykOIqGaoVBuc0fF0lhBavshCbLJlX1eKrbDWG4figtwq2VXwPRA0g4hd3uIwgVoAWeqge2sAq+giP+zcmF//Zm6jM+DaQYR8FviOpD+F45Gcy0p+Wgn+hmhI4Gpk0hFMU6CGeEfZ2XnwZ37V4N7E7zkGChRNSq6rSDppuLJcZJpgSW5SVYfCgkdOjJUL4uOM5aBc+geJJ7N2yL5srZNLpYggoCpEQiJksNipmMkdjplidXCGzUYpCTFHgAV+rKaYzmWIxGEK6GSZECoWU1GqjbFg4BEKUDYaZIR0IoRrZBpfTpjeYdFqtQmEy3WkDtkIuxNicaTrjRv5MajKgeFFL66rh4mXRIp8/qIWEKuipXkVpaiRi0HmhkFCFni5LF/LxIDyrVC2dViqVfAf4YT4w5BewhQSOV4d9altclQARI6pRIGxzAL7MfmmlPEC065IBqiKVbBKS7V+3MtGMtHILlTrd88dbpEYIYSXgj5TRT6sEZO8DcptB4Y9KwDSVmktUfns2n4VuD+Rldt3bL9tjGp0JogtRV98iuNkdMkBxYHCBTK+hdPJff07hcDrkOgvkHFnmKj9D8n0b5M9nIH/C2HNlxuP1BsPhsN2ps4eB3cm4m5zA6bSLJXKRUNgBg/dwGDEnpZTrlPKwUiI3y4NyQi7XGwxKtTrMA3AYwAch8DYZbUGv0620m+QSIKRFHmQI1XqbiTYs2Xle4aFUX5kWqyVwppeLYgCPr1W85E9D7ohV1dUWaqh7VYAtAstrCEOLiGjOCz4//KYl9mtNUWgGJiUattjCVH47LKtrkSx+TxqvD5oknbtVsQgFXqYycekawmOI6kwOSCjcEiv5Kt+r/EvQEqIhZbVMyrUI7s3VMQxhcyqZypsYX//6AqRjM/m8xkcJqvufACHWixkgasF8PoWijAP/C8Q/V/c/SVf7E4N8f1l1fxUd3xtgDKPRlgHwrPTm61l5nM/319S+P730/bGYVgu/P37l9+M/JR9Y/v63f1j7/pCH/37/Fd//OH6EsJMjKpHkO+BXuJBv+zF+M/47cgK2vbzcdi9s+0++7bvg72ttD+NH4G+htleW276MHyWsfNsC+BX4b77tJfgbMrIHtr26/H3PwLYD5CRs+x6urrbBKOUGIsm3vYZba/2+C/uJyHHY9vryZydgm4Xv9wZ4rtp26Y+Xfotvx1/h7yN96Rjfz4sBvIS/zt9Hre3ST2FbkW/7LpDX2v4DfjbKt72y3PYn2G8a/wl/H+Ha90lhvzH8H/n7WPoNDLZ9A38D3QeYrrVNXVrE5/m218DeWpsR9hvGX+PvY+laHoVtc3y/NwCB2iD2/8qlY2KS/Ba2BiKrc+VMfhzUjYH2Esg0gJGpvj5cJpeTk3qddkqrm9JCZOLQTkETONUyNaUNBLI3lMHBMigjZU1MZJ1BAzBMaJUKhXZkaqo76mXZYvckplfpcb1eiWMD3YS1WJSTMq2Slour2omwVmmBH+ad5lEqmsmN0hDIUp5np88vqC5A55OPr9R5oCFf1bwA5a2XTSaaVIRBwDZdwzD8gAFvEYkScC1BmuX0ZhXcVvFuNcQiluot0Cnk7V1a0W2OBMniAsoSdlKLL0sjRa+WUFZunfrkkwvzM5+6po2bvWVsbJ3WFTHTsWDIYiyw7vqtN/UcfOXrz6/vufXaTV5XodDgbe0KyxVybeWkf3RmUxp0sOSJNWMX5wMDdKjOp8W9XqCLtGf+bf7HHx0u7Ht059BHD7b1F80hh9rqsunTa5vadnb513zyl/cc/NGX5xlH1CZ3OzmFWlH5ZWb+/kdH8D6+3hFiSEz4LNmDdWCT2Hbs1nJPaKAwgAebQLARGL1A0TssGSZ6Nw3DP/POYEMqZZ6a7Ny+vbPTgYbnbTajwSwRT02OjfVt39KRzEciRpurA+/sMxtpvbiafyvxXHp7QcW/ckuj8kshGs+L8ws1/HABJZSqwT2o0lyk5wMLAVMtT6jt+FEb3eGR5SrmIF4hjhArwQcTAqIst5QSEIpI16vfaj/y6LrmI1NZU2ro4APrFwck/f0agImlkULfPad3BTIZn9/k9YTtsYw53hJmx1r87YceXNNw3ekjmXsktItRjZ5YE7Tmx+ulDGVyljb35z2adWOURUH23Hq868h0SU5SqcFdrYHJscF6rwdvLRGH6IKW9pijZX/maCNXtjqsdSEb5zd62uaa5z51zZBRpacE75E4DkDbnpuaE/15B+h1pFp6epl1GwGOfOGNlR3CLLkT8myynM6yIGMBAT3wqQAEi/ysTiPmx/Aky2JGkwmGkCl5rxuyN8iysSBhMmloNB+LjVdjPjQ954Kai6+M/S9lU6oxHYG/vwDAAlbFfuRrHpxds7c88fh9xyfZ2OjR3qHrdowwkcTBjzy95/TLN3d0nH7mrT9d17RtqNHKRNQM8fmdt69xT378+7+tXDxxzYtnWtx1g/HR40OB9U/8+80PAR/A3rh3CMZwJgvKG0G5FJWhXDZho9jOcjE8DELdIFsPAmFgVIFs78DAGNYk0AUdDsFoS4sDlQCI/GjUv6Wz0eYxGmUCjG4Ui2SjSRxNQkMpgiUhRLCVF76a5FUH/5cySt6VDPBfFjLALecHVtcGVKdphQG4JVwM2xV/Egs/XKg6Tj61Y9sPNwHRPRc+M2aKNofaP/217x9e/AX4PYx9MoN3XjPb7AkOHu5Xe4Au3JIkhq2cGslQ4wfJ0KPH1xqNyu4737ix8+jeLam1R/u853WMnPE37LznC1+bmf7Y3jKUIURXA6TrDMRTmy1rQToEdCEgDIGUCvhVIBQIBoFaoQIqFQwMRDNYPxoTScyWR7q7E1aLWGQT2WyOBKdLcAEOcJFwomOguTnC5aYVmAITiS1BlcWiChKMaBpPRGgbExLXqgdWDXnzq6BU2VHFVfOXD32fr6YdFli+7A7Z96XAuiqf1dh6eSicWCkkWBJYwpX9P2Cj8CVPcuJE//1nu1r3z3TZvPczgCDw3VuvPSGWGXxpe/n2+z4x4L3pvRtl0cYEo/izRJSALL1u9wey9NRTO7b+cBMxSfzvrs0N1sXf6rk1DYv/SerNZqq9r9JurtNoDDLSUNo/XbnFA/QhyNYhe0xNB8wxyNZjTVwDZGtDyMb6jJ7WLTW2qvi4H/KOnIC8a0EaESiCUQYYXaDdCbyFREKPAQBZRorFDr1JpzcFTB0m3KRW6aPpQEBtoklAt+BiPpEhXsk3vo8Lq+ZCn6/ZBMAD19owiOh/TlmCIyeoVFvCKa/8WSxt7dPKFo9Q4YaoS/EnShjL9d19aucHUbDzxn+4xju1cQtL9ngIY7gpcXGrJaoJJz0egT7YyBJDrrjyQw3pYycmLGKZiF9PDgtUGPIYeRO2DftGeYuvD+j7QD4CzOFgGM+rQF4J6uSgIAPGoAvDtqm24du2za0bmpgrEF2dne0tLe093R3tve29vY45QrdlK8CJOZIg5uY29G/t7iAoAKi1vf3KQo5sL5ViVC7msWliBFZ6+50F1Xkksmj1vRL3ihpNO0QD7AvVhMoVQ+crYl+N4FT8mCuM+t55e8UmTwMOOb+qHeaXRVyVc1tVUFqbPZtdmkgKIQ0/gwqr1aKuHqXlU1L45p/Xyxm1xMM2uOO9LWVPYiptj1jlKnvYqnWZFY2stxS3RLvWcf6m5s6Yt1yXtZU5U7lrIGgP2eTNjfOf1X92z4bK47++/SNaT8qValJpVTZrdHZqwPbFn+OPvxndyJBKOaV1x6yepMpkl+sdRi0l0lq95kje27ap3LpvMCJzcH5H2mewREaaghqrXZprcVbc3ZVdlU9Wnt232VEXtZZY2uewabWm5Ma7N+BbqvpQqRcvQn04hP25rA5MAWMzsOqlBw8c2CPcs2sPWrn7MMrtCIQ79wDrHrAnKQSMEAChWogLQ4JDkOkC0C8AAoG3Vyo9vG0XCOwC2C6wq3ViYCC3eW5uO3SlwcDOHdtD20MhR65Ol6sL1IG6FJfbGdi1KynADmyfozf1jnR0pOrKBzfhoWQuRbNik8qJHO0rtShyCf3AIxRO8tORVozeB5RYnF+IVwcpL/DDZXxqBQ2iwfCzGttX0SsUFD7XiJTTYAGG2rzppV0Tq5ro9+FSULOMV6ruh+stH6oS3Erk+qi/Z3g6W3kwvPvUnb32xtZ2j5kxKUkyFrTHfEMnJ7pvPn2kfs/rW47KJEp3IUQtXi1JtCTdyj9QwmDh1p8/NPrhWg7uoSKlOKO8VgA+EylwIQn4A+knjJHWZOUfDlX+WPnzb9d5m1haZmf9gWTU5x9ujTrbd/fdDj4BDJWhEKfVM2YFBMPaUCtL9LtSMtrTsu++4fd5x5PQMEjFhBdowq2pyjA45u93eX0kqrd7tdJL3gRx1Sy2r9yYL4N8CVg0IBdn2Q0jU3aHbmCKlOoc8N0I4e7tbYDYuAkomuxNeFN7vdsPBH7gj7jbI+l6JTStBD/n/ZUFVCU3PV1lHRvns2WL0DK8wm8MiDi9wEcetQU1kA4Lqva0NhUcLGszStYsrZdX4ypCaMsrECOekZBtxNnmzc3uuoTVZzdbXSZfNhGDmhgImEzxsJvC7eNccnpiJJgaH+hgjB4968ukvB0721tOHNoZTw719UW9ZV1sg88d8pf6AwaPw0q7dLYNNz1F7nRyJQeXtobiIWvh2hfPnHp8X7fLnQ5YRaRYLXXmYnWH1hUNaoVf50+Wkq4Saw+2TiS53rRVIaa9PovZoaUE9pbhLdc9tu2e//WxAZR3+8ql09RFqLtXYa+XJbldINsKIPJFOjtrteisALNaLGZCIFCp1WKp1GE064xGs9mo1WjQ6j4OG62z0cBmsxqN9L6mIMet3bG+307X52KxmfG5uSFPe7vaZlVLVUYtrRbbaXoIs5jNYgGNQ2y5NHANNZODSvpPrOrNcwhiILiB4DD0h9zb75xf4GpIJJ9fTvUsBY5XLhyylPOpLtyuBa5ln7nsMvkhbBG1tMD+8sTzK4NKoMmuUtH3ayjwcMLsHH4D+LEk15P2qiqXJOI7hdLFKSrflw9oLgoX8dBhMt729E8r//XJ6UcOt3LrbhwNlUMGvSukt0UDIbMtG7Gys7dNXnvhB8+2KJQd+Wu/dqKx2+z1QgXNmhNQQceb/YOfA4KnyJ6LU8SnPbgx2Ze/eNoZUa+FwYw21l9PbHjv84I9T1zCKjsrv7wnv/uTW4fu3tNo8CbM1rBNCVXPkl1TaJjrDBz6Ddj2u2SnhXFG+neVt8AzhRDN+Yze1k2l0fv2NtZkQfIolIWt2BNla2YOjM59cw7P9YGsD8CjwByYm1m3bvPGjUg6WkaGdSMjw9NTUyMj6WEwPLxlO0PpdLmepoRzKDGEq4cAPgSGttjNSmWp0N7OkYHA3GbxyNTGdfT01i1buKFpfBiLl95EzFdVLfQVrIdKuZr709wV9SJsbeWGveBvwkxXbQlkfClFCAWFxP4m7ANF8NmXhBK9l3NIwZPSRFvap6p82bf4SwHxDZ51v7r7/4J1Fw/jd+o5h9VnVRAeD2HherPvfVywvzpGtevSvwqT0Kb2Y2NlztyR78CpduANAX5huyyWU+XwXM4mEpV8vZru7sFSL6s0UhTWEpXkslnMhawopDo/bQfhUzTo/yp6WmD52kIeE1XH9z/Ah3GXLVKkgcjJuLx8Ax+eCfria7vqw6agT0PTLn0obAwVvcn+rL3jxOc3rn9ob0PT4ce/95vTx1++rXvfNxZvUbdcNd4Y1tP1s82bHz2zvuSwROtJyt88PrcrlWo00+aE1xT16L1Nk9kd335wpnv+6/v3vvOdLxxv7zjz3O4HgPbdJ1Le8MkHnvjSk719x0Zj6x44952vta073e+urtuAcjDfhPLfjk1gN5W7jEEU0Pvgf3FGjJO9Q0P0VLQpl6MNRmOHUqWemFCrHbRTRzsDTuA0m2ilrKO72zCxtj1dn0iYnd52XM3XGy/h/CvyL+z78McS+qgK/HL6ZYmIPj+ftb5iLaS/hP6hWGvRpqvLa5aISPWBz2xnrfnxI5/YwG12HtJ0dhiki3ukufYorfidVBz/0CD5wL+C1tenjZyhtK41YqVsXHtIaqHInsToobbw+nVrm/wSUWVngzMe9Hq14RaWaPelVB8WIJx5+eb2xasEgkjb2tE+c7IrgbZv4XlQqZdsgzzYhR3Bvl7ebmwFHX6Qd4OMAKRx4COBkQSkw+8P13mAxAM8vZRFB+W19+DB/LHOmTVr8izHhXcHQ+Ej4SNHHMW8rljMwxCtmE7ld18VJP1+9sjhrYPjPT3pYuNWPMzm0zQnNiodq5Di5Wxa4dOqGWfqKzjFxt+p5TnRcy1cAPx6SMSH4UHC7SdWEOH/jJ9VVIhKa5amvqCsmvBF3/hdO4I7Tt2/1tXUAjGhB2JCYTRAJ4LDx9cM33nd0dI17+5xOs5IxI5EzixZ3EVlulin7PdiWS0nks34fWavJ2SPZ3jDNdbs77zpH67xbdpzMAsSmz+xK79Y7/C1HlrLTkzJrSKBp7h344B19gdv/8tmXxNrWw0KXW07u+4EZ4FKWGmmo2qHRyPwesyxlhDRbSnoaPeHBYynEC4UEkzHVZUNRHrmTO/0bhz6pLcqWwSvQPs1CjVyIJcB+TQIuQouVKc0VN8KgS9no2mH3c71UhAHjwV7lf1NXVYK7YdJUJ6c0l6y43Z7zMPGgCcG8BiI6bCc0qOjabOOWCq+4CHiSunFsqXTrKq4UL1zvoYUp8FKOUX6f1CF8b68Nb9QGzg7dGo8HmwZi8XWtgSbDz+2qWO2oxx0N2uDcz6SG97VkBgped2FniC7qZ9d+8mf3bz5s9e2BHt3t41NaJ0BAx3xuDRMyj9wtPKV3Kabhxv3bd3AJrfsPd41/cmrW3QmndNeyQ7Mr8+4ytPFhm3rRkOpnSfum7nmn27pTq+7frB+13Cyp2AO0iqLw9LdHV/Xl6zG6tAG7iFfwQawPeW6cA8IdANR0pjEU52lUlgjkck8Xq/FZnOEo7pwNOr3hYst2Wzc5gn7aa84aokblUKjMc6jbzb+9isom8xrlWY5v3FZemNhJb+BZqIjW3UlzPb5wRVrwIG/GDYB/J2tXxmZ/Gg55DaEPTGOad7cVNyar/yYIpVMXSQsWeSoZGcmoAZsS9vZd+/v9Yf0Hm/MGcjqo+3J9ETZM3j9k9PcVeS0VaezOrVav5GO5GKeZs4uEV60OaMKncsk93gUgba8QCjsOnxfX7LB6rTWRYzJgMXfvj5/8OlTA1opVY2NL/1UhPZ424Y9XfYXtoFtW67ZgndsGduC57cALwf1GBhZP4uno0BsBsFQKBmLIXxVpC1QRi0Bvx8+Wxp3DGyenGwUikRKmczR0qhraWlsaRybHR7utigNjcm0hPbLRLEQHWjpFgYQsl5gVbWaLL6YpEb+y8ptl6zXlbhqVUkf4INQZrn+tpbX01aXGAqDKlLiS058NW2onvwLHAJfNneMzWXAP1Fitj3tVz2l03ibprLdx7eNMp/HRSLSHMo51RR4hYq05sKaJ9zTt3zz5u0P1LmSTpVIphA9QIhIQbhu+tNH2r3QR12GtvJzt5OskBIKvAa2L7f4YNvOUKQ74wisf+QIPiyyO+0SJmqVer24Ob2mYfGzh/7+5u6kz9DQ2mbXpAoFE26W0rRNQntiA9uLXGEFabVvKnUf29DG8/NnwoJQhE1hg2W/Tp7N5ZqGh7GenpmmXrkt7vfLIWxKeUIOh1hnTI2NpfBWsYSf77ecal0aHkMjY9XEKuJBdWVZHG0AsVxDmUXzkInVVBSuEnO0VsPS6epifIIlayQssCN7y0crfzg2cHqKC7aMT0/5YndMTj94VckfMLsdHjqWWbuWXdvkG//Ej05s+vwaqUAqk5K5qUbPuvFP3R/oLXi0NpdNq7DHXIHGqEnwD7dV/vs/FoYefpibOt0/8fgn7r7+cFqtJghbbqQ+VAfpVI7nuoLtG/L7H9oYExAytUViMhtEW37yq99cve/Uu/X3PfXqwcxIcyaZsGm9Nk1szWGkG5+69HvRd8kd0Nb8qHywkAfmfDCP12EAJzgBkSJSqXA6o0unMyCTSdsdDp1aHa5WT4f8WFqVxtP+tL9zqB8bGOhubmlpKBYd3Z267u7O7rbWzobmzja6hYsJpKm0w64z+Rkm3SIOxdRSEezenSliBIFCUH5qOpqhjhaxKZ2DJult9pssDDDz6lUFvldMvFi4cnp69cSqiewQIFSNmivLAX6b4tpyBkt1WHypx6oF+Wtrv6PtEJlqFAL4VZr5EgW06zFahZYBHQLui8XKxRsaov3OpqI55tKZTqgVErlU5dbQ/pG+3tZSq+moTC31lJpONo3/N3DTpc0dlTfMDsc6yeI62ZZ43A9iD27fttZP9jguHvlmO9ei9ui8KWdmsDKa10iUlNxvCxluy6TLicggeDysl6qLDd+4rvJD4lfB1GDeJbhIrAn5DUbg9fr8NxCLgnLpbuQ3Lv1efAby8nogLt/lPQyYq0FwLwheBYQjhhH8ujNnuOuxBMCSWDIZZjkdy3LHuQwHzb3FatUolWG/R+f3e/weVECJsx7W0zM/tmvjxp7Wtra6+npHT5+up8/UB/o62ntmt05Odgyfoa+7Djt+pK+Oy2SGD2DYAaK+taeDbkuEgSTJWi0ag8fpZNvE/rBSIsJWcffV1dyt6mWcy+d57byg1nxQHn7JVH4Az6cvZ7p6lQGVgAawnAFe3rsPcp03lytMR8aVqc2Fe7+vW4IUH2BK+UXfEPKorojqFdkrF1tmnbG+5nr7kmhQmriF9oeHejvdNcmwj85ujkHJ6NEWIsbG1pKh8ov3ecao0h0tBg9/+87B9znHuk1n7vhI4/CtR/Zs25631FviPqUI9JI7Lh7ZdAOTavIrV4SJUqS9IUPHurxpRZbarvnUVOWHgkOEQEjJhBc7LnOnxB8JsUjwAR517uFrRtImozvgNuK42GEJ1GH/H+Q2l/gAeJxjYGRgYGBnYNBpVL0Zz2/zlUGegwEE7h6atgdG/5vwT5nrDxs7AzMDBwMTSBQAXdMNK3icY2BkYGBj/6fMwMAV/G/C31dcfxhSGGQZkAB3OgCWugb7AHic7ZpPSFRBHMd/+2be7KNuFYSREVi0HoxcInp16RB1ESEEg5AOEgWCB9ljdBI1soUM7NAp2DB4p6Cy9Un+QWWxpA4bQSJFSRTkYcWoQ7K/vuNGCLste1A0+33gw8xvZt5vfjPsbcdZoNMEnAAW2itOwFWa6Ai8Cs+7zTzjNlO3m+FBVc3paDUPoz/iZqhdz/ME5kf1PKWwZgnrYypJx9DWoq1zgnxaE9/RCapyfKqF+4xPuxDvwZo45oyqphrkZcwdQpyyOdCvs/PGj+xdqQ9iXYfuiJyjCnCIP9kWOTqgB+2ZDsBGuAgbyn2PM92E6dVjqC2HsRGceWQlTnAWdzBWST2/a9np+PnBP3GCzuCOfNybr5J8qtI8mwkniNze6BrWAp3I98Fba53X/o6LxoJI71rvIwiCIAiCIAiCIAiCIAiCIAiCIAiCsFXQ43S51Pjq/9sFYbMSubvRFQiCUJr8OMzB1/A9nIFvYAp+hR8L/fVDzdFZJ8PP1TXOqkv8UD3gjLrBX9QSNaoUtaoZOqFmSdn3bqoGc6/4s3rEPxEfVWN02L7lU/cpbd+92Td99i2ens6nTVhQN+b7TD9an4e0x1ndQK064GE1AZM8rAcQf+Osc5GHVAtp3Yk9Qp50uzDXxZN6mVr0Dp6yteo2nlIBak5jrJd69EkaNDU0ruv5qa6nZCXntXVUeje2pqLvUU/lt7t+lKpN2Po4IQXwLeyH9+ATOAofO2HEoH0BLzghf0d7EO0HuAB/IN4ObY4WuBtjAzant5/Dv+1n5ijuTtN124+2UdwsU7xcffpZ8bzrUizqUlwv8ksbb2vi0MsV9jQ+tZfLZzoL+aJN+D7g2ZV8PRQz74r3MV752v5nvOOU8nIU2+g6BEEQ/hV+AR0N7p0AAAB4nGNgYNCBwjKGA4xujFeYMphdmE+x5LBysVmxG7Av4yjibOLy4ubjfsdTxpvHp8QvJCAkKCZ4QChP+ITIDlEvMR1xBvFzElsk50jukrwk+UpKDQzbpC5ggb+kfkkvk/GTZZK9I1ckd0m+DBUqqCl6QeE35QjlP8p/VLaorsAG1dLUNUBQw0TjleY9rSU0hKdoD7Uf6PwhFuo2wOGaUTgKR+EoHIWjcBSOwlE4CkfhKByFo3AwQb0dCKgvNQqpDpVG4TCCWfo7DBgMcgz2GXIZhhk2Gb4zsiIRbjMWM24zETHJMbljWmK6yszF7JTZJbNbZo/MXpl9MvtlzmTOZS5kLmWuZJFi+cw6zybD9ofdNHsT+1UOGg4PHCucJJyeOXs5b3NZ5Crh+smtz+2He417jYeWxyVPC88TXnZe97zX+QRhgVlYYRMczqIC3DSC4R6fYz4XfG75PPF55/PDl8mXx1fMV8FXy9fE187XwzfIN8Y3zbfAt8q3yi8OGfqb+K/yXxUQFmiCBs/AYNCe4Achs0JmhS4I6wrrCldAg4/CH0W8ilwUuSjKK9oIDm8MJhizL/bHKByFo3AUjkJiIABmzkdDAAABAAAN/QC5ABAAPAADAAIAEAAvAFYAAASlAgYAAgABeJy1GUtsG9fxKaQ/ceKkHzdJE8kefxDLBUPJTmEndhuEokiTMUWqS0qKe0mW3EdxreXudncpljn01BZFDzkURc89tAUCFAXanoqgaFEEPfTQQ3JqDgWSQ4AUaA5FEfTYmXlvl0tJpGQDtqzdefPmP/PmvX0SQlQyXTEn+N/ck4+AhufEk5l1DT8iHst8V8MZsZz5RMNZ8Vy2oeFj4vHsDzR8XDyd/YuGT4hbxwwNnxTPHPuzhh8VxeOmhk+fOHXmXZQ8l82grrPP/VXDWfHKc58wfAzxz84/r+GsuDm/wvBxxJ+Z/56Gs+Lr8z9l+ATin5r/m4az4vr8xwyfJDkLz2oY5SxcZ/hRdPIse0fwnDibWdYwysm8qeGMeDPzfQ2jzOzTGj4mnsnuaPi4yGd/ouETYjf7oYZPiuVjb2v4UfHDY//Q8Oknzhz/JcOnyPeFQMPo+4KS8xjiLy28r+GsWF34H8OPky9nX9Ew+nL22ww/wfifaZjwv2P4C4i/cPYzDWfFyrkvMfxl8vHcpobRr3Muw2cQP3/uVxrOim+ce4/hr5A98IiG0R5YZPgpsh9cDaP9oPz9KumFv2sY9cJ/GH6O7Dx/XcNo53mD4QXK6fm3NYw5Pf8Lhs8h/pnzH2o4K146/1+GL5GdF/IaRjsv1Bj+GtFf+LGGkf6CkvMC+XvhnxpGfy98TvBJjv/FvIbR/ot1htmvi29rmPC/IfhxRf+ZhhF/6QmGOS+X6hpGvy7dE+8IENfEsrgqbiDUEj0h8b0mPOHibyRGwmdMEUcBwvQ0EW8zRR5nCsLBHxAG4raRPxIhjyS+JVLv4tNiytPiFP9WENPGGSmGiG2wBhd1x7pqqGGE8gcoC1C2h3Jt0UG4g7CPc0GiCxIPlsWLCD2fjG6IHNthogQfaQH1mqiHZHTEjqZ9DUc9xNLsAO0ME78oFjb74ky1p8vxALGC4zbOENbkaEz6qOR42lNgLQOc7bC/NOqi7CHyBowZIJXF0QPExzmpok0UHZv5XI7vLeaXTCFFH3VStC1+grYopgXGh4ih+PlJFsd+0HyEVtjIGWIUxDtwbfnqDWj1JKx5rheNfAlFL/C9wIxsz81DwXHAsLd7UQiGDGWwK608nD51+lRFtgM5hIYv3RZx1cyRN4jA8bbtDnQ8fxQQF5CC5RfheXrdyIFhOn4PKqbb8To7iH3N67lQGVgh6Wr17BCctJyuF8CK3XbsjumA1og0HiqF0BsEHYmvbjQ0AwkD15IBRORJtQU1uyPdUN6CUEqQ/ba0LGmBo7BgybAT2D65yDosGZm2E2JAWhibPkcRRF1n18Do9bm2RMvuyxDqaIbh9U1ErOCcw7mocmRVRsSK51hQjUxUKPattpuHaIEpUkEsoiyb8+slVXUFFejU3dxjHqTMgMU1uxN4FK4rh7k5zYC97sOEm5tc0GFSdDewwGihik0ZhBTpG/nl5bRqpXisNla6XyVqZIWkL1Z3mAtqTZq8wqinWbx+aAXu8FrtPlA/3BcCLEcTosC0ZN8MdsDrTl9M4r71iWmy9hcVpBrsKgsZohAXWxm14C7+2LodvYC/TQ6xi0GWyKUMCjhkJJUa6ybTR7px1DhwFrcaapJXxcvYjq+NSw+4CawG5tB2t6HR7eJKgxegGZmuI0foQ2DjGs/Bpt2JcMHVzMCSbgRXX36RhOwramp6A/TG5zJQza7LtkXcvO9ygwVO6IgbqmqAUdLUY2pgH4DlSw6tZP8spvN1889xqbisx+dIKN6OlhL7bbJsnyu9j1QRzxFXm+2Im/nexhxpDrVNBPsw3cSHXDIebwz7o+Pz2EIeylFObxK0GSu9uUTPXg9sXhxDjlOHt82DYjbUntq8oTq8dcbb/N7Ye1xHI25PNraj9EZ1sHRlw4PGNr0NxhUecCOIOHOdZPkc5EGsfb9dt1I1QJ4oXyLWFy/MgLfOEdePh1Fy+bhgTvVU1Z45UVVq2/f0U3mlYDqA+PoYQtbuJmtWySFKOuzMqlF1ZHN1ZsbS4xVi6ygHfDCiY42t45xPDnBxm+pyQ3bY0zjSk5Wd4+yYDFu6FvYfafauhkU+2pGvN8US/khuraRjhw8ukjNrIo6itI0U8dySlvnGnmPSFb2Cxx0jTKIWW3M/B9EjHvxgfo+MWiwDFpKKvoc4lau4ciQfmh19YBxX+KzDbFyZ0w+0cfbWkxUUpnZjlXdVDVLr2+aadnX+c+x3oA+bqgdRhzA5ByrXcT2r+vL1jq80eChVHS7dpFpMMT7U7+1rDyEfSZRM9p1iZ+ueb+k120Hpfb1Wxhst8P7o6LpZjG2cnl9Be+jEsR4zfiUVI4t3G2ei3+z3cYY87sI288XUB3e53J4uF8d+L7fDByZ7j9+xXeNPrvHKGe9IcQ5z3Pc91tJNxjJVIdS/VIZClDbeaZXVbbZF6h1rkOQy3U9UDpd0xkNeKU5iQ7y2J2vp6FFN7/TKy/SOM1nT40gMOY79B8xjvCvQJ6GrIyNTFlj8JJ3juNxDik5qD4lm9GS1A1jsQbzz3dzXzU2U6nHnOfhDW50m4x1nHKN4VxvHKd1XJrlC7hcqX23t+8H7rzklq0ESgVCfUSNeww5bQPPp3f1BqyC911VEiSkaooyjLdw9DcZUEQfYTQ2c2cTRKmJXEXMZKZp6/jJnbIv3pArSbfB+p2QY+Kzj+C73urIAHtPoDtLXURbxlsTrrKOE0ppMabDsNcTW8F3SdMRRRMwGjgm+zd1Q6asjl7o6qOr9UVnaQjwkHk5aVWWNsWVrODJQfkXPFlB2leWR/aS/zHA9sbOsLS1wjEgyySyiRTUeEXYD3+tI12T9BfZZWVtnH8o4r3wpsQWkOa99VXQUn009Qzki+2r4M/aqwDGosDXj+BXxvY6Wk/zbONvinaKBnKvsaZOjV9IxI29rPBp7pTJVZG8oqhSDVYTX8Pd2EjuDn8oWIyVtMnZbPD+mUv4V9LPIkWvwSGWjyKMW54pmczqXBvuxV+sWV2KJqQrscTOpkDJXr7I+rk6lo5GyROmj3KZtiasaZqwRJSWe39CZ3h8XinqBY0J2NRPN0yTjt3JyXQHhwPcdW1rQ9dwoD3e9AfTNEQxCCRFdGREaIg86gTQjmQPLDn3HHOXAdC3wAxtnO0hC35tmCL4M+nYUobj2iK+L4kuhCCdCwI9TDXRJQ47efKmUmOMHnjXoRDmg6zDkzRFPrMB2YdizO72UZUNUarsdZ2DR3Vlsvec6I1i0r6jLqRQ5SphlrbrLoo/sQIZRgJ/TtueOFRB7IusWR2DRRi2R7NPdQWCjVssbuo5nWpPRM1WoZEDueKgKn4PIH0RgSXKTaHrS8ScjmoeCO9LklBAUiPHp2W0bbc7TRSFdYXQ9x/H4ZkAHOwdtM0RrPTe5sYvTsNiLIv/m0pJ080N7x/alZZt5L9heotESUr6h7/auYIK5MEIyjcQcfBl50CXi+5qiRhQfUKDveegVBUfuSsfzVcAnryspmBMXluTeOiUo5Pst9B3DIJFvOzAxOlYOuoGUVEGdnhlso9cUZ4wXZhUFgNeOTNulsJh8ZRrX2tH9IJPMMPQ6tkk1YnmdQR+zYqqbTdvB2CySxAl/oanvTD+4whZZEgXaKhMH0sHQjnqETpVcTpccWR9POzbWqtJNsgJ1b4waeCGRhznoe5bdpbfkgPgDdCjs8aJF0e0BLeCQkLpO0MMldDyUjkMSKNs6SgeaqhY9qlQLR0eajRj2vP4MH2kpDAIXjZEswPIg9NiWe7ITxSU2rmRcAJbNi+9mXOZm29uVqctv14to4bBFtNT8ca3oqbBnol9tObF+zZSrARkQRlhONiYJl7Ba7rNCoFZdpQTNRrm1VTBKUG3CutHYrK6WVuFyoYnjyznYqrYqjY0WIIVRqLfuQqMMhfpduFOtr+ag9Pq6UWo2oWFAdW29Vi0hrlov1jZWq/XbsIJ89UYLalVcjyi01QBSqEVVS00StlYyihUcFlaqtWrrbg7K1VadZJZRaAHWC0arWtyoFQxY3zDWG80Sql9FsfVqvWygltJaqd7Ko1bEQWkTB9CsFGo1VlXYQOsNtq/YWL9rVG9XWlBp1FZLiFwpoWWFlVpJqUKnirVCdS0Hq4W1wu0SczVQisFk2rqtSolRqK+A/4utaqNObhQb9ZaBwxx6abQS1q1qs5SDglFtUkDKRgPFUziRo8FCkK9eUlIo1DCRESSh8UazNLZltVSooawmMaeJcS+k++1tPrhG+pN6oK/ad3F8+F34YfyRGMydRspPcW6H594S/z6i7Fm8XX3k30npO1ziwVxltj7i4/P9SJvCl/lR5o+Z9zJ/wudvBWR+nnk38+vM7zN/wNGhMmfyxrG2dayLD5irafx08UUfWbt8rRTxVWzaM8IeruVoUm7zBVEo0n8G+g5SySNomMVbxmpxML+fo6ZP1V8m576FmOhI+ZzOG+sMdc49Ef9lJfbq6HbPkrHJc+ncSKzaw2VP46twfHa58u+/wmdzr/NncMCf1OrD2UytrRF/Eh+u42hS0rXr6cx/pK94jhL7Q/iz57KvZG9li9nr2Zeyr2a/mb2TfVlA9lnEvJotIO7a4TqOKEP1tI8eoB/O4i0/UH4P5rpDWZ+7ShRzy8kK2zmCvOmcd3iP8BFWF2PenMmX1e6Rsjeb2+WLJlv8S11azX1RfJy5iLyHy53OWdNXkcAReovpj5KjaXwPu3c/5PXx0O1/SPvB/wGP5iNKAAB4nG3aU7Re9xev8b3sVZup3bxzLtY2k6Z2m9q2bdtuatu2bdv2ORfnv+dzcXLRMUdG9++7kpHxuXqG3KGh/74b98B/I4YeGvr//Cr++b//cYbcIW8oG8qHJh6aYmjqoZmHZhmadWiuoZFDgyEZ0qF6qB3qh5YYWmpo6aFlhpYdWm5o+aEVhlYeWmVo1aFRQ6OHxgytPrTG0DpDWw7tMrSn4zqe4zuBEzqREzuJkzqZkzuFUzrjOeM7EzgTOhM5EzuTOJM6kzmTO1M4UzpTOVM70zjTOtM50zsjnBmcGZ2ZnJmdWZxZndmc2Z05nDmduZy5nXmceZ2RzsARR53KqZ3GaZ3O6Z35nPmdBZwFnYWchZ1FnEWdxZzFnSWcJZ2lnKWdZZxlneWc5Z0VnBWdlZyVnVWcVZ1RzmhnNWeMs7qzhrOms5aztrOOs66znrO+s4GzobORs7GzibOpM9bZzNnc2cLZ0tnK2drZxtnW2c7Z3tnB2dHZydnZ2cXZ1dnN2d3Zw9nT2cvZ29nH2dfZz9nfOcA50DnIOdg5xDnUOcw53DnCOdI5yjnaOcY51jnOOd45wTnROck52TnFOdU5zTndOcM50znLOds5xznXOc8537nAudC5yLnYucS51LnMudy5wrnSGedc5VztXONc61znXO/c4Nzo3OTc7Nzi3Orc5tzu3OHc6dzl3O3c49zr3Ofc7zzgPOg85DzsPOI86jzmPO484TzpPOU87TzjPOs85zzvvOC86LzkvOy84rzqvOa87rzhvOm85bztvOO867znvO984HzofOR87HzifOp85nzufOF86XzlfO1843zrfOd87/zg/Oj85Pzs/OL86vzm/O784fzp/OX87fzj/Ov85w65juu6nuu7gRu6kRu7iZu6mZu7hVu647njuxO4E7oTuRO7k7iTupO5k7tTuFO6U7lTu9O407rTudO7I9wZ3BndmdyZ3VncWd3Z3NndOdw53bncud153Hndke7AFVfdyq3dxm3dzu3d+dz53QXcBd2F3IXdRdxF3cXcxd0l3CXdpdyl3WXcZd3l3OXdFdwV3ZXcld1V3FXdUe5odzV3jLu6u4a7pruWu7a7jruuu567vruBu6G7kbuxu4m7qTvW3czd3N3C3dLdyt3a3cbd1t3O3d7dwd3R3cnd2d3F3dXdzd3d3cPd093L3dvdx93X3c/d3z3APdA9yD3YPcQ91D3MPdw9wj3SPco92j3GPdY9zj3ePcE90T3JPdk9xT3VPc093T3DPdM9yz3bPcc91z3PPd+9wL3Qvci92L3EvdS9zL3cvcK90h3nXuVe7V7jXute517v3uDe6N7k3uze4t7q3ube7t7h3une5d7t3uPe697n3u8+4D7oPuQ+7D7iPuo+5j7uPuE+6T7lPu0+4z7rPuc+777gvui+5L7svuK+6r7mvu6+4b7pvuW+7b7jvuu+577vfuB+6H7kfux+4n7qfuZ+7n7hful+5X7tfuN+637nfu/+4P7o/uT+7P7i/ur+5v7u/uH+6f7l/u3+4/7r/ucNeY7nep7ne4EXepEXe4mXepmXe4VXeuN543sTeBN6E3kTe5N4k3qTeZN7U3hTelN5U3vTeNN603nTeyO8GbwZvZm8mb1ZvFm92bzZvTm8Ob25vLm9ebx5vZHewBNPvcqrvcZrvc7rvfm8+b0FvAW9hbyFvUW8Rb3FvMW9JbwlvaW8pb1lvGW95bzlvRW8Fb2VvJW9VbxVvVHeaG81b4y3ureGt6a3lre2t463rreet763gbeht5G3sbeJt6k31tvM29zbwtvS28rb2tvG29bbztve28Hb0dvJ29nbxdvV283b3dvD29Pby9vb28fb19vP2987wDvQO8g72DvEO9Q7zDvcO8I70jvKO9o7xjvWO8473jvBO9E7yTvZO8U71TvNO907wzvTO8s72zvHO9c7zzvfu8C70LvIu9i7xLvUu8y73LvCu9Ib513lXe1d413rXedd793g3ejd5N3s3eLd6t3m3e7d4d3p3eXd7d3j3evd593vPeA96D3kPew94j3qPeY97j3hPek95T3tPeM96z3nPe+94L3oveS97L3iveq95r3uveG96b3lve29473rvee9733gfeh95H3sfeJ96n3mfe594X3pfeV97X3jfet9533v/eD96P3k/ez94v3q/eb97v3h/en95f3t/eP96/3nD/mO7/qe7/uBH/qRH/uJn/qZn/uFX/rj+eP7E/gT+hP5E/uT+JP6k/mT+1P4U/pT+VP70/jT+tP50/sj/Bn8Gf2Z/Jn9WfxZ/dn82f05/Dn9ufy5/Xn8ef2R/sAXX/3Kr/3Gb/3O7/35/Pn9BfwF/YX8hf1F/EX9xfzF/SX8Jf2l/KX9Zfxl/eX85f0V/BX9lfyV/VX8Vf1R/mh/NX+Mv7q/hr+mv5a/tr+Ov66/nr++v4G/ob+Rv7G/ib+pP9bfzN/c38Lf0t/K39rfxt/W387f3t/B39Hfyd/Z38Xf1d/N393fw9/T38vf29/H39ffz9/fP8A/0D/IP9g/xD/UP8w/3D/CP9I/yj/aP8Y/1j/OP94/wT/RP8k/2T/FP9U/zT/dP8M/0z/LP9s/xz/XP88/37/Av9C/yL/Yv8S/1L/Mv9y/wr/SH+df5V/tX+Nf61/nX+/f4N/o3+Tf7N/i3+rf5t/u3+Hf6d/l3+3f49/r3+ff7z/gP+g/5D/sP+I/6j/mP+4/4T/pP+U/7T/jP+s/5z/vv+C/6L/kv+y/4r/qv+a/7r/hv+m/5b/tv+O/67/nv+9/4H/of+R/7H/if+p/5n/uf+F/6X/lf+1/43/rf+d/7//g/+j/5P/s/+L/6v/m/+7/4f/p/+X/7f/j/+v/FwwFTuAGXuAHQRAGURAHSZAGWZAHRVAG4wXjBxMEEwYTBRMHkwSTBpMFkwdTBFMGUwVTB9ME0wbTBdMHI4IZghmDmYKZg1mCWYPZgtmDOYI5g7mCuYN5gnmDkcEgkECDKqiDJmiDLuiD+YL5gwWCBYOFgoWDRYJFg8WCxYMlgiWDpYKlg2WCZYPlguWDFYIVg5WClYNVglWDUcHoYLVgTLB6sEawZrBWsHawTrBusF6wfrBBsGGwUbBxsEmwaTA22CzYPNgi2DLYKtg62CbYNtgu2D7YIdgx2CnYOdgl2DXYLdg92CPYM9gr2DvYJ9g32C/YPzggODA4KDg4OCQ4NDgsODw4IjgyOCo4OjgmODY4Ljg+OCE4MTgpODk4JTg1OC04PTgjODM4Kzg7OCc4NzgvOD+4ILgwuCi4OLgkuDS4LLg8uCK4MhgXXBVcHVwTXBtcF1wf3BDcGNwU3BzcEtwa3BbcHtwR3BncFdwd3BPcG9wX3B88EDwYPBQ8HDwSPBo8FjwePBE8GTwVPB08EzwbPBc8H7wQvBi8FLwcvBK8GrwWvB68EbwZvBW8HbwTvBu8F7wffBB8GHwUfBx8EnwafBZ8HnwRfBl8FXwdfBN8G3wXfB/8EPwY/BT8HPwS/Br8Fvwe/BH8GfwV/B38E/wb/BcOhU7ohl7oh0EYhlEYh0mYhlmYh0VYhuOF44cThBOGE4UTh5OEk4aThZOHU4RThlOFU4fThNOG04XThyPCGcIZw5nCmcNZwlnD2cLZwznCOcO5wrnDecJ5w5HhIJRQwyqswyZswy7sw/nC+cMFwgXDhcKFw0XCRcPFwsXDJcIlw6XCpcNlwmXD5cLlwxXCFcOVwpXDVcJVw1Hh6HC1cEy4erhGuGa4Vrh2uE64brheuH64QbhhuFG4cbhJuGk4Ntws3DzcItwy3CrcOtwm3DbcLtw+3CHcMdwp3DncJdw13C3cPdwj3DPcK9w73CfcN9wv3D88IDwwPCg8ODwkPDQ8LDw8PCI8MjwqPDo8Jjw2PC48PjwhPDE8KTw5PCU8NTwtPD08IzwzPCs8OzwnPDc8Lzw/vCC8MLwovDi8JLw0vCy8PLwivDIcF14VXh1eE14bXhdeH94Q3hjeFN4c3hLeGt4W3h7eEd4Z3hXeHd4T3hveF94fPhA+GD4UPhw+Ej4aPhY+Hj4RPhk+FT4dPhM+Gz4XPh++EL4YvhS+HL4Svhq+Fr4evhG+Gb4Vvh2+E74bvhe+H34Qfhh+FH4cfhJ+Gn4Wfh5+EX4ZfhV+HX4Tfht+F34f/hD+GP4U/hz+Ev4a/hb+Hv4R/hn+Ff4d/hP+G/4XDUVO5EZe5EdBFEZRFEdJlEZZlEdFVEbjReNHE0QTRhNFE0eTRJNGk0WTR1NEU0ZTRVNH00TTRtNF00cjohmiGaOZopmjWaJZo9mi2aM5ojmjuaK5o3mieaOR0SCSSKMqqqMmaqMu6qP5ovmjBaIFo4WihaNFokWjxaLFoyWiJaOloqWjZaJlo+Wi5aMVohWjlaKVo1WiVaNR0ehotWhMtHq0RrRmtFa0drROtG60XrR+tEG0YbRRtHG0SbRpNDbaLNo82iLaMtoq2jraJto22i7aPtoh2jHaKdo52iXaNdot2j3aI9oz2ivaO9on2jfaL9o/OiA6MDooOjg6JDo0Oiw6PDoiOjI6Kjo6OiY6NjouOj46IToxOik6OTolOjU6LTo9OiM6MzorOjs6Jzo3Oi86P7ogujC6KLo4uiS6NLosujy6IroyGhddFV0dXRNdG10XXR/dEN0Y3RTdHN0S3RrdFt0e3RHdGd0V3R3dE90b3RfdHz0QPRg9FD0cPRI9Gj0WPR49ET0ZPRU9HT0TPRs9Fz0fvRC9GL0UvRy9Er0avRa9Hr0RvRm9Fb0dvRO9G70XvR99EH0YfRR9HH0SfRp9Fn0efRF9GX0VfR19E30bfRd9H/0Q/Rj9FP0c/RL9Gv0W/R79Ef0Z/RX9Hf0T/Rv9Fw/FTuzGXuzHQRzGURzHSZzGWZzHRVzG48XjxxPEE8YTxRPHk8STxpPFk8dTxFPGU8VTx9PE08bTxdPHI+IZ4hnjmeKZ41niWePZ4tnjOeI547niueN54nnjkfEglljjKq7jJm7jLu7j+eL54wXiBeOF4oXjReJF48XixeMl4iXjpeKl42XiZePl4uXjFeIV45XileNV4lXjUfHoeLV4TLx6vEa8ZrxWvHa8TrxuvF68frxBvGG8UbxxvEm8aTw23izePN4i3jLeKt463ibeNt4u3j7eId4x3ineOd4l3jXeLd493iPeM94r3jveJ9433i/ePz4gPjA+KD44PiQ+ND4sPjw+Ij4yPio+Oj4mPjY+Lj4+PiE+MT4pPjk+JT41Pi0+PT4jPjM+Kz47Pic+Nz4vPj++IL4wvii+OL4kvjS+LL48viK+Mh4XXxVfHV8TXxtfF18f3xDfGN8U3xzfEt8a3xbfHt8R3xnfFd8d3xPfG98X3x8/ED8YPxQ/HD8SPxo/Fj8ePxE/GT8VPx0/Ez8bPxc/H78Qvxi/FL8cvxK/Gr8Wvx6/Eb8ZvxW/Hb8Tvxu/F78ffxB/GH8Ufxx/En8afxZ/Hn8Rfxl/FX8dfxN/G38Xfx//EP8Y/xT/HP8S/xr/Fv8e/xH/Gf8V/x3/E/8b/5cMJU7iJl7iJ0ESJlESJ0mSJlmSJ0VSJuMl4ycTJBMmEyUTJ5MkkyaTJZMnUyRTJlMlUyfTJNMm0yXTJyOSGZIZk5mSmZNZklmT2ZLZkzmSOZO5krmTeZJ5k5HJIJFEkyqpkyZpky7pk/mS+ZMFkgWThZKFk0WSRZPFksWTJZIlk6WSpZNlkmWT5ZLlkxWSFZOVkpWTVZJVk1HJ6GS1ZEyyerJGsmayVrJ2sk6ybrJesn6yQbJhslGycbJJsmkyNtks2TzZItky2SrZOtkm2TbZLtk+2SHZMdkp2TnZJdk12S3ZPdkj2TPZK9k72SfZN9kv2T85IDkwOSg5ODkkOTQ5LDk8OSI5MjkqOTo5Jjk2OS45PjkhOTE5KTk5OSU5NTktOT05IzkzOSs5OzknOTc5Lzk/uSC5MLkouTi5JLk0uSy5PLkiuTIZl1yVXJ1ck1ybXJdcn9yQ3JjclNyc3JLcmtyW3J7ckdyZ3JXcndyT3Jvcl9yfPJA8mDyUPJw8kjyaPJY8njyRPJk8lTydPJM8mzyXPJ+8kLyYvJS8nLySvJq8lryevJG8mbyVvJ28k7ybvJe8n3yQfJh8lHycfJJ8mnyWfJ58kXyZfJV8nXyTfJt8l3yf/JD8mPyU/Jz8kvya/Jb8nvyR/Jn8lfyd/JP8m/yXDqVO6qZe6qdBGqZRGqdJmqZZmqdFWqbjpeOnE6QTphOlE6eTpJOmk6WTp1OkU6ZTpVOn06TTptOl06cj0hnSGdOZ0pnTWdJZ09nS2dM50jnTudK503nSedOR6SCVVNMqrdMmbdMu7dP50vnTBdIF04XShdNF0kXTxdLF0yXSJdOl0qXTZdJl0+XS5dMV0hXTldKV01XSVdNR6eh0tXRMunq6Rrpmula6drpOum66Xrp+ukG6YbpRunG6SbppOjbdLN083SLdMt0q3TrdJt023S7dPt0h3THdKd053SXdNd0t3T3dI90z3SvdO90n3TfdL90/PSA9MD0oPTg9JD00PSw9PD0iPTI9Kj06PSY9Nj0uPT49IT0xPSk9OT0lPTU9LT09PSM9Mz0rPTs9Jz03PS89P70gvTC9KL04vSS9NL0svTy9Ir0yHZdelV6dXpNem16XXp/ekN6Y3pTenN6S3prelt6e3pHemd6V3p3ek96b3pfenz6QPpg+lD6cPpI+mj6WPp4+kT6ZPpU+nT6TPps+lz6fvpC+mL6Uvpy+kr6avpa+nr6Rvpm+lb6dvpO+m76Xvp9+kH6YfpR+nH6Sfpp+ln6efpF+mX6Vfp1+k36bfpd+n/6Q/pj+lP6c/pL+mv6W/p7+kf6Z/pX+nf6T/pv+lw1lTuZmXuZnQRZmURZnSZZmWZZnRVZm42XjZxNkE2YTZRNnk2STZpNlk2dTZFNmU2VTZ9Nk02bTZdNnI7IZshmzmbKZs1myWbPZstmzObI5s7myubN5snmzkdkgk0yzKquzJmuzLuuz+bL5swWyBbOFsoWzRbJFs8WyxbMlsiWzpbKls2WyZbPlsuWzFbIVs5WylbNVslWzUdnobLVsTLZ6tka2ZrZWtna2TrZutl62frZBtmG2UbZxtkm2aTY22yzbPNsi2zLbKts62ybbNtsu2z7bIdsx2ynbOdsl2zXbLds92yPbM9sr2zvbJ9s32y/bPzsgOzA7KDs4OyQ7NDssOzw7IjsyOyo7OjsmOzY7Ljs+OyE7MTspOzk7JTs1Oy07PTsjOzM7Kzs7Oyc7NzsvOz+7ILswuyi7OLskuzS7LLs8uyK7MhuXXZVdnV2TXZtdl12f3ZDdmN2U3Zzdkt2a3Zbdnt2R3Zndld2d3ZPdm92X3Z89kD2YPZQ9nD2SPZo9lj2ePZE9mT2VPZ09kz2bPZc9n72QvZi9lL2cvZK9mr2WvZ69kb2ZvZW9nb2TvZu9l72ffZB9mH2UfZx9kn2afZZ9nn2RfZl9lX2dfZN9m32XfZ/9kP2Y/ZT9nP2S/Zr9lv2e/ZH9mf2V/Z39k/2b/ZcP5U7u5l7u50Ee5lEe50me5lme50Ve5uPl4+cT5BPmE+UT55Pkk+aT5ZPnU+RT5lPlU+fT5NPm0+XT5yPyGfIZ85nymfNZ8lnz2fLZ8znyOfO58rnzefJ585H5IJdc8yqv8yZv8y7v8/ny+fMF8gXzhfKF80XyRfPF8sXzJfIl86XypfNl8mXz5fLl8xXyFfOV8pXzVfJV81H56Hy1fEy+er5Gvma+Vr52vk6+br5evn6+Qb5hvlG+cb5Jvmk+Nt8s3zzfIt8y3yrfOt8m3zbfLt8+3yHfMd8p3znfJd813y3fPd8j3zPfK9873yffN98v3z8/ID8wPyg/OD8kPzQ/LD88PyI/Mj8qPzo/Jj82Py4/Pj8hPzE/KT85PyU/NT8tPz0/Iz8zPys/Oz8nPzc/Lz8/vyC/ML8ovzi/JL80vyy/PL8ivzIfl1+VX51fk1+bX5dfn9+Q35jflN+c35Lfmt+W357fkd+Z35Xfnd+T35vfl9+fP5A/mD+UP5w/kj+aP5Y/nj+RP5k/lT+dP5M/mz+XP5+/kL+Yv5S/nL+Sv5q/lr+ev5G/mb+Vv52/k7+bv5e/n3+Qf5h/lH+cf5J/mn+Wf55/kX+Zf5V/nX+Tf5t/l3+f/5D/mP+U/5z/kv+a/5b/nv+R/5n/lf+d/5P/m/9XDBVO4RZe4RdBERZRERdJkRZZkRdFURbjFeMXExQTFhMVExeTFJMWkxWTF1MUUxZTFVMX0xTTFtMV0xcjihmKGYuZipmLWYpZi9mK2Ys5ijmLuYq5i3mKeYuRxaCQQouqqIumaIuu6Iv5ivmLBYoFi4WKhYtFikWLxYrFiyWKJYuliqWLZYpli+WK5YsVihWLlYqVi1WKVYtRxehitWJMsXqxRrFmsVaxdrFOsW6xXrF+sUGxYbFRsXGxSbFpMbbYrNi82KLYstiq2LrYpti22K7Yvtih2LHYqdi52KXYtdit2L3Yo9iz2KvYu9in2LfYr9i/OKA4sDioOLg4pDi0OKw4vDiiOLI4qji6OKY4tjiuOL44oTixOKk4uTilOLU4rTi9OKM4szirOLs4pzi3OK84v7iguLC4qLi4uKS4tLisuLy4oriyGFdcVVxdXFNcW1xXXF/cUNxY3FTcXNxS3FrcVtxe3FHcWdxV3F3cU9xb3FfcXzxQPFg8VDxcPFI8WjxWPF48UTxZPFU8XTxTPFs8VzxfvFC8WLxUvFy8UrxavFa8XrxRvFm8VbxdvFO8W7xXvF98UHxYfFR8XHxSfFp8VnxefFF8WXxVfF18U3xbfFd8X/xQ/Fj8VPxc/FL8WvxW/F78UfxZ/FX8XfxT/Fv8Vw6VTumWXumXQRmWURmXSZmWWZmXRVmW45XjlxOUE5YTlROXk5STlpOVk5dTlFOWU5VTl9OU05bTldOXI8oZyhnLmcqZy1nKWcvZytnLOco5y7nKuct5ynnLkeWglFLLqqzLpmzLruzL+cr5ywXKBcuFyoXLRcpFy8XKxcslyiXLpcqly2XKZcvlyuXLFcoVy5XKlctVylXLUeXocrVyTLl6uUa5ZrlWuXa5TrluuV65frlBuWG5UblxuUm5aTm23KzcvNyi3LLcqty63Kbcttyu3L7codyx3Kncudyl3LXcrdy93KPcs9yr3Lvcp9y33K/cvzygPLA8qDy4PKQ8tDysPLw8ojyyPKo8ujymPLY8rjy+PKE8sTypPLk8pTy1PK08vTyjPLM8qzy7PKc8tzyvPL+8oLywvKi8uLykvLS8rLy8vKK8shxXXlVeXV5TXlteV15f3lDeWN5U3lzeUt5a3lbeXt5R3lneVd5d3lPeW95X3l8+UD5YPlQ+XD5SPlo+Vj5ePlE+WT5VPl0+Uz5bPlc+X75Qvli+VL5cvlK+Gq+00bZjVxw7z8j/HYP/HfK/o/rfUf/vaP53tP87uv8dffK/d0YOXzp8VcNXPXw1w1c7fHXD1/B7Mhi+ZPgaflmGX5bh92T4PRl+RYe/Soff0+H3dPg9HX5Ph79Uh1+uhl+phl+phl+phl+phn+2sp8d/qp6+Cfq4bV6+P+rh/8O6uGvb4Z3m+HdZviVZni3GX6vGf6CZvjlZvgLmuGX2+Hfa4d3u+FXOvu94Z/oh7+lH/6CfvgL+uGf7Ye/oB/+gn54rR9+ue/T4X85I+0c2Cl2qp2VnY2drZ2dnTYxsImBTQxsYmATA5sY1HbaxMAmBjYhNiH2rti7Yu+KvSv2pxCbEJsQm1CbUPtTqK2pramtqa2pramtqa2prVW2VtlaZWuVrVW2VtlaZWuVrVW2VtlabWu1rdW2VttabWu1rdW2VttabWu1rTW21thaY2uNrTW21thaY2uNrTW21thaa2utrbW21tpaa2utrbW21tpaa2utrXW21tlaZ2udrXW21tlaZ2udrXW21tlab2u9rfW21ttab2u9rfW21ttab2tGhRgVYlSIUSFGhRgVMrK2s7GztbOz09ZMDTE1xNQQU0NMDTE1ZGBrBogYIGKAiAEiYmtmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglYpaIWSJmiZglapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZolapaoWaJmiZollVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pglrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0vd99v/OwciRI3EPcAtuxV3hrnE3uFvcHW7sDrA7wO4AuwPsDrA7wO4AuwPsDrA7wK5gV7Ar2BXsCnYFu4Jdwa5gV7Cr2FXsKnYVu4pdxa5iV7Gr2FXsVtitsFtht8Juhd0KuxV2K+xW2K2wW2O3xm6N3Rq7NXZr7NbYrbFbY7fGboPdBrsNdhvsNthtsNtgt8Fug90Guy12W+y22G2x22K3xW6L3Ra7LXZb7HbY7bDbYbfDbofdDrsddjvsdtjtsNtjt8duj90euz12e+z22O2x22MXXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4N4NUAXg3g1QBeDeDVAF4JvBJ4JfBK4JXAK4FXAq8EXgm8Engl8ErglcArgVcCrwReCbwSeCXwSuCVwCuBVwKvBF4JvBJ4JfBK4JXAK4FXAq8EXgm8Engl8ErglcArgVcCrwReCbwSeCXwSuCVwCuBVwKvBF4JvBJ4JfBK4JXAK4FXAq8EXgm8Engl8ErglcArgVcCrwReCbwSeCXwSuCVwCuBVwKvBF4JvBJ4JfBK4JXAK4FXAq8EXgm8Engl8ErglcArgVcCrwReCbwSeCXwSuCVwCuBVwKvBF4JvBJ4JfBK4JXCK4VXCq8UXim8Unil8ErhlcIrhVcKrxReKbxSeKXwSuGVwiuFVwqvFF4pvFJ4pfBK4ZXCK4VXCq8UXim8Unil8ErhlcIrhVcKrxReKbxSeKXwSuGVwiuFVwqvFF4pvFJ4pfBK4ZXCK4VXCq8UXim8Unil8ErhlcIrhVcKrxReKbxSeKXwSuGVwiuFVwqvFF4pvFJ4pfBK4ZXCK4VXC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</style>
<script>
/* -*- Mode: Java; tab-width: 2; indent-tabs-mode: nil; c-basic-offset: 2 -*- */
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab: */
/* Copyright 2012 Mozilla Foundation
 *
 * Licensed under the Apache License, Version 2.0 (the "License");
 * you may not use this file except in compliance with the License.
 * You may obtain a copy of the License at
 *
 *     http://www.apache.org/licenses/LICENSE-2.0
 *
 * Unless required by applicable law or agreed to in writing, software
 * distributed under the License is distributed on an "AS IS" BASIS,
 * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
 * See the License for the specific language governing permissions and
 * limitations under the License.
 */
/* globals VBArray, PDFJS */

'use strict';

// Initializing PDFJS global object here, it case if we need to change/disable
// some PDF.js features, e.g. range requests
if (typeof PDFJS === 'undefined') {
  (typeof window !== 'undefined' ? window : this).PDFJS = {};
}

// Checking if the typed arrays are supported
// Support: iOS<6.0 (subarray), IE<10, Android<4.0
(function checkTypedArrayCompatibility() {
  if (typeof Uint8Array !== 'undefined') {
    // Support: iOS<6.0
    if (typeof Uint8Array.prototype.subarray === 'undefined') {
        Uint8Array.prototype.subarray = function subarray(start, end) {
          return new Uint8Array(this.slice(start, end));
        };
        Float32Array.prototype.subarray = function subarray(start, end) {
          return new Float32Array(this.slice(start, end));
        };
    }

    // Support: Android<4.1
    if (typeof Float64Array === 'undefined') {
      window.Float64Array = Float32Array;
    }
    return;
  }

  function subarray(start, end) {
    return new TypedArray(this.slice(start, end));
  }

  function setArrayOffset(array, offset) {
    if (arguments.length < 2) {
      offset = 0;
    }
    for (var i = 0, n = array.length; i < n; ++i, ++offset) {
      this[offset] = array[i] & 0xFF;
    }
  }

  function TypedArray(arg1) {
    var result, i, n;
    if (typeof arg1 === 'number') {
      result = [];
      for (i = 0; i < arg1; ++i) {
        result[i] = 0;
      }
    } else if ('slice' in arg1) {
      result = arg1.slice(0);
    } else {
      result = [];
      for (i = 0, n = arg1.length; i < n; ++i) {
        result[i] = arg1[i];
      }
    }

    result.subarray = subarray;
    result.buffer = result;
    result.byteLength = result.length;
    result.set = setArrayOffset;

    if (typeof arg1 === 'object' && arg1.buffer) {
      result.buffer = arg1.buffer;
    }
    return result;
  }

  window.Uint8Array = TypedArray;
  window.Int8Array = TypedArray;

  // we don't need support for set, byteLength for 32-bit array
  // so we can use the TypedArray as well
  window.Uint32Array = TypedArray;
  window.Int32Array = TypedArray;
  window.Uint16Array = TypedArray;
  window.Float32Array = TypedArray;
  window.Float64Array = TypedArray;
})();

// URL = URL || webkitURL
// Support: Safari<7, Android 4.2+
(function normalizeURLObject() {
  if (!window.URL) {
    window.URL = window.webkitURL;
  }
})();

// Object.defineProperty()?
// Support: Android<4.0, Safari<5.1
(function checkObjectDefinePropertyCompatibility() {
  if (typeof Object.defineProperty !== 'undefined') {
    var definePropertyPossible = true;
    try {
      // some browsers (e.g. safari) cannot use defineProperty() on DOM objects
      // and thus the native version is not sufficient
      Object.defineProperty(new Image(), 'id', { value: 'test' });
      // ... another test for android gb browser for non-DOM objects
      var Test = function Test() {};
      Test.prototype = { get id() { } };
      Object.defineProperty(new Test(), 'id',
        { value: '', configurable: true, enumerable: true, writable: false });
    } catch (e) {
      definePropertyPossible = false;
    }
    if (definePropertyPossible) {
      return;
    }
  }

  Object.defineProperty = function objectDefineProperty(obj, name, def) {
    delete obj[name];
    if ('get' in def) {
      obj.__defineGetter__(name, def['get']);
    }
    if ('set' in def) {
      obj.__defineSetter__(name, def['set']);
    }
    if ('value' in def) {
      obj.__defineSetter__(name, function objectDefinePropertySetter(value) {
        this.__defineGetter__(name, function objectDefinePropertyGetter() {
          return value;
        });
        return value;
      });
      obj[name] = def.value;
    }
  };
})();


// No XMLHttpRequest#response?
// Support: IE<11, Android <4.0
(function checkXMLHttpRequestResponseCompatibility() {
  var xhrPrototype = XMLHttpRequest.prototype;
  var xhr = new XMLHttpRequest();
  if (!('overrideMimeType' in xhr)) {
    // IE10 might have response, but not overrideMimeType
    // Support: IE10
    Object.defineProperty(xhrPrototype, 'overrideMimeType', {
      value: function xmlHttpRequestOverrideMimeType(mimeType) {}
    });
  }
  if ('responseType' in xhr) {
    return;
  }

  // The worker will be using XHR, so we can save time and disable worker.
  PDFJS.disableWorker = true;

  Object.defineProperty(xhrPrototype, 'responseType', {
    get: function xmlHttpRequestGetResponseType() {
      return this._responseType || 'text';
    },
    set: function xmlHttpRequestSetResponseType(value) {
      if (value === 'text' || value === 'arraybuffer') {
        this._responseType = value;
        if (value === 'arraybuffer' &&
            typeof this.overrideMimeType === 'function') {
          this.overrideMimeType('text/plain; charset=x-user-defined');
        }
      }
    }
  });

  // Support: IE9
  if (typeof VBArray !== 'undefined') {
    Object.defineProperty(xhrPrototype, 'response', {
      get: function xmlHttpRequestResponseGet() {
        if (this.responseType === 'arraybuffer') {
          return new Uint8Array(new VBArray(this.responseBody).toArray());
        } else {
          return this.responseText;
        }
      }
    });
    return;
  }

  Object.defineProperty(xhrPrototype, 'response', {
    get: function xmlHttpRequestResponseGet() {
      if (this.responseType !== 'arraybuffer') {
        return this.responseText;
      }
      var text = this.responseText;
      var i, n = text.length;
      var result = new Uint8Array(n);
      for (i = 0; i < n; ++i) {
        result[i] = text.charCodeAt(i) & 0xFF;
      }
      return result.buffer;
    }
  });
})();

// window.btoa (base64 encode function) ?
// Support: IE<10
(function checkWindowBtoaCompatibility() {
  if ('btoa' in window) {
    return;
  }

  var digits =
    'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=';

  window.btoa = function windowBtoa(chars) {
    var buffer = '';
    var i, n;
    for (i = 0, n = chars.length; i < n; i += 3) {
      var b1 = chars.charCodeAt(i) & 0xFF;
      var b2 = chars.charCodeAt(i + 1) & 0xFF;
      var b3 = chars.charCodeAt(i + 2) & 0xFF;
      var d1 = b1 >> 2, d2 = ((b1 & 3) << 4) | (b2 >> 4);
      var d3 = i + 1 < n ? ((b2 & 0xF) << 2) | (b3 >> 6) : 64;
      var d4 = i + 2 < n ? (b3 & 0x3F) : 64;
      buffer += (digits.charAt(d1) + digits.charAt(d2) +
                 digits.charAt(d3) + digits.charAt(d4));
    }
    return buffer;
  };
})();

// window.atob (base64 encode function)?
// Support: IE<10
(function checkWindowAtobCompatibility() {
  if ('atob' in window) {
    return;
  }

  // https://github.com/davidchambers/Base64.js
  var digits =
    'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=';
  window.atob = function (input) {
    input = input.replace(/=+$/, '');
    if (input.length % 4 === 1) {
      throw new Error('bad atob input');
    }
    for (
      // initialize result and counters
      var bc = 0, bs, buffer, idx = 0, output = '';
      // get next character
      buffer = input.charAt(idx++);
      // character found in table?
      // initialize bit storage and add its ascii value
      ~buffer && (bs = bc % 4 ? bs * 64 + buffer : buffer,
        // and if not first of each 4 characters,
        // convert the first 8 bits to one ascii character
        bc++ % 4) ? output += String.fromCharCode(255 & bs >> (-2 * bc & 6)) : 0
    ) {
      // try to find character in table (0-63, not found => -1)
      buffer = digits.indexOf(buffer);
    }
    return output;
  };
})();

// Function.prototype.bind?
// Support: Android<4.0, iOS<6.0
(function checkFunctionPrototypeBindCompatibility() {
  if (typeof Function.prototype.bind !== 'undefined') {
    return;
  }

  Function.prototype.bind = function functionPrototypeBind(obj) {
    var fn = this, headArgs = Array.prototype.slice.call(arguments, 1);
    var bound = function functionPrototypeBindBound() {
      var args = headArgs.concat(Array.prototype.slice.call(arguments));
      return fn.apply(obj, args);
    };
    return bound;
  };
})();

// HTMLElement dataset property
// Support: IE<11, Safari<5.1, Android<4.0
(function checkDatasetProperty() {
  var div = document.createElement('div');
  if ('dataset' in div) {
    return; // dataset property exists
  }

  Object.defineProperty(HTMLElement.prototype, 'dataset', {
    get: function() {
      if (this._dataset) {
        return this._dataset;
      }

      var dataset = {};
      for (var j = 0, jj = this.attributes.length; j < jj; j++) {
        var attribute = this.attributes[j];
        if (attribute.name.substring(0, 5) !== 'data-') {
          continue;
        }
        var key = attribute.name.substring(5).replace(/\-([a-z])/g,
          function(all, ch) {
            return ch.toUpperCase();
          });
        dataset[key] = attribute.value;
      }

      Object.defineProperty(this, '_dataset', {
        value: dataset,
        writable: false,
        enumerable: false
      });
      return dataset;
    },
    enumerable: true
  });
})();

// HTMLElement classList property
// Support: IE<10, Android<4.0, iOS<5.0
(function checkClassListProperty() {
  var div = document.createElement('div');
  if ('classList' in div) {
    return; // classList property exists
  }

  function changeList(element, itemName, add, remove) {
    var s = element.className || '';
    var list = s.split(/\s+/g);
    if (list[0] === '') {
      list.shift();
    }
    var index = list.indexOf(itemName);
    if (index < 0 && add) {
      list.push(itemName);
    }
    if (index >= 0 && remove) {
      list.splice(index, 1);
    }
    element.className = list.join(' ');
    return (index >= 0);
  }

  var classListPrototype = {
    add: function(name) {
      changeList(this.element, name, true, false);
    },
    contains: function(name) {
      return changeList(this.element, name, false, false);
    },
    remove: function(name) {
      changeList(this.element, name, false, true);
    },
    toggle: function(name) {
      changeList(this.element, name, true, true);
    }
  };

  Object.defineProperty(HTMLElement.prototype, 'classList', {
    get: function() {
      if (this._classList) {
        return this._classList;
      }

      var classList = Object.create(classListPrototype, {
        element: {
          value: this,
          writable: false,
          enumerable: true
        }
      });
      Object.defineProperty(this, '_classList', {
        value: classList,
        writable: false,
        enumerable: false
      });
      return classList;
    },
    enumerable: true
  });
})();

// Check console compatibility
// In older IE versions the console object is not available
// unless console is open.
// Support: IE<10
(function checkConsoleCompatibility() {
  if (!('console' in window)) {
    window.console = {
      log: function() {},
      error: function() {},
      warn: function() {}
    };
  } else if (!('bind' in console.log)) {
    // native functions in IE9 might not have bind
    console.log = (function(fn) {
      return function(msg) { return fn(msg); };
    })(console.log);
    console.error = (function(fn) {
      return function(msg) { return fn(msg); };
    })(console.error);
    console.warn = (function(fn) {
      return function(msg) { return fn(msg); };
    })(console.warn);
  }
})();

// Check onclick compatibility in Opera
// Support: Opera<15
(function checkOnClickCompatibility() {
  // workaround for reported Opera bug DSK-354448:
  // onclick fires on disabled buttons with opaque content
  function ignoreIfTargetDisabled(event) {
    if (isDisabled(event.target)) {
      event.stopPropagation();
    }
  }
  function isDisabled(node) {
    return node.disabled || (node.parentNode && isDisabled(node.parentNode));
  }
  if (navigator.userAgent.indexOf('Opera') !== -1) {
    // use browser detection since we cannot feature-check this bug
    document.addEventListener('click', ignoreIfTargetDisabled, true);
  }
})();

// Checks if possible to use URL.createObjectURL()
// Support: IE
(function checkOnBlobSupport() {
  // sometimes IE loosing the data created with createObjectURL(), see #3977
  if (navigator.userAgent.indexOf('Trident') >= 0) {
    PDFJS.disableCreateObjectURL = true;
  }
})();

// Checks if navigator.language is supported
(function checkNavigatorLanguage() {
  if ('language' in navigator) {
    return;
  }
  PDFJS.locale = navigator.userLanguage || 'en-US';
})();

(function checkRangeRequests() {
  // Safari has issues with cached range requests see:
  // https://github.com/mozilla/pdf.js/issues/3260
  // Last tested with version 6.0.4.
  // Support: Safari 6.0+
  var isSafari = Object.prototype.toString.call(
                  window.HTMLElement).indexOf('Constructor') > 0;

  // Older versions of Android (pre 3.0) has issues with range requests, see:
  // https://github.com/mozilla/pdf.js/issues/3381.
  // Make sure that we only match webkit-based Android browsers,
  // since Firefox/Fennec works as expected.
  // Support: Android<3.0
  var regex = /Android\s[0-2][^\d]/;
  var isOldAndroid = regex.test(navigator.userAgent);

  // Range requests are broken in Chrome 39 and 40, https://crbug.com/442318
  var isChromeWithRangeBug = /Chrome\/(39|40)\./.test(navigator.userAgent);

  if (isSafari || isOldAndroid || isChromeWithRangeBug) {
    PDFJS.disableRange = true;
    PDFJS.disableStream = true;
  }
})();

// Check if the browser supports manipulation of the history.
// Support: IE<10, Android<4.2
(function checkHistoryManipulation() {
  // Android 2.x has so buggy pushState support that it was removed in
  // Android 3.0 and restored as late as in Android 4.2.
  // Support: Android 2.x
  if (!history.pushState || navigator.userAgent.indexOf('Android 2.') >= 0) {
    PDFJS.disableHistory = true;
  }
})();

// Support: IE<11, Chrome<21, Android<4.4, Safari<6
(function checkSetPresenceInImageData() {
  // IE < 11 will use window.CanvasPixelArray which lacks set function.
  if (window.CanvasPixelArray) {
    if (typeof window.CanvasPixelArray.prototype.set !== 'function') {
      window.CanvasPixelArray.prototype.set = function(arr) {
        for (var i = 0, ii = this.length; i < ii; i++) {
          this[i] = arr[i];
        }
      };
    }
  } else {
    // Old Chrome and Android use an inaccessible CanvasPixelArray prototype.
    // Because we cannot feature detect it, we rely on user agent parsing.
    var polyfill = false, versionMatch;
    if (navigator.userAgent.indexOf('Chrom') >= 0) {
      versionMatch = navigator.userAgent.match(/Chrom(e|ium)\/([0-9]+)\./);
      // Chrome < 21 lacks the set function.
      polyfill = versionMatch && parseInt(versionMatch[2]) < 21;
    } else if (navigator.userAgent.indexOf('Android') >= 0) {
      // Android < 4.4 lacks the set function.
      // Android >= 4.4 will contain Chrome in the user agent,
      // thus pass the Chrome check above and not reach this block.
      polyfill = /Android\s[0-4][^\d]/g.test(navigator.userAgent);
    } else if (navigator.userAgent.indexOf('Safari') >= 0) {
      versionMatch = navigator.userAgent.
        match(/Version\/([0-9]+)\.([0-9]+)\.([0-9]+) Safari\//);
      // Safari < 6 lacks the set function.
      polyfill = versionMatch && parseInt(versionMatch[1]) < 6;
    }

    if (polyfill) {
      var contextPrototype = window.CanvasRenderingContext2D.prototype;
      contextPrototype._createImageData = contextPrototype.createImageData;
      contextPrototype.createImageData = function(w, h) {
        var imageData = this._createImageData(w, h);
        imageData.data.set = function(arr) {
          for (var i = 0, ii = this.length; i < ii; i++) {
            this[i] = arr[i];
          }
        };
        return imageData;
      };
    }
  }
})();

// Support: IE<10, Android<4.0, iOS
(function checkRequestAnimationFrame() {
  function fakeRequestAnimationFrame(callback) {
    window.setTimeout(callback, 20);
  }

  var isIOS = /(iPad|iPhone|iPod)/g.test(navigator.userAgent);
  if (isIOS) {
    // requestAnimationFrame on iOS is broken, replacing with fake one.
    window.requestAnimationFrame = fakeRequestAnimationFrame;
    return;
  }
  if ('requestAnimationFrame' in window) {
    return;
  }
  window.requestAnimationFrame =
    window.mozRequestAnimationFrame ||
    window.webkitRequestAnimationFrame ||
    fakeRequestAnimationFrame;
})();

(function checkCanvasSizeLimitation() {
  var isIOS = /(iPad|iPhone|iPod)/g.test(navigator.userAgent);
  var isAndroid = /Android/g.test(navigator.userAgent);
  if (isIOS || isAndroid) {
    // 5MP
    PDFJS.maxCanvasPixels = 5242880;
  }
})();

// Disable fullscreen support for certain problematic configurations.
// Support: IE11+ (when embedded).
(function checkFullscreenSupport() {
  var isEmbeddedIE = (navigator.userAgent.indexOf('Trident') >= 0 &&
                      window.parent !== window);
  if (isEmbeddedIE) {
    PDFJS.disableFullscreen = true;
  }
})();
</script>
<script>
(function(){/*
 pdf2htmlEX.js: Core UI functions for pdf2htmlEX 
 Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> and other contributors 
 https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE 
*/
var pdf2htmlEX=window.pdf2htmlEX=window.pdf2htmlEX||{},CSS_CLASS_NAMES={page_frame:"pf",page_content_box:"pc",page_data:"pi",background_image:"bi",link:"l",input_radio:"ir",__dummy__:"no comma"},DEFAULT_CONFIG={container_id:"page-container",sidebar_id:"sidebar",outline_id:"outline",loading_indicator_cls:"loading-indicator",preload_pages:3,render_timeout:100,scale_step:0.9,key_handler:!0,hashchange_handler:!0,view_history_handler:!0,__dummy__:"no comma"},EPS=1E-6;
function invert(a){var b=a[0]*a[3]-a[1]*a[2];return[a[3]/b,-a[1]/b,-a[2]/b,a[0]/b,(a[2]*a[5]-a[3]*a[4])/b,(a[1]*a[4]-a[0]*a[5])/b]}function transform(a,b){return[a[0]*b[0]+a[2]*b[1]+a[4],a[1]*b[0]+a[3]*b[1]+a[5]]}function get_page_number(a){return parseInt(a.getAttribute("data-page-no"),16)}function disable_dragstart(a){for(var b=0,c=a.length;b<c;++b)a[b].addEventListener("dragstart",function(){return!1},!1)}
function clone_and_extend_objs(a){for(var b={},c=0,e=arguments.length;c<e;++c){var h=arguments[c],d;for(d in h)h.hasOwnProperty(d)&&(b[d]=h[d])}return b}
function Page(a){if(a){this.shown=this.loaded=!1;this.page=a;this.num=get_page_number(a);this.original_height=a.clientHeight;this.original_width=a.clientWidth;var b=a.getElementsByClassName(CSS_CLASS_NAMES.page_content_box)[0];b&&(this.content_box=b,this.original_scale=this.cur_scale=this.original_height/b.clientHeight,this.page_data=JSON.parse(a.getElementsByClassName(CSS_CLASS_NAMES.page_data)[0].getAttribute("data-data")),this.ctm=this.page_data.ctm,this.ictm=invert(this.ctm),this.loaded=!0)}}
Page.prototype={hide:function(){this.loaded&&this.shown&&(this.content_box.classList.remove("opened"),this.shown=!1)},show:function(){this.loaded&&!this.shown&&(this.content_box.classList.add("opened"),this.shown=!0)},rescale:function(a){this.cur_scale=0===a?this.original_scale:a;this.loaded&&(a=this.content_box.style,a.msTransform=a.webkitTransform=a.transform="scale("+this.cur_scale.toFixed(3)+")");a=this.page.style;a.height=this.original_height*this.cur_scale+"px";a.width=this.original_width*this.cur_scale+
"px"},view_position:function(){var a=this.page,b=a.parentNode;return[b.scrollLeft-a.offsetLeft-a.clientLeft,b.scrollTop-a.offsetTop-a.clientTop]},height:function(){return this.page.clientHeight},width:function(){return this.page.clientWidth}};function Viewer(a){this.config=clone_and_extend_objs(DEFAULT_CONFIG,0<arguments.length?a:{});this.pages_loading=[];this.init_before_loading_content();var b=this;document.addEventListener("DOMContentLoaded",function(){b.init_after_loading_content()},!1)}
Viewer.prototype={scale:1,cur_page_idx:0,first_page_idx:0,init_before_loading_content:function(){this.pre_hide_pages()},initialize_radio_button:function(){for(var a=document.getElementsByClassName(CSS_CLASS_NAMES.input_radio),b=0;b<a.length;b++)a[b].addEventListener("click",function(){this.classList.toggle("checked")})},init_after_loading_content:function(){this.sidebar=document.getElementById(this.config.sidebar_id);this.outline=document.getElementById(this.config.outline_id);this.container=document.getElementById(this.config.container_id);
this.loading_indicator=document.getElementsByClassName(this.config.loading_indicator_cls)[0];for(var a=!0,b=this.outline.childNodes,c=0,e=b.length;c<e;++c)if("ul"===b[c].nodeName.toLowerCase()){a=!1;break}a||this.sidebar.classList.add("opened");this.find_pages();if(0!=this.pages.length){disable_dragstart(document.getElementsByClassName(CSS_CLASS_NAMES.background_image));this.config.key_handler&&this.register_key_handler();var h=this;this.config.hashchange_handler&&window.addEventListener("hashchange",
function(a){h.navigate_to_dest(document.location.hash.substring(1))},!1);this.config.view_history_handler&&window.addEventListener("popstate",function(a){a.state&&h.navigate_to_dest(a.state)},!1);this.container.addEventListener("scroll",function(){h.update_page_idx();h.schedule_render(!0)},!1);[this.container,this.outline].forEach(function(a){a.addEventListener("click",h.link_handler.bind(h),!1)});this.initialize_radio_button();this.render()}},find_pages:function(){for(var a=[],b={},c=this.container.childNodes,
e=0,h=c.length;e<h;++e){var d=c[e];d.nodeType===Node.ELEMENT_NODE&&d.classList.contains(CSS_CLASS_NAMES.page_frame)&&(d=new Page(d),a.push(d),b[d.num]=a.length-1)}this.pages=a;this.page_map=b},load_page:function(a,b,c){var e=this.pages;if(!(a>=e.length)&&(e=e[a],!e.loaded&&!this.pages_loading[a])){var e=e.page,h=e.getAttribute("data-page-url");if(h){this.pages_loading[a]=!0;var d=e.getElementsByClassName(this.config.loading_indicator_cls)[0];"undefined"===typeof d&&(d=this.loading_indicator.cloneNode(!0),
d.classList.add("active"),e.appendChild(d));var f=this,g=new XMLHttpRequest;g.open("GET",h,!0);g.onload=function(){if(200===g.status||0===g.status){var b=document.createElement("div");b.innerHTML=g.responseText;for(var d=null,b=b.childNodes,e=0,h=b.length;e<h;++e){var p=b[e];if(p.nodeType===Node.ELEMENT_NODE&&p.classList.contains(CSS_CLASS_NAMES.page_frame)){d=p;break}}b=f.pages[a];f.container.replaceChild(d,b.page);b=new Page(d);f.pages[a]=b;b.hide();b.rescale(f.scale);disable_dragstart(d.getElementsByClassName(CSS_CLASS_NAMES.background_image));
f.schedule_render(!1);c&&c(b)}delete f.pages_loading[a]};g.send(null)}void 0===b&&(b=this.config.preload_pages);0<--b&&(f=this,setTimeout(function(){f.load_page(a+1,b)},0))}},pre_hide_pages:function(){var a="@media screen{."+CSS_CLASS_NAMES.page_content_box+"{display:none;}}",b=document.createElement("style");b.styleSheet?b.styleSheet.cssText=a:b.appendChild(document.createTextNode(a));document.head.appendChild(b)},render:function(){for(var a=this.container,b=a.scrollTop,c=a.clientHeight,a=b-c,b=
b+c+c,c=this.pages,e=0,h=c.length;e<h;++e){var d=c[e],f=d.page,g=f.offsetTop+f.clientTop,f=g+f.clientHeight;g<=b&&f>=a?d.loaded?d.show():this.load_page(e):d.hide()}},update_page_idx:function(){var a=this.pages,b=a.length;if(!(2>b)){for(var c=this.container,e=c.scrollTop,c=e+c.clientHeight,h=-1,d=b,f=d-h;1<f;){var g=h+Math.floor(f/2),f=a[g].page;f.offsetTop+f.clientTop+f.clientHeight>=e?d=g:h=g;f=d-h}this.first_page_idx=d;for(var g=h=this.cur_page_idx,k=0;d<b;++d){var f=a[d].page,l=f.offsetTop+f.clientTop,
f=f.clientHeight;if(l>c)break;f=(Math.min(c,l+f)-Math.max(e,l))/f;if(d===h&&Math.abs(f-1)<=EPS){g=h;break}f>k&&(k=f,g=d)}this.cur_page_idx=g}},schedule_render:function(a){if(void 0!==this.render_timer){if(!a)return;clearTimeout(this.render_timer)}var b=this;this.render_timer=setTimeout(function(){delete b.render_timer;b.render()},this.config.render_timeout)},register_key_handler:function(){var a=this;window.addEventListener("DOMMouseScroll",function(b){if(b.ctrlKey){b.preventDefault();var c=a.container,
e=c.getBoundingClientRect(),c=[b.clientX-e.left-c.clientLeft,b.clientY-e.top-c.clientTop];a.rescale(Math.pow(a.config.scale_step,b.detail),!0,c)}},!1);window.addEventListener("keydown",function(b){var c=!1,e=b.ctrlKey||b.metaKey,h=b.altKey;switch(b.keyCode){case 61:case 107:case 187:e&&(a.rescale(1/a.config.scale_step,!0),c=!0);break;case 173:case 109:case 189:e&&(a.rescale(a.config.scale_step,!0),c=!0);break;case 48:e&&(a.rescale(0,!1),c=!0);break;case 33:h?a.scroll_to(a.cur_page_idx-1):a.container.scrollTop-=
a.container.clientHeight;c=!0;break;case 34:h?a.scroll_to(a.cur_page_idx+1):a.container.scrollTop+=a.container.clientHeight;c=!0;break;case 35:a.container.scrollTop=a.container.scrollHeight;c=!0;break;case 36:a.container.scrollTop=0,c=!0}c&&b.preventDefault()},!1)},rescale:function(a,b,c){var e=this.scale;this.scale=a=0===a?1:b?e*a:a;c||(c=[0,0]);b=this.container;c[0]+=b.scrollLeft;c[1]+=b.scrollTop;for(var h=this.pages,d=h.length,f=this.first_page_idx;f<d;++f){var g=h[f].page;if(g.offsetTop+g.clientTop>=
c[1])break}g=f-1;0>g&&(g=0);var g=h[g].page,k=g.clientWidth,f=g.clientHeight,l=g.offsetLeft+g.clientLeft,m=c[0]-l;0>m?m=0:m>k&&(m=k);k=g.offsetTop+g.clientTop;c=c[1]-k;0>c?c=0:c>f&&(c=f);for(f=0;f<d;++f)h[f].rescale(a);b.scrollLeft+=m/e*a+g.offsetLeft+g.clientLeft-m-l;b.scrollTop+=c/e*a+g.offsetTop+g.clientTop-c-k;this.schedule_render(!0)},fit_width:function(){var a=this.cur_page_idx;this.rescale(this.container.clientWidth/this.pages[a].width(),!0);this.scroll_to(a)},fit_height:function(){var a=this.cur_page_idx;
this.rescale(this.container.clientHeight/this.pages[a].height(),!0);this.scroll_to(a)},get_containing_page:function(a){for(;a;){if(a.nodeType===Node.ELEMENT_NODE&&a.classList.contains(CSS_CLASS_NAMES.page_frame)){a=get_page_number(a);var b=this.page_map;return a in b?this.pages[b[a]]:null}a=a.parentNode}return null},link_handler:function(a){var b=a.target,c=b.getAttribute("data-dest-detail");if(c){if(this.config.view_history_handler)try{var e=this.get_current_view_hash();window.history.replaceState(e,
"","#"+e);window.history.pushState(c,"","#"+c)}catch(h){}this.navigate_to_dest(c,this.get_containing_page(b));a.preventDefault()}},navigate_to_dest:function(a,b){try{var c=JSON.parse(a)}catch(e){return}if(c instanceof Array){var h=c[0],d=this.page_map;if(h in d){for(var f=d[h],h=this.pages[f],d=2,g=c.length;d<g;++d){var k=c[d];if(!(null===k||"number"===typeof k))return}for(;6>c.length;)c.push(null);var g=b||this.pages[this.cur_page_idx],d=g.view_position(),d=transform(g.ictm,[d[0],g.height()-d[1]]),
g=this.scale,l=[0,0],m=!0,k=!1,n=this.scale;switch(c[1]){case "XYZ":l=[null===c[2]?d[0]:c[2]*n,null===c[3]?d[1]:c[3]*n];g=c[4];if(null===g||0===g)g=this.scale;k=!0;break;case "Fit":case "FitB":l=[0,0];k=!0;break;case "FitH":case "FitBH":l=[0,null===c[2]?d[1]:c[2]*n];k=!0;break;case "FitV":case "FitBV":l=[null===c[2]?d[0]:c[2]*n,0];k=!0;break;case "FitR":l=[c[2]*n,c[5]*n],m=!1,k=!0}if(k){this.rescale(g,!1);var p=this,c=function(a){l=transform(a.ctm,l);m&&(l[1]=a.height()-l[1]);p.scroll_to(f,l)};h.loaded?
c(h):(this.load_page(f,void 0,c),this.scroll_to(f))}}}},scroll_to:function(a,b){var c=this.pages;if(!(0>a||a>=c.length)){c=c[a].view_position();void 0===b&&(b=[0,0]);var e=this.container;e.scrollLeft+=b[0]-c[0];e.scrollTop+=b[1]-c[1]}},get_current_view_hash:function(){var a=[],b=this.pages[this.cur_page_idx];a.push(b.num);a.push("XYZ");var c=b.view_position(),c=transform(b.ictm,[c[0],b.height()-c[1]]);a.push(c[0]/this.scale);a.push(c[1]/this.scale);a.push(this.scale);return JSON.stringify(a)}};
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class="c x1 y1 w2 h0"><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">RESOL<span class="_ _0"></span>UÇÃO C<span class="_ _0"></span>G ICP<span class="_ _0"></span>-BRASIL N° 179, DE <span class="ls1">20</span> DE OUTUBRO DE <span class="ls1">2020</span><span class="ff2"> </span></div><div class="t m0 x3 h2 y3 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0">Aprov<span class="_ _0"></span>a <span class="_ _1"> </span>a <span class="_ _1"> </span>ver<span class="_ _0"></span>são <span class="_ _1"> </span>revisada <span class="_ _1"> </span>e <span class="_ _1"> </span>consolidada <span class="_ _1"> </span>do </div><div class="t m0 x3 h2 y5 ff1 fs0 fc0 sc0 ls0 ws0">documento <span class="_ _2"></span>Requisit<span class="_ _0"></span>os <span class="_ _2"></span>Mínimos <span class="_ _3"></span>para <span class="_ _2"></span>as <span class="_ _2"></span>Políticas <span class="_ _2"></span>de </div><div class="t m0 x3 h2 y6 ff1 fs0 fc0 sc0 ls0 ws0">Certificados na ICP<span class="_ _0"></span>-Br<span class="_ _0"></span>asil – DOC-ICP<span class="_ _0"></span>-<span class="ls1">04</span>.<span class="ff2"> </span></div><div class="t m0 x0 h2 y7 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y8 ff3 fs0 fc0 sc0 ls0 ws0">O C<span class="_ _0"></span>OORDENADO<span class="ls2">R </span>DO <span class="_ _0"></span>COMITÊ <span class="_ _0"></span>GEST<span class="_ _4"></span>OR D<span class="_ _4"></span>A INFRAES<span class="_ _0"></span>TRUTURA DE <span class="_ _4"></span>CHA<span class="_ _4"></span>VES PÚBLICAS <span class="_ _4"></span>BRASILE<span class="_ _5"></span>IRA, <span class="ff1">no <span class="_ _0"></span>uso </span></div><div class="t m0 x0 h2 y9 ff1 fs0 fc0 sc0 ls0 ws0">das <span class="_ _5"></span>atribuições que <span class="_ _5"></span>lhe <span class="_ _5"></span>conf<span class="_ _0"></span>ere o <span class="_ _5"></span>art. <span class="_ _5"></span>6<span class="_ _5"></span>°, <span class="_ _5"></span>§1°, <span class="_ _5"></span>inc. <span class="_ _5"></span>IV<span class="_ _4"></span>, do <span class="_ _5"></span>Regiment<span class="_ _0"></span>o <span class="_ _5"></span>Int<span class="_ _0"></span>erno, torna <span class="_ _5"></span>público que <span class="_ _2"></span>o COMITÊ </div><div class="t m0 x0 h2 ya ff1 fs0 fc0 sc0 ls0 ws0">GEST<span class="_ _4"></span>OR DA <span class="_ _0"></span>INFRAESTRUTURA <span class="_ _4"></span>DE CHA<span class="_ _0"></span>VES <span class="_ _0"></span>PÚBLICAS BRASILEIRA, no e<span class="_ _4"></span>xer<span class="_ _0"></span>cício das <span class="_ _0"></span>competências pr<span class="_ _0"></span>evist<span class="_ _0"></span>as </div><div class="t m0 x0 h2 yb ff1 fs0 fc0 sc0 ls0 ws0">no <span class="_ _2"></span>art. <span class="_ _2"></span>4° <span class="_ _2"></span>da <span class="_ _2"></span>Medida <span class="_ _2"></span>Pr<span class="_ _4"></span>ovisória <span class="_ _2"></span>n° <span class="_ _2"></span>2.200-2, <span class="_ _2"></span>de <span class="_ _2"></span>24 <span class="_ _2"></span>de <span class="_ _2"></span>agos<span class="_ _0"></span>to <span class="_ _2"></span>de <span class="_ _2"></span>2001, <span class="_ _2"></span>em <span class="_ _2"></span>plenária <span class="_ _2"></span>por <span class="_ _2"></span>videoc<span class="_ _0"></span>onf<span class="_ _0"></span>erência </div><div class="t m0 x0 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">realiz<span class="_ _0"></span>ada em <span class="ls1">20</span> de outubro de 20<span class="_ _0"></span>20, <span class="ff2"> </span></div><div class="t m0 x0 h2 yd ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 ye ff3 fs0 fc0 sc0 ls0 ws0">CONSIDERANDO <span class="ff1">a determinação es<span class="_ _0"></span>tabelecida pelo Decr<span class="_ _0"></span>eto n° 10.139, de 28 de novembro de 2019, par<span class="_ _4"></span>a </span></div><div class="t m0 x0 h2 yf ff1 fs0 fc0 sc0 ls0 ws0">revisão <span class="_ _6"></span>e <span class="_ _7"> </span>consolidação <span class="_ _6"></span>dos <span class="_ _7"> </span>atos <span class="_ _6"></span>normativos <span class="_ _6"></span>inferior<span class="_ _0"></span>es <span class="_ _7"> </span>a <span class="_ _7"> </span>decret<span class="_ _0"></span>o, <span class="_ _6"></span>editados <span class="_ _6"></span>por <span class="_ _7"> </span>órgãos <span class="_ _6"></span>e <span class="_ _7"> </span>entidades <span class="_ _6"> </span>da<span class="_ _5"></span> </div><div class="t m0 x0 h2 y10 ff1 fs0 fc0 sc0 ls0 ws0">administr<span class="_ _0"></span>ação públic<span class="_ _0"></span>a f<span class="_ _0"></span>ederal dir<span class="_ _0"></span>eta, aut<span class="_ _0"></span>árquic<span class="_ _0"></span>a e fundacional,<span class="ff2"> </span></div><div class="t m0 x0 h2 y11 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2 y12 ff1 fs0 fc0 sc0 ls0 ws0">RESOL<span class="_ _8"></span>VEU: <span class="ff2"> </span></div><div class="t m0 x0 h2 y13 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h3 y14 ff3 fs0 fc0 sc0 ls0 ws0">Art. 1°  <span class="ff1">Es<span class="_ _0"></span>ta R<span class="_ _4"></span>esolução aprov<span class="_ _4"></span>a a ver<span class="_ _0"></span>são revisada <span class="_ _0"></span>e consolidada do <span class="_ _0"></span>documento <span class="_ _0"></span>Requisit<span class="_ _0"></span>os Mínimos par<span class="_ _0"></span>a as </span></div><div class="t m0 x0 h2 y15 ff1 fs0 fc0 sc0 ls0 ws0">P<span class="_ _0"></span>olíticas de Certificados na ICP<span class="_ _4"></span>-Brasil.<span class="ff2"> </span></div><div class="t m0 x0 h3 y16 ff3 fs0 fc0 sc0 ls0 ws0">Art. <span class="_ _2"></span>2°<span class="ls3">  </span><span class="ff1">Fica <span class="_ _5"></span>aprov<span class="_ _0"></span>ada <span class="_ _2"></span>a <span class="_ _5"></span>versão <span class="_ _5"></span>8.0 <span class="_ _2"></span>do <span class="_ _5"></span>documento <span class="_ _2"></span>DOC-ICP<span class="_ _4"></span>-<span class="ls4">04</span> <span class="_ _2"></span>– <span class="_ _5"></span>Requisitos <span class="_ _5"></span>Mínimos <span class="_ _2"></span>para <span class="_ _5"></span>as <span class="_ _2"></span>P<span class="_ _4"></span>olíticas <span class="_ _2"></span>de </span></div><div class="t m0 x0 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0">Certificados n<span class="ls5">a </span>ICP<span class="_ _4"></span>-Brasil, ane<span class="_ _4"></span>xa a esta R<span class="_ _4"></span>esolução.<span class="ff2"> </span></div><div class="t m0 x0 h3 y18 ff3 fs0 fc0 sc0 ls0 ws0">Art. <span class="_ _2"></span>2° <span class="_ _5"></span> <span class="_ _2"></span><span class="ff1">Fica <span class="_ _5"></span>aprovada <span class="_ _5"></span>a <span class="_ _2"></span>v<span class="_ _0"></span>ersão <span class="_ _5"></span>8.1 <span class="_ _2"></span>do <span class="_ _5"></span>d<span class="_ _5"></span>ocumento <span class="_ _5"></span>DOC-ICP-04 <span class="_ _5"></span>– <span class="_ _2"></span>R<span class="_ _0"></span>equisitos <span class="_ _5"></span>Mínimos <span class="_ _2"></span>para <span class="_ _5"></span>as <span class="_ _2"></span>P<span class="_ _0"></span>olíticas <span class="_ _5"></span>de </span></div><div class="t m0 x0 h2 y19 ff1 fs0 fc0 sc0 ls0 ws0">Certificados na ICP-Br<span class="_ _4"></span>asil, <span class="_ _5"></span>anex<span class="_ _4"></span>a <span class="_ _5"></span>a esta Resoluç<span class="_ _0"></span>ão. <span class="fc1">(Redação dada pela <span class="_ _5"></span>Resoluç<span class="_ _0"></span>ão CG ICP-Br<span class="_ _0"></span>asil n° <span class="_ _5"></span>197, de </span></div><div class="t m0 x0 h2 y1a ff1 fs0 fc1 sc0 ls1 ws0">2021)<span class="ff2 fc0 ls0"> </span></div><div class="t m0 x0 h3 y1b ff3 fs0 fc0 sc0 ls0 ws0">Art. 3°<span class="ls6">  </span><span class="ff1">Ficam rev<span class="_ _4"></span>ogada<span class="ls6">s:</span><span class="ff2"> </span></span></div><div class="t m0 x0 h2 y1c ff2 fs0 fc0 sc0 ls1 ws0">I <span class="ls0">- <span class="ff1"> <span class="ls5">a </span><span class="fc1">Resoluç<span class="_ _0"></span>ão n° 169, de 17 de abril de 2020<span class="fc0">;<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x0 h2 y1d ff2 fs0 fc0 sc0 ls1 ws0">II <span class="ls0">- <span class="ff1 ls5">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 150, de 07 de novembr<span class="_ _0"></span>o de 2018<span class="fc0">;<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x0 h2 y1e ff2 fs0 fc0 sc0 ls1 ws0">III <span class="ls0">- <span class="ff1 ls5">a <span class="fc1 ls0">Resolução n° 138, <span class="_ _0"></span>de 02 de abril de 2018<span class="fc0">;<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x0 h2 y1f ff2 fs0 fc0 sc0 ls0 ws0">IV - <span class="ff1 ls5">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 103, de 29 de abril de 2014<span class="fc0">;<span class="ff2"> </span></span></span></span></div><div class="t m0 x0 h2 y20 ff2 fs0 fc0 sc0 ls4 ws0">V <span class="ls0">- <span class="ff1 ls5">a <span class="fc1 ls0">R<span class="_ _0"></span>esolução n° 95, de 27 de set<span class="_ _0"></span>embro de 2012<span class="fc0">;<span class="ff2"> </span></span></span></span></span></div><div class="t m0 x0 h2 y21 ff2 fs0 fc0 sc0 ls0 ws0">VI - <span class="ff1 ls5">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 91, de 05 de julho de 2012<span class="fc0">;<span class="ff2"> </span></span></span></span></div><div class="t m0 x0 h2 y22 ff2 fs0 fc0 sc0 ls0 ws0">VII - <span class="ff1"> <span class="ls5">a </span><span class="fc1">Resoluç<span class="_ _0"></span>ão n° 87, de 19 de abril de 2012<span class="fc0">;<span class="ff2"> </span></span></span></span></div><div class="t m0 x0 h2 y23 ff2 fs0 fc0 sc0 ls0 ws0">VIII - <span class="ff1 ls5">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 77, de 31 de março <span class="_ _0"></span>de 2010<span class="fc0">;<span class="ff2"> </span></span></span></span></div><div class="t m0 x0 h2 y24 ff2 fs0 fc0 sc0 ls0 ws0">IX - <span class="ff1 ls5">a <span class="fc1 ls0">Resoluç<span class="_ _0"></span>ão n° 53, de 28 de novembr<span class="_ _0"></span>o de 2008<span class="fc0">; e<span class="ff2"> </span></span></span></span></div></div><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao197_AR_eletronica.htm"><div class="d m1" style="border-style:none;position:absolute;left:299.490000px;bottom:327.310000px;width:272.420000px;height:14.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao197_AR_eletronica.htm"><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:306.660000px;width:32.467000px;height:20.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao169_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:77.747000px;bottom:259.360000px;width:202.283000px;height:26.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao150_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:78.057000px;bottom:232.710000px;width:230.603000px;height:26.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao138_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:81.081000px;bottom:206.070000px;width:202.279000px;height:26.640000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao103_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:81.843000px;bottom:179.420000px;width:202.287000px;height:26.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao95_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:78.819000px;bottom:152.770000px;width:221.131000px;height:26.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao91_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:81.843000px;bottom:126.120000px;width:199.017000px;height:26.650000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao87_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:87.579000px;bottom:99.472000px;width:196.201000px;height:26.648000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao77_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:87.889000px;bottom:72.823000px;width:205.101000px;height:26.649000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao53_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:81.262000px;bottom:46.175000px;width:224.518000px;height:26.648000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf2" class="pf w0 h0" data-page-no="2"><div class="pc pc2 w0 h0"><img class="bi x4 y25 w3 h4" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYAAAAABCAIAAABYPu4hAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAFUlEQVQ4y2NkTT7IMApGwSgYBQMBAD/oASs8uommAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h2 y26 ff2 fs0 fc0 sc0 ls5 ws0">X <span class="ls0">- </span><span class="ff1">a <span class="fc1 ls0">R<span class="_ _0"></span>esolução n° 41, de 18 de abril de 2006<span class="fc0">.<span class="ff2"> </span></span></span></span></div><div class="t m0 x0 h3 y3 ff3 fs0 fc0 sc0 ls0 ws0">Art. 4<span class="ls1">° </span> <span class="ff1">Esta R<span class="_ _4"></span>esolução entr<span class="_ _0"></span>a em vigor em 03 de novembr<span class="_ _0"></span>o de 2020.<span class="ff2"> </span></span></div><div class="t m0 x0 h2 y4 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2 y27 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h5 y28 ff1 fs0 fc0 sc0 ls0 ws0">THIAGO MEIRELLES FERNANDE<span class="_ _0"></span>S PEREIRA<span class="ff2 fs1"> </span></div><div class="t m0 x0 h2 y29 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao41_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:78.239000px;bottom:730.220000px;width:196.201000px;height:26.650000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf3" class="pf w0 h0" data-page-no="3"><div class="pc pc3 w0 h0"><img class="bi x6 y2a w4 h6" alt="" 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class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 ha y30 ff6 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa hb y31 ff5 fs1 fc0 sc0 ls0 ws0">ANEXO </div><div class="t m0 x0 hb y32 ff5 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y33 ff5 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y34 ff5 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y35 ff5 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y36 ff5 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb hb y37 ff5 fs1 fc0 sc0 ls0 ws0">REQUISITOS MÍNIMOS PARA AS POLÍTICA<span class="_ _5"></span>S DE </div><div class="t m0 xc hb y38 ff5 fs1 fc0 sc0 ls0 ws0"> CERTIFICADO NA ICP-<span class="_ _5"></span>BRASIL </div><div class="t m0 xd hb y39 ff5 fs1 fc0 sc0 ls7 ws0">DOC<span class="ls0">-ICP-<span class="ls8">04</span><span class="ff7"> </span></span></div><div class="t m0 xe hb y3a ff5 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf hb y3b ff5 fs1 fc0 sc0 ls0 ws0">Versão 8.0 </div><div class="t m0 xf hb y3c ff5 fs1 fc0 sc0 ls0 ws0">Versão 8.1 </div><div class="t m0 x10 hb y3d ff5 fs1 fc1 sc0 ls0 ws0">(Redação dada pela Resolução CG ICP<span class="_ _5"></span>-Brasil nº 197, de 2021)<span class="_ _5"></span><span class="fc0"> </span></div><div class="t m0 xe hb y3e ff5 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hb y3f ff5 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hb y40 ff5 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hb y41 ff5 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe hb y42 ff5 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb y43 ff5 fs1 fc0 sc0 ls8 ws0">20 <span class="ls0">de outubro de </span>2020<span class="ls0">  </span></div><div class="t m0 x12 hb y44 ff5 fs1 fc0 sc0 ls0 ws0">16 de novembro de 2021 </div><div class="t m0 x10 hb y45 ff5 fs1 fc1 sc0 ls0 ws0">(Redação dada pela Resolução CG ICP<span class="_ _5"></span>-Brasil nº 197, de 2021)<span class="_ _5"></span><span class="fc0"> </span></div></div><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao197_AR_eletronica.htm"><div class="d m1" style="border-style:none;position:absolute;left:109.530000px;bottom:327.000000px;width:376.240000px;height:30.150000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao197_AR_eletronica.htm"><div class="d m1" style="border-style:none;position:absolute;left:109.530000px;bottom:85.817000px;width:376.240000px;height:30.153000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8">2</span> </div><div class="t m0 xe hb y31 ff5 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x13 hb y32 ff5 fs1 fc0 sc0 ls0 ws0">SUMÁRIO </div><div class="t m0 xe hb y33 ff5 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y47 ff4 fs0 fc0 sc0 ls0 ws0">CONTROLE DE ALTERAÇÕES <span class="_ _b"></span>....................................................................................................... <span class="_ _b"></span>3<span class="ff2 fs4"> </span></div><div class="t m0 x0 h7 y48 ff4 fs0 fc0 sc0 ls0 ws0">1<span class="ff2 fs4"> <span class="_ _c"> </span></span><span class="ls2">IN</span>TRODUÇÃO <span class="_ _8"></span>........................................................................................................................... <span class="_ _d"></span>7<span class="ff2 fs4"> </span></div><div class="t m0 x14 he y49 ff2 fs5 fc0 sc0 ls0 ws0">1.1<span class="fs4"> <span class="_ _e"> </span></span>V<span class="fs3">ISÃO </span>G<span class="fs3">ERAL</span> <span class="_ _d"></span><span class="ls9">............................................................................................................................................................<span class="ls0"> <span class="_ _8"></span>7<span class="fs4"> </span></span></span></div><div class="t m0 x14 he y4a ff2 fs5 fc0 sc0 ls0 ws0">1.2<span class="fs4"> <span class="_ _e"> </span></span>N<span class="fs3">OME DO DOCUMENTO E IDENTIFICAÇÃO<span class="_ _5"></span></span> <span class="ls9">......................................................................................................................</span> <span class="_ _8"></span>8<span class="fs4"> </span></div><div class="t m0 x14 he y4b ff2 fs5 fc0 sc0 ls0 ws0">1.3<span class="fs4"> <span class="_ _e"> </span></span>P<span class="fs3">ARTICIPANTES DA </span><span class="ls9">ICP</span>-B<span class="fs3">RASIL</span> <span class="ls9">....................................................................................................................................</span> <span class="_ _8"></span>9<span class="fs4"> </span></div><div class="t m0 x14 he y4c ff2 fs5 fc0 sc0 ls0 ws0">1.4<span class="fs4"> <span class="_ _e"> </span></span>U<span class="fs3">SABILIDADE DO </span>C<span class="fs3">ERTIFICADO</span> <span class="_ _8"></span><span class="ls9">.....................................................................................................................................<span class="ls0"> <span class="_ _8"></span>9<span class="_ _0"></span><span class="fs4"> </span></span></span></div><div class="t m0 x14 he y4d ff2 fs5 fc0 sc0 ls0 ws0">1.5<span class="fs4"> <span class="_ _e"> </span></span>P<span class="fs3">OLÍTICA DE </span>A<span class="fs3">DMINISTRAÇÃO</span> <span class="_ _f"></span><span class="ls9">....................................................................................................................................<span class="ls0"> <span class="_ _8"></span>10<span class="fs4"> </span></span></span></div><div class="t m0 x14 he y4e ff2 fs5 fc0 sc0 ls0 ws0">1.6<span class="fs4"> <span class="_ _e"> </span></span>D<span class="fs3">EFINIÇÕES E </span>A<span class="fs3">CRÔNIMOS</span> <span class="_ _f"></span><span class="ls9">........................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lsa">11<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 h7 y10 ff4 fs0 fc0 sc0 ls0 ws0">2<span class="ff2 fs4"> <span class="_ _c"> </span></span>RESPONSABILIDADES DE PUBLICAÇÃO E REPOSITÓRIO <span class="_ _10"></span>........................................... <span class="_ _d"></span>12<span class="ff2 fs4"> </span></div><div class="t m0 x0 h7 y4f ff4 fs0 fc0 sc0 ls0 ws0">3<span class="ff2 fs4"> <span class="_ _c"> </span></span>IDENTIFICAÇÃO E AUTENTICAÇÃO <span class="_ _b"></span>................................................................................. <span class="_ _d"></span>12<span class="ff2 fs4"> </span></div><div class="t m0 x0 h7 y50 ff4 fs0 fc0 sc0 ls0 ws0">4<span class="ff2 fs4"> <span class="_ _c"> </span></span>REQUISITOS OPERACIONAIS DO CICLO DE VIDA DO CERTIFICADO <span class="_ _11"></span>....................... <span class="_ _d"></span>13<span class="ff2 fs4"> </span></div><div class="t m0 x0 h7 y51 ff4 fs0 fc0 sc0 ls0 ws0">5<span class="ff2 fs4"> <span class="_ _c"> </span></span>CONTROLES OPERACIONAIS, GERENCIAMENTO E DE INSTALAÇÕES <span class="_ _8"></span>................... <span class="_ _d"></span>15<span class="ff2 fs4"> </span></div><div class="t m0 x0 h7 y52 ff4 fs0 fc0 sc0 ls0 ws0">6<span class="ff2 fs4"> <span class="_ _c"> </span></span>CONTROLES TÉCNICOS DE SEGURANÇA <span class="_ _10"></span>........................................................................ <span class="_ _d"></span>17<span class="ff2 fs4"> </span></div><div class="t m0 x14 he y15 ff2 fs5 fc0 sc0 ls0 ws0">6.1<span class="fs4"> <span class="_ _e"> </span></span>G<span class="fs3">ERAÇÃO E </span>I<span class="fs3">NSTALAÇÃO DO </span>P<span class="fs3">AR DE </span>C<span class="fs3">HAVES<span class="_ _5"></span></span> <span class="_ _8"></span><span class="ls9">................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lsa">17<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x14 he y53 ff2 fs5 fc0 sc0 ls0 ws0">6.2<span class="fs4"> <span class="_ _e"> </span></span>P<span class="fs3">ROTEÇÃO DA </span>C<span class="fs3">HAVE </span>P<span class="fs3">RIVADA E CONTROLE DE<span class="_ _5"></span> ENGENHARIA DO MÓDULO CRIPT<span class="_ _5"></span>OGRÁFICO</span> <span class="_ _8"></span><span class="ls9">...................................................<span class="ls0"> <span class="_ _f"></span><span class="lsa">19<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x14 he y54 ff2 fs5 fc0 sc0 ls0 ws0">6.3<span class="fs4"> <span class="_ _e"> </span></span>O<span class="fs3">UTROS </span>A<span class="fs3">SPECTOS DO </span>G<span class="fs3">ERENCIAMENTO DO <span class="_ _5"></span></span>P<span class="fs3">AR DE </span>C<span class="fs3">HAVES</span> <span class="_ _f"></span><span class="ls9">..........................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lsa">21<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x14 he y55 ff2 fs5 fc0 sc0 ls0 ws0">6.4<span class="fs4"> <span class="_ _e"> </span></span>D<span class="fs3">ADOS DE </span>A<span class="fs3">TIVAÇÃO</span> <span class="_ _8"></span><span class="ls9">................................<span class="_ _5"></span>...............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lsa">22<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x14 he y56 ff2 fs5 fc0 sc0 ls0 ws0">6.5<span class="fs4"> <span class="_ _e"> </span></span>C<span class="fs3">ONTROLES DE </span>S<span class="fs3">EGURANÇA </span>C<span class="fs3">OMPUTACIONAL<span class="_ _5"></span></span> <span class="_ _b"></span><span class="ls9">..............................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lsa">22<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x14 he y57 ff2 fs5 fc0 sc0 ls0 ws0">6.6<span class="fs4"> <span class="_ _e"> </span></span>C<span class="fs3">ONTROLES </span>T<span class="fs3">ÉCNICOS DO </span>C<span class="fs3">ICLO DE<span class="_ _5"></span> </span>V<span class="fs3">IDA</span> <span class="ls9">....................................................................................................................</span> <span class="_ _8"></span><span class="lsa">23<span class="fs4 ls0"> </span></span></div><div class="t m0 x14 he y58 ff2 fs5 fc0 sc0 ls0 ws0">6.7<span class="fs4"> <span class="_ _e"> </span></span>C<span class="fs3">ONTROLES DE </span>S<span class="fs3">EGURANÇA DE </span>R<span class="fs3">EDE<span class="_ _5"></span></span> <span class="_ _8"></span><span class="ls9">..........................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lsa">23<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x14 he y59 ff2 fs5 fc0 sc0 ls0 ws0">6.8<span class="fs4"> <span class="_ _e"> </span></span>C<span class="fs3">ARIMBO DO </span>T<span class="fs3">EMPO</span> <span class="ls9">...............................................................................................................................................</span> <span class="_ _f"></span><span class="lsa">23<span class="fs4 ls0"> </span></span></div><div class="t m0 x0 h7 y5a ff4 fs0 fc0 sc0 ls0 ws0">7<span class="ff2 fs4"> <span class="_ _c"> </span></span>PERFIS DE CERTIFICADO, LCR E OCSP............................................................................. <span class="_ _d"></span>23<span class="ff2 fs4"> </span></div><div class="t m0 x14 he y5b ff2 fs5 fc0 sc0 ls0 ws0">7.1<span class="fs4"> <span class="_ _e"> </span></span>P<span class="fs3">ERFIL DO CERTIFICADO</span> <span class="_ _4"></span><span class="ls9">............................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lsa">23<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x14 he y5c ff2 fs5 fc0 sc0 ls0 ws0">7.2<span class="fs4"> <span class="_ _e"> </span></span>P<span class="fs3">ERFIL DE </span><span class="lsb">LCR</span> <span class="_ _f"></span><span class="ls9">........................................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lsa">33<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x14 he y5d ff2 fs5 fc0 sc0 ls0 ws0">7.3<span class="fs4"> <span class="_ _e"> </span></span>P<span class="fs3">ERFIL DE </span><span class="lsc">OC<span class="lsd">SP</span></span> <span class="_ _4"></span><span class="ls9">.....................................................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="lsa">33<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 x0 h7 y5e ff4 fs0 fc0 sc0 ls0 ws0">8<span class="ff2 fs4"> <span class="_ _c"> </span></span>AUDITORIA DE CONFORMIDADE E OUTRAS AVALIAÇÕES <span class="_ _d"></span>....................................... <span class="_ _d"></span>33<span class="ff2 fs4"> </span></div><div class="t m0 x0 h7 y5f ff4 fs0 fc0 sc0 ls0 ws0">9<span class="ff2 fs4"> <span class="_ _c"> </span></span>OUTROS NEGÓCIOS E ASSUNTOS JURÍDICOS <span class="_ _d"></span>................................................................ <span class="_ _d"></span>34<span class="ff2 fs4"> </span></div><div class="t m0 x0 h7 y60 ff4 fs0 fc0 sc0 ls0 ws0">10<span class="ff2 fs4"> <span class="_ _12"> </span></span>DOCUMENTOS REFERENCIADOS <span class="_ _8"></span>...................................................................................... <span class="_ _d"></span>36<span class="ff2 fs4"> </span></div><div class="t m0 x0 h7 y61 ff4 fs0 fc0 sc0 ls0 ws0">11<span class="ff2 fs4"> <span class="_ _12"> </span></span>REFERÊNCIAS BIBLIOGRÁFICAS <span class="_ _11"></span>....................................................................................... <span class="_ _d"></span>36<span class="ff2 fs4"> </span></div><div class="t m0 xe hb y62 ff5 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hf y63 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _13"> </span><span class="fs1"> </span></div></div><a class="l" href="#pf5" data-dest-detail='[5,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:608.680000px;width:485.900000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf9" data-dest-detail='[9,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:588.880000px;width:485.900000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf9" data-dest-detail='[9,"XYZ",54,693,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:576.680000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfa" data-dest-detail='[10,"XYZ",54,457,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:564.470000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfb" data-dest-detail='[11,"XYZ",89,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:552.260000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfb" data-dest-detail='[11,"XYZ",54,285,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:540.050000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfc" data-dest-detail='[12,"XYZ",54,416,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:527.850000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfd" data-dest-detail='[13,"XYZ",54,633,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:515.640000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,568,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:489.840000px;width:485.900000px;height:25.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pfe" data-dest-detail='[14,"XYZ",54,424,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:470.040000px;width:485.900000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pff" data-dest-detail='[15,"XYZ",89,600,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:450.240000px;width:485.900000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf11" data-dest-detail='[17,"XYZ",89,481,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:430.450000px;width:485.900000px;height:19.790000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf13" data-dest-detail='[19,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:410.650000px;width:485.900000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf13" data-dest-detail='[19,"XYZ",54,632,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:398.440000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf15" data-dest-detail='[21,"XYZ",89,271,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:386.230000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf17" data-dest-detail='[23,"XYZ",54,497,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:374.030000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf18" data-dest-detail='[24,"XYZ",54,507,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:361.820000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf18" data-dest-detail='[24,"XYZ",54,242,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:349.610000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf19" data-dest-detail='[25,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:337.400000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf19" data-dest-detail='[25,"XYZ",54,372,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:325.200000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf19" data-dest-detail='[25,"XYZ",54,299,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:312.990000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf19" data-dest-detail='[25,"XYZ",54,240,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:287.190000px;width:485.900000px;height:25.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf19" data-dest-detail='[25,"XYZ",54,147,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:274.980000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf23" data-dest-detail='[35,"XYZ",54,639,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:262.780000px;width:473.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf23" data-dest-detail='[35,"XYZ",54,435,null]'><div class="d m1" style="border-style:none;position:absolute;left:66.450000px;bottom:250.570000px;width:473.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf23" data-dest-detail='[35,"XYZ",54,304,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:224.770000px;width:485.900000px;height:25.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf24" data-dest-detail='[36,"XYZ",54,718,null]'><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:204.970000px;width:485.900000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="#pf26" 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<div id="pf5" class="pf w0 h0" data-page-no="5"><div class="pc pc5 w0 h0"><img class="bi x15 y64 w8 h10" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8">3</span> </div><div class="t m0 x0 hb y31 ff5 fs1 fc0 sc0 ls0 ws0">CONTROLE DE ALTERAÇÕES<span class="_ _5"></span> </div></div><div class="c x16 y65 w9 h11"><div class="t m0 x17 h12 y66 ff9 fs0 fc0 sc0 ls0 ws0">Ato que aprovou a </div><div class="t m0 x18 h12 y67 ff9 fs0 fc0 sc0 ls0 ws0">alteração<span class="ffa"> </span></div></div><div class="c x19 y65 wa h11"><div class="t m0 x1a h12 y66 ff9 fs0 fc0 sc0 ls0 ws0">Item alterado<span class="ffa"> </span></div></div><div class="c x1b y65 wb h11"><div class="t m0 x1c h12 y66 ff9 fs0 fc0 sc0 ls0 ws0">Descrição da alteração<span class="ffa"> </span></div></div><div class="c x16 y68 w9 h13"><div class="t m0 x1d h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">Resolução nº 197, de </div><div class="t m0 x1e h7 y6a ff4 fs0 fc0 sc0 ls0 ws0">16.11.2021 </div><div class="t m0 x1f h7 y6b ff4 fs0 fc0 sc0 ls0 ws0">Versão 8.1 </div></div><div class="c x19 y68 wa h13"><div class="t m0 x6 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">7.1.4.1 </div></div><div class="c x1b y68 wb h13"><div class="t m0 x1 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">Regulamentação <span class="_ _4"></span>dos procedimentos </div><div class="t m0 x1 h7 y6a ff4 fs0 fc0 sc0 ls0 ws0">e <span class="_ _14"> </span>requisitos <span class="_ _14"> </span>técnicos <span class="_ _14"> </span>para <span class="_ _14"> </span>a </div><div class="t m0 x1 h7 y66 ff4 fs0 fc0 sc0 ls0 ws0">operacionalização de Autoridade <span class="_ _5"></span>de </div><div class="t m0 x1 h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Registro Eletrônica na ICP-Brasil. </div></div><div class="c x16 y6c w9 h14"><div class="t m0 x1d h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Resolução nº 196, de </div><div class="t m0 x1e h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">16.11.2021 </div><div class="t m0 x1f h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Versão 8.1 </div></div><div class="c x19 y6c wa h14"><div class="t m0 x20 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">6.3.2.4, 6.3.2.5 e 7.1.2.3 c) </div></div><div class="c x1b y6c wb h14"><div class="t m0 x1 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Atualização <span class="_ _4"></span>dos requisitos <span class="_ _4"></span>Webtrust </div></div><div class="c x16 y6f w9 h15"><div class="t m0 x21 h7 y70 ff4 fs0 fc0 sc0 ls0 ws0">Resolução 179, de </div><div class="t m0 x1e h7 y71 ff4 fs0 fc0 sc0 ls0 ws0">20.09.2020 </div><div class="t m0 x1f h7 y6a ff4 fs0 fc0 sc0 ls0 ws0">Versão 8.0<span class="ffb"> </span></div></div><div class="c x19 y6f wa h15"><div class="t m0 x22 h7 y70 ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1b y6f wb h15"><div class="t m0 x1 h7 y70 ff4 fs0 fc0 sc0 ls0 ws0">Revisão  e <span class="_ _15"> </span>consolidação  do <span class="_ _15"> </span>DOC-</div><div class="t m0 x1 h7 y71 ff4 fs0 fc0 sc0 ls0 ws0">ICP-04, <span class="_ _16"> </span>conforme <span class="_ _16"> </span>Decreto <span class="_ _16"> </span>n° </div><div class="t m0 x1 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">10.139, <span class="_ _4"></span>de <span class="_ _4"></span>28 <span class="_ _0"></span>de <span class="_ _4"></span>novembro <span class="_ _4"></span>de <span class="_ _4"></span>2019.<span class="_ _5"></span> </div><div class="t m0 x1 h7 y66 ff4 fs0 fc0 sc0 ls0 ws0">Ajustes <span class="_ _17"> </span>para <span class="_ _17"></span>emissão <span class="_ _17"></span>por <span class="_ _17"></span>meio <span class="_ _17"></span>de </div><div class="t m0 x1 h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">videoconferência. </div></div><div class="c x16 y72 w9 h16"><div class="t m0 x21 h7 y73 ff4 fs0 fc0 sc0 ls0 ws0">Resolução 169, de </div><div class="t m0 x1e h7 y74 ff4 fs0 fc0 sc0 ls0 ws0">17.04.2020  </div><div class="t m0 x1f h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Versão 7.2 </div></div><div class="c x19 y72 wa h16"><div class="t m0 x6 h7 y73 ff4 fs0 fc0 sc0 ls0 ws0">7.1.4.1 </div></div><div class="c x1b y72 wb h16"><div class="t m0 x1 h7 y73 ff4 fs0 fc0 sc0 ls0 ws0">Inclui <span class="_ _18"> </span>no <span class="_ _1"> </span>certificado <span class="_ _18"> </span>digital <span class="_ _18"> </span>a </div><div class="t m0 x1 h7 y74 ff4 fs0 fc0 sc0 ls0 ws0">informação <span class="_ _2"></span>de <span class="_ _5"></span>como <span class="_ _2"></span>foi <span class="_ _2"></span>realizada <span class="_ _5"></span>a </div><div class="t m0 x1 h7 y75 ff4 fs0 fc0 sc0 ls0 ws0">identificação do titular. </div></div><div class="c x16 y76 w9 h13"><div class="t m0 x21 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">Resolução 156, de </div><div class="t m0 x1e h7 y6a ff4 fs0 fc0 sc0 ls0 ws0">07.02.2020  </div><div class="t m0 x1f h7 y6b ff4 fs0 fc0 sc0 ls0 ws0">Versão 7.1 </div></div><div class="c x19 y76 wa h13"><div class="t m0 x23 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.3.a.2), 7.1.2.4.d </div></div><div class="c x1b y76 wb h13"><div class="t m0 x1 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">Alteração  nos  procedimentos  para </div><div class="t m0 x1 h7 y6a ff4 fs0 fc0 sc0 ls0 ws0">emissão <span class="_ _19"> </span>de <span class="_ _19"> </span>certificados <span class="_ _19"> </span>digitais </div><div class="t m0 x1 h7 y66 ff4 fs0 fc0 sc0 ls0 ws0">pelos <span class="_ _c"> </span>conselhos <span class="_ _c"> </span>de <span class="_ _1a"> </span>classes </div><div class="t m0 x1 h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">profissionais instituídos por lei. </div></div><div class="c x16 y77 w9 h14"><div class="t m0 x21 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Resolução 151, de </div><div class="t m0 x1e h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">30.05.2019  </div><div class="t m0 x1f h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Versão 7.0 </div></div><div class="c x19 y77 wa h14"><div class="t m0 x22 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1b y77 wb h14"><div class="t m0 x1 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Aprova <span class="_ _3"></span>a <span class="_ _3"></span>versão <span class="_ _3"></span>7.0 <span class="_ _3"></span>do <span class="_ _3"></span>DOC-ICP-</div><div class="t m0 x1 h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">04. </div></div><div class="c x16 y78 w9 h14"><div class="t m0 x21 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Resolução 150, de </div><div class="t m0 x1e h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">07.11.2018  </div><div class="t m0 x1f h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Versão 6.7 </div></div><div class="c x19 y78 wa h14"><div class="t m0 x24 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">7.1.4.1, </div></div><div class="c x1b y78 wb h14"><div class="t m0 x1 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Inclui <span class="_ _5"></span>no <span class="_ _5"></span>certificado <span class="_ _5"></span>digital <span class="_ _5"></span>o <span class="_ _5"></span>CNPJ </div><div class="t m0 x1 h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">da <span class="_ _1b"> </span>Autoridade <span class="_ _1b"> </span>de <span class="_ _1b"> </span>Registro <span class="_ _1b"> </span>onde </div><div class="t m0 x1 h7 y75 ff4 fs0 fc0 sc0 ls0 ws0">ocorreu a identificação presencial. </div></div><div class="c x16 y79 w9 h13"><div class="t m0 x21 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">Resolução 141, de </div><div class="t m0 x1e h7 y6a ff4 fs0 fc0 sc0 ls0 ws0">03.07.2018  </div><div class="t m0 x1f h7 y6b ff4 fs0 fc0 sc0 ls0 ws0">Versão 6.6 </div></div><div class="c x19 y79 wa h13"><div class="t m0 x25 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.3-a </div></div><div class="c x1b y79 wb h13"><div class="t m0 x1 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">Incluir  os <span class="_ _1c"> </span>servidores  p<span class="_ _0"></span>úblicos  dos </div><div class="t m0 x1 h7 y6a ff4 fs0 fc0 sc0 ls0 ws0">estados  e  do <span class="_ _15"> </span>Distrito  Federal <span class="_ _15"> </span>nos </div><div class="t m0 x1 h7 y66 ff4 fs0 fc0 sc0 ls0 ws0">procedimentos <span class="_ _c"> </span>específicos <span class="_ _c"> </span>de </div><div class="t m0 x1 h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">emissão de certificados digitais. </div></div><div class="c x16 y7a w9 h16"><div class="t m0 x21 h7 y73 ff4 fs0 fc0 sc0 ls0 ws0">Resolução 139, de </div><div class="t m0 x1e h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">03.07.2018  </div><div class="t m0 x1f h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Versão 6.6 </div></div><div class="c x19 y7a wa h16"><div class="t m0 x9 h7 y73 ff4 fs0 fc0 sc0 ls0 ws0">1.1.3, 1.1.7A, 1.1.8, 1.2.2, 1.3.5.8, </div><div class="t m0 x17 h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">6.1.1.1.2, 6.1.1.7, 6.1.8, 6.2.4.1, </div><div class="t m0 x26 h7 y75 ff4 fs0 fc0 sc0 ls0 ws0">6.3.2.3, 7.1.2.3, Tabela do Anexo I </div></div><div class="c x1b y7a wb h16"><div class="t m0 x1 h7 y73 ff4 fs0 fc0 sc0 ls0 ws0">Criação <span class="_ _1c"> </span>da <span class="_ _17"> </span>Política <span class="_ _1c"> </span>de <span class="_ _1c"> </span>Certificado </div><div class="t m0 x1 h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">para <span class="_ _17"> </span>Objetos <span class="_ _17"> </span>Metrológicos <span class="_ _1c"> </span><span class="ffc">–</span> <span class="_ _17"> </span><span class="ls1">OM</span>-</div><div class="t m0 x1 h7 y75 ff4 fs0 fc0 sc0 ls0 ws0">BR no âmbito da ICP-Brasil. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8">4</span> </div></div><div class="c x16 y7c w9 h18"><div class="t m0 x17 h12 y66 ff9 fs0 fc0 sc0 ls0 ws0">Ato que aprovou a </div><div class="t m0 x18 h12 y67 ff9 fs0 fc0 sc0 ls0 ws0">alteração<span class="ffa"> </span></div></div><div class="c x19 y7c wa h18"><div class="t m0 x1a h12 y66 ff9 fs0 fc0 sc0 ls0 ws0">Item alterado<span class="ffa"> </span></div></div><div class="c x1b y7c wb h18"><div class="t m0 x1c h12 y66 ff9 fs0 fc0 sc0 ls0 ws0">Descrição da alteração<span class="ffa"> </span></div></div><div class="c x16 y7d w9 h14"><div class="t m0 x21 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Resolução 138, de </div><div class="t m0 x1e h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">02.04.2018  </div><div class="t m0 x1f h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Versão 6.5 </div></div><div class="c x19 y7d wa h14"><div class="t m0 x27 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.3 e 7.1.2.4 </div></div><div class="c x1b y7d wb h14"><div class="t m0 x1 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Alteração <span class="_ _1"> </span>da <span class="_ _18"> </span>extensão <span class="_ _1"> </span>&quot;<span class="ff6">subj<span class="_ _5"></span>ect </span></div><div class="t m0 x1 h7 y6e ff6 fs0 fc0 sc0 ls0 ws0">alternative <span class="_ _3"></span>name<span class="ff4">&quot; <span class="_ _6"></span>para <span class="_ _3"></span>certificados </span></div><div class="t m0 x1 h7 y75 ff4 fs0 fc0 sc0 ls0 ws0">de equipamento A CF-e-SAT. </div></div><div class="c x16 y7e w9 h14"><div class="t m0 x21 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Resolução 132, de </div><div class="t m0 x1e h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">10.11.2017  </div><div class="t m0 x1f h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Versão 6.4 </div></div><div class="c x19 y7e wa h14"><div class="t m0 x28 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">1.3.3A, 6.2.4.2 </div></div><div class="c x1b y7e wb h14"><div class="t m0 x1 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Institui <span class="_ _1c"> </span>o <span class="_ _1c"> </span>Prestador <span class="_ _1c"> </span>de <span class="_ _1c"> </span>Serviço <span class="_ _1c"> </span>de </div><div class="t m0 x1 h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">Confiança. </div></div><div class="c x16 y7f w9 h13"><div class="t m0 x21 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">Resolução 128, de </div><div class="t m0 x1e h7 y6a ff4 fs0 fc0 sc0 ls0 ws0">13.09.2017  </div><div class="t m0 x1f h7 y6b ff4 fs0 fc0 sc0 ls0 ws0">Versão 6.3 </div></div><div class="c x19 y7f wa h13"><div class="t m0 x25 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.3.c </div></div><div class="c x1b y7f wb h13"><div class="t m0 x1 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">Obriga <span class="_ _1d"> </span>certificados <span class="_ _1d"> </span>do <span class="_ _1d"> </span>tipo </div><div class="t m0 x1 h7 y6a ff4 fs0 fc0 sc0 ls0 ws0">SSL/TLS <span class="_ _1e"> </span>a <span class="_ _1e"> </span>incluírem <span class="_ _1e"> </span>o <span class="_ _1e"> </span>Campo </div><div class="t m0 x1 h7 y66 ff4 fs0 fc0 sc0 ls0 ws0">dNSName <span class="_ _1"> </span>da <span class="_ _1"> </span>extensão <span class="_ _1"> </span>Subject </div><div class="t m0 x1 h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Alternative Name. </div></div><div class="c x16 y80 w9 h14"><div class="t m0 x21 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Resolução 124, de </div><div class="t m0 x1e h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">13.09.2017  </div><div class="t m0 x1f h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Versão 6.3 </div></div><div class="c x19 y80 wa h14"><div class="t m0 x6 h7 y6d ffd fs0 fc0 sc0 ls0 ws0">7.1.2.8<span class="ff4"> </span></div></div><div class="c x1b y80 wb h14"><div class="t m0 x1 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Retira <span class="_ _5"></span>a <span class="_ _5"></span>proibição <span class="_ _5"></span>de <span class="_ _5"></span>certificados <span class="_ _2"></span>A </div><div class="t m0 x1 h7 y6e ff4 fs0 fc0 sc0 ls1 ws0">CF<span class="ls0">-e-SAT <span class="_ _1f"> </span>de <span class="_ _1f"> </span>implementar <span class="_ _1f"> </span>a </span></div><div class="t m0 x1 h7 y75 ff4 fs0 fc0 sc0 ls0 ws0">extensão <span class="ff6">Extended Key Usage</span>. </div></div><div class="c x16 y81 w9 h19"><div class="t m0 x29 h7 y82 ff4 fs0 fc0 sc0 ls0 ws0">Resolução 119, 121 e </div><div class="t m0 x2a h7 y83 ff4 fs0 fc0 sc0 ls0 ws0">123, de 06.07.2017  </div><div class="t m0 x1f h7 y84 ff4 fs0 fc0 sc0 ls0 ws0">Versão 6.2 </div></div><div class="c x19 y81 wa h19"><div class="t m0 x2b h7 y82 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.2.e, </div><div class="t m0 x22 h7 y85 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x22 h7 y86 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x15 h7 y87 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.3.a.4 e </div><div class="t m0 x22 h7 y88 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1c h7 y89 ff4 fs0 fc0 sc0 ls0 ws0">6.1.1 Tabela 4 e Anexo I </div></div><div class="c x1b y81 wb h19"><div class="t m0 x1 h1a y82 ffd fs0 fc0 sc0 ls0 ws0">Obrigação <span class="_ _17"> </span>de <span class="_ _1c"> </span>resposta <span class="_ _17"> </span>OCSP<span class="_ _0"></span> <span class="_ _17"> </span>para<span class="_ _5"></span> </div><div class="t m0 x1 h1a y83 ffd fs0 fc0 sc0 ls0 ws0">certificados <span class="_ _1"> </span>de <span class="_ _e"> </span>auten<span class="_ _0"></span>ticação <span class="_ _18"> </span>de </div><div class="t m0 x1 h1a y8a ffd fs0 fc0 sc0 ls0 ws0">servidor (SSL/TLS).<span class="ffb"> </span></div><div class="t m0 x1 h1b y8b ffb fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1a y8c ffd fs0 fc0 sc0 ls0 ws0">Inclui <span class="_ _1c"> </span>a <span class="_ _17"> </span>previsão <span class="_ _1c"> </span>para <span class="_ _1c"> </span>certificados </div><div class="t m0 x1 h1a y8d ffd fs0 fc0 sc0 ls0 ws0">para <span class="_ _20"> </span>servidor <span class="_ _20"> </span>público <span class="_ _20"> </span>federal <span class="_ _20"> </span>e </div><div class="t m0 x1 h1a y8e ffd fs0 fc0 sc0 ls0 ws0">militar<span class="_ _4"></span>.<span class="ffb"> </span></div><div class="t m0 x1 h1b y8f ffb fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h7 y90 ff4 fs0 fc0 sc0 ls0 ws0">Atualiza <span class="_ _21"> </span>tabela <span class="_ _21"> </span>de <span class="_ _21"> </span>mídias </div><div class="t m0 x1 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">armazenadoras <span class="_ _22"> </span>de <span class="_ _22"> </span>chaves </div><div class="t m0 x1 h7 y6a ff4 fs0 fc0 sc0 ls0 ws0">criptográficas <span class="_ _2"></span>e <span class="_ _5"></span>tabela <span class="_ _2"></span>Comparativa </div><div class="t m0 x1 h7 y66 ff4 fs0 fc0 sc0 ls0 ws0">de <span class="_ _5"></span>Requisitos <span class="_ _2"></span>Mínimos <span class="_ _5"></span>por <span class="_ _5"></span>Tipo <span class="_ _2"></span>de </div><div class="t m0 x1 h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Certificado. </div></div><div class="c x16 y91 w9 h1c"><div class="t m0 x21 h7 y92 ff4 fs0 fc0 sc0 ls0 ws0">Resolução 118, de </div><div class="t m0 x1e h7 y93 ff4 fs0 fc0 sc0 ls0 ws0">09.12.2015  </div><div class="t m0 x1f h7 y75 ff4 fs0 fc0 sc0 ls0 ws0">Versão 6.1 </div></div><div class="c x19 y91 wa h1c"><div class="t m0 x6 h7 y92 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.2 </div><div class="t m0 x22 h7 y6e ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x25 h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">7.2.2.2.c </div></div><div class="c x1b y91 wb h1c"><div class="t m0 x1 h7 y92 ff4 fs0 fc0 sc0 ls0 ws0">Previsão <span class="_ _e"> </span>de <span class="_ _e"> </span>dois <span class="_ _e"> </span>pontos <span class="_ _e"> </span>para </div><div class="t m0 x1 h7 y93 ff4 fs0 fc0 sc0 ls0 ws0">obtenção da LCR. </div><div class="t m0 x1 h7 y75 ff4 fs0 fc0 sc0 ls0 ws0">Retirada do campo AIA da LCR. </div></div><div class="c x16 y94 w9 h14"><div class="t m0 x21 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Resolução 115, de </div><div class="t m0 x1e h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">11.11.2015 </div><div class="t m0 x1f h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Versão 6.0 </div></div><div class="c x19 y94 wa h14"><div class="t m0 x26 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">1.1.3, 1.1.7, 1.1.8, tabela 3, 1.3.5.7, </div><div class="t m0 x2c h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">6.1.1.1.1, tabela 4, tabela 5, 6.2.4.1, </div><div class="t m0 x9 h7 y75 ff4 fs0 fc0 sc0 ls0 ws0">tabela 6, 7.1.2.3, 7.1.2.8 e anexo I. </div></div><div class="c x1b y94 wb h14"><div class="t m0 x1 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Cria <span class="_ _3"></span>nova <span class="_ _3"></span>política <span class="_ _6"></span>de <span class="_ _3"></span>certificado <span class="_ _3"></span>A </div><div class="t m0 x1 h7 y6e ff4 fs0 fc0 sc0 ls1 ws0">CF<span class="ls0">-e-SAT. </span></div></div><div class="c x16 y95 w9 h1d"><div class="t m0 x21 h7 y96 ff4 fs0 fc0 sc0 ls0 ws0">Resolução 103, de </div><div class="t m0 x1e h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">29.04.2014 </div><div class="t m0 x1f h7 y97 ff4 fs0 fc0 sc0 ls0 ws0">Versão 5.3 </div></div><div class="c x19 y95 wa h1d"><div class="t m0 x17 h7 y96 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.2-e; 7.1.2.7; 7.1.2.3-a.a1.i; </div><div class="t m0 x2d h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.3-b.i; </div><div class="t m0 x2b h7 y97 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.4-<span class="ls2">f.</span> </div></div><div class="c x1b y95 wb h1d"><div class="t m0 x1 h7 y96 ff4 fs0 fc0 sc0 ls0 ws0">Esclarece <span class="_ _23"> </span>uso <span class="_ _23"> </span>da <span class="_ _23"> </span>extensão </div><div class="t m0 x1 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">ExtendedKeyUsage <span class="_ _8"></span>nos <span class="_ _4"></span>certificados </div><div class="t m0 x1 h7 y6a ff4 fs0 fc0 sc0 ls0 ws0">de usuário final e ajusta o campo de </div><div class="t m0 x1 h1e y66 ffc fs0 fc0 sc0 ls0 ws0">RG <span class="_ _24"> </span>na <span class="_ _24"> </span>extensão <span class="_ _24"> </span>“Subject </div><div class="t m0 x1 h7 y67 ffc fs0 fc0 sc0 ls0 ws0">Alternative Name”.<span class="ff4"> </span></div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8">5</span> </div></div><div class="c x16 y7c w9 h18"><div class="t m0 x17 h12 y66 ff9 fs0 fc0 sc0 ls0 ws0">Ato que aprovou a </div><div class="t m0 x18 h12 y67 ff9 fs0 fc0 sc0 ls0 ws0">alteração<span class="ffa"> </span></div></div><div class="c x19 y7c wa h18"><div class="t m0 x1a h12 y66 ff9 fs0 fc0 sc0 ls0 ws0">Item alterado<span class="ffa"> </span></div></div><div class="c x1b y7c wb h18"><div class="t m0 x1c h12 y66 ff9 fs0 fc0 sc0 ls0 ws0">Descrição da alteração<span class="ffa"> </span></div></div><div class="c x16 y99 w9 hc"><div class="t m0 x2e h7 y90 ff4 fs0 fc0 sc0 ls0 ws0">Resolução 99, de </div><div class="t m0 x1e h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">09.10.2013 </div><div class="t m0 x1f h7 y97 ff4 fs0 fc0 sc0 ls0 ws0">Versão 5.2 </div></div><div class="c x19 y99 wa hc"><div class="t m0 x18 h7 y90 ff4 fs0 fc0 sc0 ls0 ws0">Tabela 6 item 6.3.2.3; </div><div class="t m0 x2f h7 y9a ff4 fs0 fc0 sc0 ls0 ws0">Tabela do Anexo I. </div></div><div class="c x1b y99 wb hc"><div class="t m0 x1 h7 y90 ff4 fs0 fc0 sc0 ls0 ws0">Amplia <span class="_ _e"> </span>prazo <span class="_ _18"> </span>de <span class="_ _e"> </span>validade <span class="_ _18"> </span>de </div><div class="t m0 x1 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">certificados <span class="_ _5"></span>das <span class="_ _5"></span>hierarquias <span class="_ _5"></span>da <span class="_ _2"></span>ICP-</div><div class="t m0 x1 h7 y6a ff4 fs0 fc0 sc0 ls0 ws0">Brasil <span class="_ _25"> </span>que <span class="_ _25"> </span>implementam </div><div class="t m0 x1 h7 y66 ff4 fs0 fc0 sc0 ls0 ws0">exclusivamente <span class="_ _1d"> </span>algoritmos <span class="_ _1d"> </span>de </div><div class="t m0 x1 h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">curvas elípticas. </div></div><div class="c x16 y9b w9 h14"><div class="t m0 x2e h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Resolução 95, de </div><div class="t m0 x1e h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">27.09.2012 </div><div class="t m0 x1f h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Versão 5.1 </div></div><div class="c x19 y9b wa h14"><div class="t m0 x1c h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Tabela 4 do item 6.1.1.7; </div><div class="t m0 x2f h7 y66 ff4 fs0 fc0 sc0 ls0 ws0">Tabela do Anexo I. </div></div><div class="c x1b y9b wb h14"><div class="t m0 x1 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Adequação <span class="_ _26"> </span>das <span class="_ _26"> </span>exigências </div><div class="t m0 x1 h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">vinculadas <span class="_ _7"></span>aos <span class="_ _17"></span>equipamentos, <span class="_ _7"></span>para </div><div class="t m0 x1 h7 y75 ff4 fs0 fc0 sc0 ls0 ws0">certificados do tipo T3 e T4. </div></div><div class="c x16 y9c w9 h20"><div class="t m0 x2e h7 y9d ff4 fs0 fc0 sc0 ls0 ws0">Resolução 91, de </div><div class="t m0 x1e h7 y90 ff4 fs0 fc0 sc0 ls0 ws0">05.07.2012 </div><div class="t m0 x1f h7 y9a ff4 fs0 fc0 sc0 ls0 ws0">Versão 5.0 </div></div><div class="c x19 y9c wa h20"><div class="t m0 x1c h7 y9d ff4 fs0 fc0 sc0 ls0 ws0">Tabela 6 do item 6.3.2.3; </div><div class="t m0 x2f h7 y9e ff4 fs0 fc0 sc0 ls0 ws0">Tabela do Anexo I; </div><div class="t m0 x29 h1e y9f ffc fs0 fc0 sc0 ls0 ws0">alíneas “iii” do subitem “b” e “ii” </div><div class="t m0 x2a h7 ya0 ffc fs0 fc0 sc0 ls0 ws0">do subitem “c”, do item 7.1.2.3<span class="ff4"> </span></div></div><div class="c x1b y9c wb h20"><div class="t m0 x1 h7 y9d ff4 fs0 fc0 sc0 ls0 ws0">Alteração <span class="_ _15"> </span>do <span class="_ _27"> </span>Período <span class="_ _15"> </span>máximo <span class="_ _27"> </span>de </div><div class="t m0 x1 h7 y90 ff4 fs0 fc0 sc0 ls0 ws0">Validade <span class="_ _17"> </span>dos <span class="_ _17"></span>Certificados <span class="_ _7"></span>A3, <span class="_ _17"> </span>S3, </div><div class="t m0 x1 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">T3 para <span class="_ _5"></span>5 <span class="_ _5"></span>anos <span class="_ _5"></span>e <span class="_ _5"></span>do <span class="_ _5"></span>Tamanho (bits) </div><div class="t m0 x1 h7 y6a ff4 fs0 fc0 sc0 ls0 ws0">da <span class="_ _28"> </span>Chave <span class="_ _28"> </span>Criptográfica. <span class="_ _28"> </span>Inclusão </div><div class="t m0 x1 h7 y66 ff4 fs0 fc0 sc0 ls0 ws0">das <span class="_ _17"> </span>14 <span class="_ _17"> </span>pos. <span class="_ _17"> </span>no <span class="_ _1c"> </span>CNPJ <span class="_ _17"></span>para <span class="_ _17"> </span>o <span class="_ _17"> </span>OID </div><div class="t m0 x1 h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">2.16.76.1.3.3. </div></div><div class="c x16 ya1 w9 h21"><div class="t m0 x2e h7 ya2 ff4 fs0 fc0 sc0 ls0 ws0">Resolução 87, de </div><div class="t m0 x1e h7 y96 ff4 fs0 fc0 sc0 ls0 ws0">17.04.2010  </div><div class="t m0 x1f h7 y9a ff4 fs0 fc0 sc0 ls0 ws0">Versão 4.0 </div></div><div class="c x19 ya1 wa h21"><div class="t m0 x2b h7 ya2 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.3-<span class="ls5">a;</span> </div><div class="t m0 x1c h7 ya3 ff4 fs0 fc0 sc0 ls0 ws0">Tabela 4 do item 6.1.1.7; </div><div class="t m0 x1c h7 y9f ff4 fs0 fc0 sc0 ls0 ws0">Tabela 6 do item 6.3.2.3; </div><div class="t m0 x2f h7 ya4 ff4 fs0 fc0 sc0 ls0 ws0">Tabela do Anexo I. </div></div><div class="c x1b ya1 wb h21"><div class="t m0 x1 h7 ya2 ff4 fs0 fc0 sc0 ls0 ws0">Ajuste <span class="_ _1b"> </span>em <span class="_ _1b"> </span>redação <span class="_ _1b"> </span>para <span class="_ _1b"> </span>campos </div><div class="t m0 x1 h7 y96 ff4 fs0 fc0 sc0 ls0 ws0">otherName <span class="_ _6"></span>e <span class="_ _7"></span>alteração <span class="_ _6"></span>de <span class="_ _6"></span>validade </div><div class="t m0 x1 h7 y69 ff4 fs0 fc0 sc0 ls0 ws0">de <span class="_ _2"></span>certificados <span class="_ _2"></span>de <span class="_ _2"></span>tipo <span class="_ _2"></span>A4, <span class="_ _2"></span>S4 <span class="_ _2"></span>e <span class="_ _2"></span>T4 </div><div class="t m0 x1 h7 y6a ff4 fs0 fc0 sc0 ls0 ws0">para <span class="_ _20"> </span>6 <span class="_ _20"> </span>anos, <span class="_ _20"> </span>com <span class="_ _20"> </span>restrição <span class="_ _20"> </span>de </div><div class="t m0 x1 h7 y66 ff4 fs0 fc0 sc0 ls0 ws0">armazenamento <span class="_ _c"> </span>em <span class="_ _c"> </span>hardware </div><div class="t m0 x1 h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">criptográfico. </div></div><div class="c x16 ya5 w9 h22"><div class="t m0 x2e h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Resolução 84, de </div><div class="t m0 x1e h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">18.11.2010  </div><div class="t m0 x1f h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Versão 3.2 </div></div><div class="c x19 ya5 wa h22"><div class="t m0 x25 h7 ya6 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.3-a </div></div><div class="c x1b ya5 wb h22"><div class="t m0 x1 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Inclusão <span class="_ _29"> </span>de <span class="_ _19"> </span>cam<span class="_ _5"></span>po <span class="_ _29"> </span><span class="ff6">otherName</span>, </div><div class="t m0 x1 h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">obrigatório <span class="_ _2a"> </span>para <span class="_ _2a"> </span>certificado </div><div class="t m0 x1 h7 y75 ff4 fs0 fc0 sc0 ls0 ws0">vinculado ao RIC. </div></div><div class="c x16 ya7 w9 h14"><div class="t m0 x2e h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Resolução 77, de </div><div class="t m0 x1e h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">31.03.2010 </div><div class="t m0 x1f h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Versão 3.1 </div></div><div class="c x19 ya7 wa h14"><div class="t m0 x30 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.2-e, 7.1.2.2-f, 7.2.2.2-c </div></div><div class="c x1b ya7 wb h14"><div class="t m0 x1 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Inclusão <span class="_ _6"></span>do <span class="_ _6"></span>cam<span class="_ _5"></span>po <span class="_ _6"></span>de <span class="_ _6"></span>extensão <span class="_ _7"></span>de </div><div class="t m0 x1 h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">Authority Information Access. </div></div><div class="c x16 ya8 w9 h23"><div class="t m0 x2e h7 ya9 ff4 fs0 fc0 sc0 ls0 ws0">Resolução 53, de </div><div class="t m0 x1e h7 yaa ff4 fs0 fc0 sc0 ls0 ws0">19.11.2008 </div><div class="t m0 x1f h7 yab ff4 fs0 fc0 sc0 ls0 ws0">Versão 3.0 </div></div><div class="c x19 yac wa h24"><div class="t m0 x9 h7 yad ff4 fs0 fc0 sc0 ls0 ws0">1.1.3, 1.1.6, 1.2.2, 1.3.5.6, 6.1.1.7, </div><div class="t m0 x31 h7 yae ff4 fs0 fc0 sc0 ls0 ws0">6.1.8, 6.2.4.1, 6.3.2.3, 7.1.2.2, </div><div class="t m0 x27 h7 yaf ff4 fs0 fc0 sc0 ls0 ws0">7.1.4.2, Anexo I </div></div><div class="c x1b yac wb h24"><div class="t m0 x1 h7 yad ff4 fs0 fc0 sc0 ls0 ws0">Inclusão <span class="_ _17"></span>de <span class="_ _17"></span>referências <span class="_ _7"></span>a <span class="_ _17"> </span>Carimbo </div><div class="t m0 x1 h7 yae ff4 fs0 fc0 sc0 ls0 ws0">do Tempo. </div></div><div class="c x19 ya8 wa h1d"><div class="t m0 x6 h7 y96 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.4 </div></div><div class="c x1b ya8 wb h1d"><div class="t m0 x1 h7 y96 ff4 fs0 fc0 sc0 ls0 ws0">Inclusão <span class="_ _17"> </span>do <span class="_ _17"> </span>formato <span class="_ _1c"> </span>PRINTABLE </div><div class="t m0 x1 h7 yb0 ff4 fs0 fc0 sc0 ls0 ws0">STRING <span class="_ _16"> </span>como <span class="_ _14"> </span>alternativa <span class="_ _16"> </span>ao </div><div class="t m0 x1 h7 yb1 ff4 fs0 fc0 sc0 ls0 ws0">formato <span class="_ _19"> </span>OCTET <span class="_ _29"> </span>STRING <span class="_ _19"> </span>para </div><div class="t m0 x1 h7 yb2 ff4 fs0 fc0 sc0 ls0 ws0">armazenamento <span class="_ _19"> </span>das <span class="_ _29"> </span>informações </div><div class="t m0 x1 h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">definidas nos campos otherName. </div></div><div class="c x16 yb3 w9 h14"><div class="t m0 x2e h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Resolução 41, de </div><div class="t m0 x1e h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">18.04.2006 </div><div class="t m0 x1f h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Versão 2.0 </div></div><div class="c x19 yb3 wa h14"><div class="t m0 x2b h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Diversos </div></div><div class="c x1b yb3 wb h14"><div class="t m0 x1 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Consolidação <span class="_ _23"> </span>de <span class="_ _2b"> </span>documentos </div><div class="t m0 x1 h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">anteriores. </div></div></div><div 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class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8">6</span> </div></div><div class="c x16 y7c w9 h18"><div class="t m0 x17 h12 y66 ff9 fs0 fc0 sc0 ls0 ws0">Ato que aprovou a </div><div class="t m0 x18 h12 y67 ff9 fs0 fc0 sc0 ls0 ws0">alteração<span class="ffa"> </span></div></div><div class="c x19 y7c wa h18"><div class="t m0 x1a h12 y66 ff9 fs0 fc0 sc0 ls0 ws0">Item alterado<span class="ffa"> </span></div></div><div class="c x1b y7c wb h18"><div class="t m0 x1c h12 y66 ff9 fs0 fc0 sc0 ls0 ws0">Descrição da alteração<span class="ffa"> </span></div></div><div class="c x16 y7d w9 h14"><div class="t m0 x2e h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Resolução 07, de </div><div class="t m0 x1e h7 y6e ff4 fs0 fc0 sc0 ls0 ws0">12.12.2001 </div><div class="t m0 x1f h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">Versão 1.0 </div></div><div class="c x19 y7d wa h14"><div class="t m0 x2b h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Diversos </div></div><div class="c x1b y7d wb h14"><div class="t m0 x1 h7 y6d ff4 fs0 fc0 sc0 ls0 ws0">Criação do DOC-ICP-04. </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 yb5 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _13"> </span> </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8">7</span> </div><div class="t m0 x0 h26 y31 ff5 fs1 fc0 sc0 ls0 ws0">1<span class="ffe"> <span class="_ _2c"> </span></span>INTRODUÇÃO </div><div class="t m0 x0 h27 y7c ff5 fs0 fc0 sc0 ls0 ws0">1.1<span class="ffe"> <span class="_ _16"> </span></span>Vi<span class="_ _5"></span>são Geral </div><div class="t m0 x0 h28 yb6 ff4 fs0 fc0 sc0 ls0 ws0">1.1.1<span class="fff"> <span class="_ _1"> </span></span>Este <span class="_ _6"></span>documento <span class="_ _3"></span>estabelece <span class="_ _6"></span>requisitos <span class="_ _6"></span>mínimos <span class="_ _3"></span>a <span class="_ _6"></span>serem <span class="_ _6"></span>obrigatoriamente <span class="_ _6"></span>observados <span class="_ _3"></span>pelas </div><div class="t m0 x0 h7 yb7 ff4 fs0 fc0 sc0 ls0 ws0">Autoridades <span class="_ _2"></span>Certificadoras <span class="_ _3"></span><span class="ffc">–</span> <span class="_ _2"></span>AC <span class="_ _3"></span>integrantes <span class="_ _2"></span>da <span class="_ _2"></span>Infraestrutura <span class="_ _2"></span>de <span class="_ _3"></span>Chaves <span class="_ _2"></span>Públicas <span class="_ _3"></span>Brasileira <span class="_ _2"></span>(ICP-</div><div class="t m0 x0 h7 yb8 ff4 fs0 fc0 sc0 ls0 ws0">Brasil) na elaboração de suas Políticas de Certificado (PC). </div><div class="t m0 x0 h28 yb9 ff4 fs0 fc0 sc0 ls0 ws0">1.1.2<span class="fff"> <span class="_ _1"> </span></span>Toda PC elaborada no âmbito da ICP<span class="_ _5"></span>-Brasil deve obrigatoriamente adotar a mesma estr<span class="_ _5"></span>utura </div><div class="t m0 x0 h7 yba ff4 fs0 fc0 sc0 ls0 ws0">empregada neste documento. </div><div class="t m0 x0 h28 ybb ff4 fs0 fc0 sc0 ls0 ws0">1.1.3<span class="fff"> <span class="_ _1"> </span></span>A estrutura desta PC está baseada na RFC 3647. </div><div class="t m0 x0 h28 ybc ff4 fs0 fc0 sc0 ls0 ws0">1.1.4<span class="fff"> <span class="_ _1"> </span></span>Este <span class="_ _1b"> </span>documento <span class="_ _1b"> </span>compõe <span class="_ _1b"> </span>o <span class="_ _1b"> </span>conjunto <span class="_ _1b"> </span>da <span class="_ _1b"> </span>ICP-Brasil <span class="_ _1b"> </span>e <span class="_ _1b"> </span>nele <span class="_ _1b"> </span>são <span class="_ _1b"> </span>referenciados <span class="_ _1b"> </span>outros </div><div class="t m0 x0 h7 ybd ff4 fs0 fc0 sc0 ls0 ws0">regulamentos dispostos nas demais normas da ICP-Brasil, conforme especificado no item 10. </div><div class="t m0 x0 h28 ybe ff4 fs0 fc0 sc0 ls0 ws0">1.1.5<span class="fff"> <span class="_ _1"> </span></span> São 12 (doze) os tipos, inicialmente previstos, de certificados digitais para usuários finais da </div><div class="t m0 x0 h7 ybf ff4 fs0 fc0 sc0 ls0 ws0">ICP-Brasil, <span class="_ _2"></span>sendo <span class="_ _3"></span>8 <span class="_ _2"></span>(oito) <span class="_ _3"></span>relaciona<span class="_ _0"></span>dos <span class="_ _3"></span>com <span class="_ _2"></span>assinatura <span class="_ _2"></span>digital <span class="_ _3"></span>e <span class="_ _2"></span>4 <span class="_ _3"></span>(quatro) <span class="_ _2"></span>com <span class="_ _2"></span>sigilo, <span class="_ _3"></span>conforme <span class="_ _2"></span>o </div><div class="t m0 x0 h7 yc0 ff4 fs0 fc0 sc0 ls0 ws0">descrito a seguir: </div><div class="t m0 x32 h28 yc1 ff4 fs0 fc0 sc0 ls5 ws0">a)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">Tipos de Certificados de Assinatura Digital: </span></span></div><div class="t m0 x33 h7 yc2 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ls1">A1</span> </div><div class="t m0 x33 h7 yc3 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ls1">A2</span> </div><div class="t m0 x33 h7 yc4 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ls1">A3</span> </div><div class="t m0 x33 h7 yc5 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ls1">A4</span> </div><div class="t m0 x33 h7 yc6 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ls6">T3</span> </div><div class="t m0 x33 h7 yc7 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ls6">T4</span> </div><div class="t m0 x33 h7 yc8 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span>A CF-e-SAT </div><div class="t m0 x33 h7 yc9 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ls1">OM</span>-<span class="ls1">BR</span> </div><div class="t m0 x32 h28 yca ff4 fs0 fc0 sc0 ls0 ws0">b)<span class="fff"> <span class="_ _28"> </span></span>Tipos de Certificados de Sigilo: </div><div class="t m0 x33 h7 ycb ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span>i.    S1 </div><div class="t m0 x33 h7 ycc ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span>ii.   S2 </div><div class="t m0 x33 h7 ycd ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span>iii.  S3 </div><div class="t m0 x33 h7 yce ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span>iv.  S4 </div><div class="t m0 x0 h28 ycf ff4 fs0 fc0 sc0 ls0 ws0">1.1.6<span class="fff"> <span class="_ _1"> </span></span>Os <span class="_ _7"></span>tipos <span class="_ _7"></span>de <span class="_ _17"></span>certificados <span class="_ _7"></span>indicados <span class="_ _7"></span>acima, <span class="_ _17"></span>de <span class="_ _7"></span>A1 <span class="_ _7"></span>a <span class="_ _7"></span>A4 <span class="_ _17"></span>e <span class="_ _7"></span>de <span class="_ _7"></span>S1 <span class="_ _17"></span>a <span class="_ _7"></span>S4, <span class="_ _7"></span>definem <span class="_ _17"></span>escalas <span class="_ _7"></span>de </div><div class="t m0 x0 h7 yd0 ff4 fs0 fc0 sc0 ls0 ws0">requisitos <span class="_ _5"></span>de <span class="_ _5"></span>segurança, <span class="_ _5"></span>nas <span class="_ _2"></span>quais os <span class="_ _5"></span>tipos <span class="_ _2"></span>A1 e <span class="_ _5"></span>S1 <span class="_ _2"></span>estão <span class="_ _5"></span>associados <span class="_ _5"></span>aos <span class="_ _5"></span>requisitos <span class="_ _5"></span>menos <span class="_ _5"></span>ri<span class="_ _5"></span>gorosos </div><div class="t m0 x0 h7 yd1 ff4 fs0 fc0 sc0 ls0 ws0">e os tipos A4 e S4 aos requisitos mais rigorosos. </div><div class="t m0 x0 h28 yd2 ff4 fs0 fc0 sc0 ls0 ws0">1.1.7<span class="fff"> <span class="_ _1"> </span></span>Certificados dos <span class="_ _5"></span>tipos <span class="_ _5"></span>de A1 <span class="_ _5"></span>a A4 <span class="_ _5"></span>e <span class="_ _5"></span>de <span class="_ _5"></span>S1 a <span class="_ _5"></span>S4, <span class="_ _5"></span>de <span class="_ _5"></span>assinatura ou <span class="_ _5"></span>de <span class="_ _5"></span>sigilo, podem, <span class="_ _5"></span>conforme </div><div class="t m0 x0 h7 yd3 ff4 fs0 fc0 sc0 ls0 ws0">a <span class="_ _17"> </span>necessidade, <span class="_ _1c"> </span>ser <span class="_ _17"> </span>emitidos <span class="_ _17"> </span>pelas <span class="_ _1c"> </span>ACs <span class="_ _17"></span>para <span class="_ _17"> </span>pessoas <span class="_ _1c"> </span>físicas, <span class="_ _17"> </span>pessoas <span class="_ _17"> </span>jur<span class="_ _5"></span>ídicas, <span class="_ _17"> </span>equipamentos <span class="_ _17"> </span>ou<span class="_ _5"></span> </div><div class="t m0 x0 h7 yd4 ff4 fs0 fc0 sc0 ls0 ws0">aplicações. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8">8</span> </div><div class="t m0 x0 h28 yd6 ff4 fs0 fc0 sc0 ls0 ws0">1.1.8<span class="fff"> <span class="_ _1"> </span></span>Certificados <span class="_ _0"></span>do <span class="_ _0"></span>tipo T3 <span class="_ _4"></span>e T4 <span class="_ _4"></span>somente podem <span class="_ _4"></span>ser emitidos <span class="_ _4"></span>para equipamentos <span class="_ _4"></span>das Autoridades </div><div class="t m0 x0 h7 yd7 ff4 fs0 fc0 sc0 ls0 ws0">de <span class="_ _3"></span>Carimbo <span class="_ _3"></span>do <span class="_ _3"></span>Tempo <span class="_ _2"></span>(ACTs) <span class="_ _3"></span>credenciadas <span class="_ _3"></span>na <span class="_ _3"></span>ICP-Brasil. <span class="_ _3"></span>Os <span class="_ _3"></span>certificados <span class="_ _3"></span>do <span class="_ _3"></span>tipo <span class="_ _3"></span>T3 <span class="_ _3"></span>e <span class="_ _3"></span>T4 <span class="_ _2"></span>estão </div><div class="t m0 x0 h7 yd8 ff4 fs0 fc0 sc0 ls0 ws0">associados <span class="_ _17"> </span>aos <span class="_ _17"> </span>mesmos <span class="_ _1c"> </span>requisitos <span class="_ _17"> </span>de <span class="_ _17"> </span>segurança, <span class="_ _17"> </span>exceto <span class="_ _1c"> </span>pelo <span class="_ _17"> </span>tamanho <span class="_ _17"> </span>das <span class="_ _17"> </span>chaves <span class="_ _17"> </span>cri<span class="_ _5"></span>ptográficas </div><div class="t m0 x0 h7 yd9 ff4 fs0 fc0 sc0 ls0 ws0">utilizadas. </div><div class="t m0 x0 h28 yda ff4 fs0 fc0 sc0 ls0 ws0">1.1.9<span class="fff"> <span class="_ _1"> </span></span>Certificados <span class="_ _2"></span>do <span class="_ _3"></span>tipo <span class="_ _2"></span>A <span class="_ _3"></span>CF-e-SAT <span class="_ _2"></span>só <span class="_ _3"></span>podem <span class="_ _2"></span>ser <span class="_ _3"></span>emitidos <span class="_ _2"></span>para <span class="_ _3"></span>equipamentos <span class="_ _2"></span>integrantes <span class="_ _3"></span>do </div><div class="t m0 x0 h7 ydb ff4 fs0 fc0 sc0 ls0 ws0">Sistema  de  Autenticação <span class="_ _1c"> </span>e  Transmissão  do  Cupom <span class="_ _1c"> </span>Fiscal  Eletrônico  -  SAT-<span class="ls1">CF</span>-e,  seguindo  a </div><div class="t m0 x0 h7 ydc ff4 fs0 fc0 sc0 ls0 ws0">regulamentação do CONFAZ. </div><div class="t m0 x0 h28 ydd ff4 fs0 fc0 sc0 ls0 ws0">1.1.10<span class="fff"> <span class="_ _17"></span></span>Certificados do tipo Objeto Metrológico - <span class="ls1">OM</span>-BR só podem ser emitidos para equipamentos </div><div class="t m0 x0 h7 yde ff4 fs0 fc0 sc0 ls0 ws0">metrológicos regulados pelo Inmetro. </div><div class="t m0 x0 h28 ydf ff4 fs0 fc0 sc0 ls0 ws0">1.1.11<span class="fff"> <span class="_ _17"></span></span>Outros <span class="_ _5"></span>tipos <span class="_ _2"></span>de <span class="_ _5"></span>certificado, <span class="_ _2"></span>além <span class="_ _5"></span>dos <span class="_ _2"></span>doze <span class="_ _5"></span>anteriormente <span class="_ _2"></span>relacionados, <span class="_ _5"></span>podem <span class="_ _2"></span>ser <span class="_ _5"></span>propostos </div><div class="t m0 x0 h7 ye0 ff4 fs0 fc0 sc0 ls0 ws0">para <span class="_ _2"></span>a <span class="_ _2"></span>apreciação <span class="_ _2"></span>do <span class="_ _2"></span>Comitê <span class="_ _5"></span>Gestor <span class="_ _2"></span>da <span class="_ _2"></span>ICP<span class="_ _5"></span>-Brasil <span class="_ _2"></span><span class="ffc">–</span> <span class="_ _2"></span>CG <span class="_ _2"></span>ICP-Brasil. <span class="_ _2"></span>As <span class="_ _2"></span>propostas <span class="_ _2"></span>serão <span class="_ _2"></span>analisadas </div><div class="t m0 x0 h7 ye1 ff4 fs0 fc0 sc0 ls0 ws0">quanto <span class="_ _15"> </span>à <span class="_ _15"> </span>conformidade <span class="_ _15"> </span>com <span class="_ _15"> </span>as <span class="_ _15"> </span>normas <span class="_ _15"> </span>específicas <span class="_ _15"> </span>da <span class="_ _15"> </span>ICP-Brasil <span class="_ _15"> </span>e, <span class="_ _15"> </span>quando <span class="_ _15"> </span>aprovadas, <span class="_ _15"> </span>serão </div><div class="t m0 x0 h7 ye2 ff4 fs0 fc0 sc0 ls0 ws0">acrescidas aos tipos de certificados aceitos pela ICP-Brasil. </div><div class="t m0 x0 h28 ye3 ff4 fs0 fc0 sc0 ls0 ws0">1.1.12<span class="fff"> <span class="_ _17"></span></span> <span class="_ _2e"> </span>Para <span class="_ _2"></span>certificados <span class="_ _3"></span>com <span class="_ _3"></span>propósito <span class="_ _2"></span>de <span class="_ _3"></span>uso <span class="_ _3"></span>EV <span class="_ _2"></span>SSL <span class="_ _3"></span>e <span class="_ _3"></span>EV <span class="_ _2"></span>CS <span class="_ _3"></span>devem <span class="_ _3"></span>ser <span class="_ _3"></span>observados <span class="_ _2"></span>os </div><div class="t m0 x0 h7 ye4 ff4 fs0 fc0 sc0 ls0 ws0">dispostos nos documentos EV SSL/CS Guidelines. </div><div class="t m0 x0 h27 ye5 ff5 fs0 fc0 sc0 ls0 ws0">1.2<span class="ffe"> <span class="_ _16"> </span></span>Nome do documento e<span class="_ _5"></span> identificação </div><div class="t m0 x0 h28 ye6 ff4 fs0 fc0 sc0 ls0 ws0">1.2.1<span class="fff"> <span class="_ _1"> </span></span>Neste item <span class="_ _5"></span>deve <span class="_ _5"></span>ser identificada <span class="_ _5"></span>a PC <span class="_ _5"></span>e indicado, <span class="_ _5"></span>no mí<span class="_ _5"></span>nimo, o <span class="_ _5"></span>tipo de <span class="_ _5"></span>certificado <span class="_ _5"></span>a que <span class="_ _5"></span>está </div><div class="t m0 x0 h1e ye7 ffc fs0 fc0 sc0 ls0 ws0">associada.  Exemplo:  “Política <span class="_ _15"> </span>de  Certificado  de <span class="_ _15"> </span>Assinatura  Digital, <span class="_ _15"> </span>tipo  A1, <span class="_ _15"> </span>do(a)  &lt;nome <span class="_ _15"> </span>da </div><div class="t m0 x0 h7 ye8 ffc fs0 fc0 sc0 ls0 ws0">instituição&gt;”. O OID (<span class="ff4">Object Identifier) da PC deve também ser incluído neste item. </span></div><div class="t m0 x0 h28 ye9 ff4 fs0 fc0 sc0 ls0 ws0">1.2.2<span class="fff"> <span class="_ _1"> </span></span>No <span class="_ _6"></span>âmbito <span class="_ _6"></span>da <span class="_ _6"></span>ICP-Brasil, <span class="_ _6"></span>os <span class="_ _6"></span>OIDs <span class="_ _3"></span>das <span class="_ _6"></span>PCs <span class="_ _6"></span>serão <span class="_ _6"></span>atribuídos <span class="_ _6"></span>na <span class="_ _6"></span>conclusão <span class="_ _6"></span>do <span class="_ _3"></span>processo <span class="_ _6"></span>de </div><div class="t m0 x0 h7 yea ff4 fs0 fc0 sc0 ls0 ws0">credenciamento da AC, conforme a Tabela 3 a seguir: </div><div class="t m0 x34 h2a y58 ff5 fs0 fc0 sc0 ls0 ws0">Tabela 3 - OID de PC na ICP-Brasil </div></div><div class="c x15 yeb wd h2b"><div class="t m0 x25 h2a yec ff8 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff10">T<span class="_ _4"></span>ipo de Certificado<span class="ff8"> </span></span></div></div><div class="c x35 yeb we h2b"><div class="t m0 x36 h2a yec ff8 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff10">OID</span> </div></div><div class="c x15 yed wd h2b"><div class="t m0 x37 h2a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff9 ls1">A1</span><span class="ff5"> </span></div></div><div class="c x35 yed we h2b"><div class="t m0 x38 h2a yec ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ffc">2.16.76.1.2.1.<span class="ff11">n<span class="ffb"> </span></span></span></div></div><div class="c x15 yee wd h2b"><div class="t m0 x37 h2a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff9 ls1">A2</span><span class="ff5"> </span></div></div><div class="c x35 yee we h2b"><div class="t m0 x38 h2a yec ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ffc">2.16.76.1.2.2.<span class="ff11">n<span class="ffb"> </span></span></span></div></div><div class="c x15 yef wd h2b"><div class="t m0 x37 h2a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff9 ls1">A3</span><span class="ff5"> </span></div></div><div class="c x35 yef we h2b"><div class="t m0 x38 h2a yec ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ffc">2.16.76.1.2.3.<span class="ff11">n<span class="ffb"> </span></span></span></div></div><div class="c x15 yf0 wd h2b"><div class="t m0 x37 h2a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff9 ls1">A4</span><span class="ff5"> </span></div></div><div class="c x35 yf0 we h2b"><div class="t m0 x38 h2a yec ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ffc">2.16.76.1.2.4.<span class="ff11">n<span class="ffb"> </span></span></span></div></div><div class="c x15 yf1 wd h2b"><div class="t m0 x37 h2a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff9 ls6">S1</span><span class="ff5"> </span></div></div><div class="c x35 yf1 we h2b"><div class="t m0 x6 h2a yec ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ffc">2.16.76.1.2.101.<span class="ff11">n<span class="ffb"> </span></span></span></div></div><div class="c x15 yf2 wd h2b"><div class="t m0 x37 h2a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff9 ls6">S2</span><span class="ff5"> </span></div></div><div class="c x35 yf2 we h2b"><div class="t m0 x6 h2a yec ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ffc">2.16.76.1.2.102.<span class="ff11">n<span class="ffb"> </span></span></span></div></div><div class="c x15 yf3 wd h2b"><div class="t m0 x37 h2a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff9 ls6">S3</span><span class="ff5"> </span></div></div><div class="c x35 yf3 we h2b"><div class="t m0 x6 h2a yec ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ffc">2.16.76.1.2.103.<span class="ff11">n<span class="ffb"> </span></span></span></div></div><div class="c x15 yf4 wd h2b"><div class="t m0 x37 h2a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff9 ls6">S4</span><span class="ff5"> </span></div></div><div class="c x35 yf4 we h2b"><div class="t m0 x6 h2a yec ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ffc">2.16.76.1.2.104.<span class="ff11">n<span class="ffb"> </span></span></span></div></div><div class="c x15 yf5 wd h2b"><div class="t m0 x37 h2a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff9 ls1">T3</span><span class="ff5"> </span></div></div><div class="c x35 yf5 we h2b"><div class="t m0 x6 h2a yec ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ffc">2.16.76.1.2.303.<span class="ff11">n<span class="ffb"> </span></span></span></div></div><div class="c x15 yf6 wd h2b"><div class="t m0 x37 h2a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff9 ls1">T4</span><span class="ff5"> </span></div></div><div class="c x35 yf6 we h2b"><div class="t m0 x6 h2a yec ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ffc">2.16.76.1.2.304.<span class="ff11">n<span class="ffb"> </span></span></span></div></div><div class="c x15 yf7 wd h2b"><div class="t m0 x39 h2a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff9 lse">A <span class="_ _2"></span><span class="ls1">CF<span class="ls0">-e-SA<span class="_ _8"></span>T<span class="ff5"> </span></span></span></span></div></div><div class="c x35 yf7 we h2b"><div class="t m0 x6 h2a yec ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ffd">2.16.76.1.2.500.n<span class="ffb"> </span></span></div></div><div class="c x15 yf8 wd h2b"><div class="t m0 x3a h2a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff9 ls2">OM<span class="ls0">-<span class="ls1">BR</span><span class="ff5"> </span></span></span></div></div><div class="c x35 yf8 we h2b"><div class="t m0 x6 h2a yec ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ffd">2.16.76.1.2.550.n<span class="ffb"> </span></span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xe h7 yf9 ff4 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8">9</span> </div><div class="t m0 x0 h27 yd6 ff5 fs0 fc0 sc0 ls0 ws0">1.3<span class="ffe"> <span class="_ _16"> </span></span> <span class="_ _27"> </span>Participantes da ICP-Brasil </div><div class="t m0 x0 h27 yfa ff5 fs0 fc0 sc0 ls0 ws0">1.3.1<span class="ffe"> <span class="_ _1"> </span></span>Autoridades Certificadoras </div><div class="t m0 x0 h28 yfb ff4 fs0 fc0 sc0 ls0 ws0">1.3.1.1<span class="fff"> <span class="_ _2c"> </span></span>Neste item deve ser identificada a AC integrante da ICP-Brasil que implementa a PC. </div><div class="t m0 x0 h28 yfc ff4 fs0 fc0 sc0 ls0 ws0">1.3.1.2<span class="fff"> <span class="_ _2c"> </span></span>Deve <span class="_ _5"></span>tam<span class="_ _5"></span>bém <span class="_ _2"></span>ser <span class="_ _5"></span>identificado <span class="_ _2"></span>o <span class="_ _2"></span>documento <span class="_ _2"></span>Declaração <span class="_ _5"></span>de <span class="_ _2"></span>Práticas <span class="_ _2"></span>de <span class="_ _5"></span>Certificação <span class="_ _2"></span>(DPC) </div><div class="t m0 x3b h7 yfd ff4 fs0 fc0 sc0 ls0 ws0">dessa AC, onde estarão descritas suas práticas e procedimentos de certificação. </div><div class="t m0 x0 h27 yfe ff5 fs0 fc0 sc0 ls0 ws0">1.3.2<span class="ffe"> <span class="_ _1"> </span></span>Autoridades de Registro </div><div class="t m0 x0 h28 yff ff4 fs0 fc0 sc0 ls0 ws0">1.3.2.1<span class="fff"> <span class="_ _2c"> </span></span>Neste item <span class="_ _0"></span>deve ser identificado o <span class="_ _0"></span>endereço da página web <span class="_ _0"></span>(URL) onde estão publicad<span class="_ _0"></span>os os </div><div class="t m0 x3b h7 y100 ff4 fs0 fc0 sc0 ls0 ws0">dados <span class="_ _17"></span>a <span class="_ _7"></span>seguir, <span class="_ _17"> </span>referentes <span class="_ _17"> </span>às <span class="_ _17"></span>Autoridades <span class="_ _7"></span>de <span class="_ _17"> </span>Registro <span class="_ _17"> </span>(AR) <span class="_ _17"></span>utilizadas <span class="_ _7"></span>pela <span class="_ _17"> </span>AC <span class="_ _17"></span>para <span class="_ _17"></span>os </div><div class="t m0 x3b h7 y101 ff4 fs0 fc0 sc0 ls0 ws0">processos <span class="_ _4"></span>de recebimento, <span class="_ _4"></span>identificação <span class="_ _4"></span>e <span class="_ _0"></span>encaminhamento <span class="_ _0"></span>de <span class="_ _4"></span>solicitações <span class="_ _0"></span>de <span class="_ _4"></span>emissão <span class="_ _0"></span>ou <span class="_ _4"></span>de<span class="_ _5"></span> </div><div class="t m0 x3b h7 y102 ff4 fs0 fc0 sc0 ls0 ws0">revogação de certificados digitais e de identificação de seus solicitantes: </div><div class="t m0 x32 h28 y103 ff4 fs0 fc0 sc0 ls5 ws0">a)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">relação de todas as ARs credenciadas; </span></span></div><div class="t m0 x32 h28 y104 ff4 fs0 fc0 sc0 ls0 ws0">b)<span class="fff"> <span class="_ _28"> </span></span>relação <span class="_ _17"> </span>de <span class="_ _17"></span>AR <span class="_ _7"></span>que <span class="_ _17"> </span>tenham <span class="_ _17"> </span>se <span class="_ _17"> </span>descredenciado <span class="_ _17"> </span>da <span class="_ _17"> </span>cadeia <span class="_ _17"> </span>da <span class="_ _17"></span>AC, <span class="_ _17"></span>com <span class="_ _17"></span>respectiva <span class="_ _7"></span>data<span class="_ _5"></span> <span class="_ _17"></span>do </div><div class="t m0 x36 h7 y105 ff4 fs0 fc0 sc0 ls0 ws0">descredenciamento. </div><div class="t m0 x0 h27 y106 ff5 fs0 fc0 sc0 ls0 ws0">1.3.3<span class="ffe"> <span class="_ _1"> </span></span>Titulares do Certificado </div><div class="t m0 x0 h7 y107 ff4 fs0 fc0 sc0 ls0 ws0">Neste <span class="_ _7"></span>item <span class="_ _6"></span>devem<span class="_ _5"></span> <span class="_ _7"></span>ser <span class="_ _7"></span>caracterizadas <span class="_ _6"></span>as <span class="_ _7"></span>entidades <span class="_ _7"></span>(pessoas <span class="_ _7"></span>físicas <span class="_ _7"></span>ou <span class="_ _7"></span>jurídicas, <span class="_ _7"></span>equipamentos <span class="_ _7"></span>ou </div><div class="t m0 x0 h7 y108 ff4 fs0 fc0 sc0 ls0 ws0">aplicações) que poderão ser titulares dos certificados emitidos segundo a PC. </div><div class="t m0 x0 h27 y109 ff5 fs0 fc0 sc0 ls0 ws0">1.3.4<span class="ffe"> <span class="_ _1"> </span></span>Partes Confiáveis </div><div class="t m0 x0 h7 y10a ff4 fs0 fc0 sc0 ls0 ws0">Considera-se terceira <span class="_ _4"></span>parte, a <span class="_ _0"></span>parte q<span class="_ _0"></span>ue confia <span class="_ _4"></span>no teor, <span class="_ _0"></span>validade e <span class="_ _4"></span>aplicabilidade do <span class="_ _0"></span>certificado dig<span class="_ _0"></span>ital </div><div class="t m0 x0 h7 y10b ff4 fs0 fc0 sc0 ls0 ws0">e chaves emitidas pela ICP-Brasil. </div><div class="t m0 x0 h27 y10c ff5 fs0 fc0 sc0 ls0 ws0">1.3.5<span class="ffe"> <span class="_ _1"> </span></span>Outros Participantes </div><div class="t m0 x0 h7 y10d ff4 fs0 fc0 sc0 ls0 ws0">Neste <span class="_ _5"></span>item <span class="_ _2"></span>deve <span class="_ _5"></span>ser <span class="_ _5"></span>identificado <span class="_ _2"></span>o <span class="_ _5"></span>endereço <span class="_ _5"></span>da <span class="_ _2"></span>página web <span class="_ _2"></span>(URL) <span class="_ _5"></span>onde <span class="_ _5"></span>está <span class="_ _2"></span>publicada <span class="_ _5"></span>a <span class="_ _5"></span>relação <span class="_ _2"></span>de </div><div class="t m0 x0 h7 y10e ff4 fs0 fc0 sc0 ls0 ws0">todos os Prestadores de <span class="_ _5"></span>Serviços de Suporte <span class="_ _5"></span><span class="ffc">–</span> PSS, Prestador<span class="_ _5"></span>es de Serviços Biométricos <span class="_ _5"></span><span class="ffc">–</span> PSBios e<span class="_ _5"></span> </div><div class="t m0 x0 h7 y10f ff4 fs0 fc0 sc0 ls0 ws0">Prestadores de Serviço de Confiança <span class="ffc">–</span> PSC, vinculados à AC responsável. </div><div class="t m0 x0 h27 y110 ff5 fs0 fc0 sc0 ls0 ws0">1.4<span class="ffe"> <span class="_ _16"> </span></span>Usabili<span class="_ _5"></span>dade do Certificado </div><div class="t m0 x0 h27 y111 ff5 fs0 fc0 sc0 ls0 ws0">1.4.1<span class="ffe"> <span class="_ _1"> </span></span>Uso apropriado do certificado </div><div class="t m0 x0 h28 y112 ff4 fs0 fc0 sc0 ls0 ws0">1.4.1.1<span class="fff"> <span class="_ _2c"> </span></span>Neste <span class="_ _0"></span>item devem <span class="_ _0"></span>ser relacionadas <span class="_ _4"></span>as aplicações para <span class="_ _0"></span>as quais <span class="_ _0"></span>os certificados <span class="_ _4"></span>defini<span class="_ _5"></span>dos pela </div><div class="t m0 x3b h7 y113 ff4 fs0 fc0 sc0 ls0 ws0">PC são adequados. </div><div class="t m0 x0 h28 y114 ff4 fs0 fc0 sc0 ls0 ws0">1.4.1.2<span class="fff"> <span class="_ _2c"> </span></span>As <span class="_ _1c"> </span>aplicações  e  demais <span class="_ _1c"> </span>programas  que  ad<span class="_ _0"></span>mitirem  o <span class="_ _1c"> </span>uso  de  certificado <span class="_ _1c"> </span>digital  de  um </div><div class="t m0 x3b h7 y115 ff4 fs0 fc0 sc0 ls0 ws0">determinado <span class="_ _4"></span>tipo <span class="_ _8"></span>contemplado <span class="_ _4"></span>pela <span class="_ _4"></span>ICP-Brasil <span class="_ _4"></span>devem <span class="_ _4"></span>aceitar <span class="_ _4"></span>qualquer <span class="_ _4"></span>certificado <span class="_ _8"></span>de <span class="_ _4"></span>mesmo </div><div class="t m0 x3b h7 y116 ff4 fs0 fc0 sc0 ls0 ws0">tipo, ou superior, emitido por qualquer AC credenciada pela AC Raiz. <span class="_ _2c"> </span> </div><div class="t m0 x0 h28 y117 ff4 fs0 fc0 sc0 ls0 ws0">1.4.1.3<span class="fff"> <span class="_ _2c"> </span></span>Na <span class="_ _8"></span>definição <span class="_ _4"></span>das <span class="_ _4"></span>aplicações <span class="_ _4"></span>para <span class="_ _4"></span>o <span class="_ _4"></span>certificado <span class="_ _4"></span>definido <span class="_ _4"></span>pela <span class="_ _4"></span>PC, <span class="_ _8"></span>a <span class="_ _4"></span>AC <span class="_ _4"></span>responsável <span class="_ _4"></span>deve <span class="_ _4"></span>levar </div><div class="t m0 x3b h7 y118 ff4 fs0 fc0 sc0 ls0 ws0">em conta o nível de segurança previsto para o tipo do certificado. Esse nível de segurança é </div><div class="t m0 x3b h7 y119 ff4 fs0 fc0 sc0 ls0 ws0">caracterizado <span class="_ _6"></span>pelos <span class="_ _3"></span>requisitos <span class="_ _6"></span>mínimos <span class="_ _6"></span>definidos <span class="_ _3"></span>para <span class="_ _6"></span>aspectos <span class="_ _3"></span>como: <span class="_ _6"></span>tamanho <span class="_ _6"></span>da <span class="_ _3"></span>chave </div><div class="t m0 x3b h7 y11a ff4 fs0 fc0 sc0 ls0 ws0">criptográfica, <span class="_ _27"> </span>mídia <span class="_ _27"> </span>armazenadora <span class="_ _15"> </span>da <span class="_ _27"> </span>chave, <span class="_ _27"> </span>processo <span class="_ _27"> </span>de <span class="_ _27"> </span>geração <span class="_ _15"> </span>do <span class="_ _27"> </span>par <span class="_ _27"> </span>de <span class="_ _27"> </span>ch<span class="_ _5"></span>aves, </div><div class="t m0 x3b h7 y11b ff4 fs0 fc0 sc0 ls0 ws0">procedimentos <span class="_ _28"> </span>de <span class="_ _28"> </span>identificação <span class="_ _28"> </span>do <span class="_ _28"> </span>titular <span class="_ _28"> </span>de <span class="_ _28"> </span>certificado, <span class="_ _28"> </span>frequência <span class="_ _28"> </span>de <span class="_ _28"> </span>emissão <span class="_ _28"> </span>da </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">10</span> </div><div class="t m0 x3b h7 yd6 ff4 fs0 fc0 sc0 ls0 ws0">correspondente <span class="_ _2"></span>Lista <span class="_ _5"></span>de <span class="_ _2"></span>Certificados <span class="_ _5"></span>Revogados <span class="_ _2"></span>(LCR) <span class="_ _5"></span>e <span class="_ _2"></span>extensão <span class="_ _5"></span>do <span class="_ _2"></span>período <span class="_ _5"></span>de <span class="_ _2"></span>validade </div><div class="t m0 x3b h7 yd7 ff4 fs0 fc0 sc0 ls0 ws0">do certificado. </div><div class="t m0 x0 h28 y11c ff4 fs0 fc0 sc0 ls0 ws0">1.4.1.4<span class="fff"> <span class="_ _2c"> </span></span>Certificados de <span class="_ _0"></span>tipos A1, A2, A3 <span class="_ _0"></span>e A4 serão utili<span class="_ _0"></span>zados em aplicações como confirm<span class="_ _0"></span>ação de </div><div class="t m0 x3b h7 y11d ff4 fs0 fc0 sc0 ls0 ws0">identidade <span class="_ _2"></span>e <span class="_ _2"></span>assi<span class="_ _5"></span>natura <span class="_ _2"></span>de <span class="_ _2"></span>documentos <span class="_ _3"></span>eletrônicos <span class="_ _2"></span>com <span class="_ _2"></span>verificação <span class="_ _2"></span>da <span class="_ _2"></span>integridade <span class="_ _3"></span>de <span class="_ _2"></span>suas </div><div class="t m0 x3b h7 y11e ff4 fs0 fc0 sc0 ls0 ws0">informações. </div><div class="t m0 x0 h28 ydb ff4 fs0 fc0 sc0 ls0 ws0">1.4.1.5<span class="fff"> <span class="_ _2c"> </span></span>Certificados <span class="_ _7"></span>de <span class="_ _7"></span>ti<span class="_ _5"></span>pos <span class="_ _7"></span>S1, <span class="_ _17"></span>S2, <span class="_ _7"></span>S3 <span class="_ _17"> </span>e <span class="_ _7"></span>S4 <span class="_ _17"> </span>serão <span class="_ _7"></span>utilizados <span class="_ _17"></span>em <span class="_ _7"></span>aplicações <span class="_ _17"></span>como <span class="_ _7"></span>cifração <span class="_ _17"></span>de </div><div class="t m0 x3b h7 ydc ff4 fs0 fc0 sc0 ls0 ws0">documentos, bases de dados, mens<span class="_ _5"></span>agens e outras<span class="_ _5"></span> informações eletrônicas, com a fi<span class="_ _5"></span>nalidade </div><div class="t m0 x3b h7 y11f ff4 fs0 fc0 sc0 ls0 ws0">de garantir o seu sigilo. </div><div class="t m0 x0 h28 y120 ff4 fs0 fc0 sc0 ls0 ws0">1.4.1.6<span class="fff"> <span class="_ _2c"> </span></span>Certificados <span class="_ _5"></span>de <span class="_ _2"></span>tipos <span class="_ _2"></span>T3 <span class="_ _2"></span>e <span class="_ _2"></span>T4 <span class="_ _2"></span>serão <span class="_ _5"></span>utilizados <span class="_ _2"></span>em <span class="_ _2"></span>aplicações <span class="_ _2"></span>mantidas <span class="_ _2"></span>por <span class="_ _5"></span>Autoridades <span class="_ _2"></span>de </div><div class="t m0 x3b h7 y121 ff4 fs0 fc0 sc0 ls0 ws0">Carimbo do Tempo credenciadas na ICP-Brasil para assinatura de carimbos do tempo. </div><div class="t m0 x0 h28 y122 ff4 fs0 fc0 sc0 ls0 ws0">1.4.1.7<span class="fff"> <span class="_ _2c"> </span></span>Certificados <span class="_ _3"></span>de <span class="_ _3"></span>tipo <span class="_ _3"></span>A <span class="_ _3"></span>CF-e-SAT <span class="_ _3"></span>serão <span class="_ _3"></span>utilizados <span class="_ _3"></span>exclusivamente <span class="_ _3"></span>em <span class="_ _3"></span>equipamentos <span class="_ _3"></span>par<span class="_ _5"></span>a </div><div class="t m0 x3b h7 y123 ff4 fs0 fc0 sc0 ls0 ws0">assinatura <span class="_ _17"></span>de <span class="_ _7"></span>Cupom <span class="_ _17"></span>Fiscal <span class="_ _7"></span>Eletrônico <span class="_ _17"> </span><span class="ffc">–</span> <span class="_ _17"></span><span class="ls1">CF</span>-e <span class="_ _7"></span>por <span class="_ _17"></span>meio <span class="_ _7"></span>do <span class="_ _17"></span>Sistema <span class="_ _7"></span>de <span class="_ _17"> </span>Autenticação <span class="_ _7"></span>e </div><div class="t m0 x3b h7 y124 ff4 fs0 fc0 sc0 ls0 ws0">Transmissão de Cupom Fiscal Eletrônico <span class="ffc">–</span> SAT-<span class="ls1">CF</span>-<span class="ls5">e.</span> </div><div class="t m0 x0 h28 y125 ff4 fs0 fc0 sc0 ls0 ws0">1.4.1.8<span class="fff"> <span class="_ _2c"> </span></span>Certificados <span class="_ _2c"> </span>do <span class="_ _19"> </span>tipo <span class="_ _2c"> </span>OM-BR <span class="_ _19"> </span>serão <span class="_ _19"> </span>utiliz<span class="_ _0"></span>ados <span class="_ _19"> </span>exclusivamente <span class="_ _2c"> </span>em <span class="_ _19"> </span>equipamentos </div><div class="t m0 x3b h7 y126 ff4 fs0 fc0 sc0 ls0 ws0">metrológicos regulamentados pelo Inmetro. </div><div class="t m0 x0 h27 y127 ff5 fs0 fc0 sc0 ls0 ws0">1.4.2<span class="ffe"> <span class="_ _1"> </span></span>Uso proibitivo do certificado </div><div class="t m0 x0 h7 y128 ff4 fs0 fc0 sc0 ls0 ws0">Neste item <span class="_ _0"></span>devem ser <span class="_ _0"></span>relacionadas, quando cabível, <span class="_ _0"></span>as aplicações <span class="_ _0"></span>para as q<span class="_ _0"></span>uais existam restrições o<span class="_ _0"></span>u </div><div class="t m0 x0 h7 y129 ff4 fs0 fc0 sc0 ls0 ws0">proibições para o uso desses certificados. </div><div class="t m0 x0 h27 y12a ff5 fs0 fc0 sc0 ls0 ws0">1.5<span class="ffe"> <span class="_ _16"> </span></span>Política de Administração </div><div class="t m0 x0 h7 y12b ff4 fs0 fc0 sc0 ls0 ws0">Neste <span class="_ _2"></span>item <span class="_ _2"></span>devem <span class="_ _3"></span>ser <span class="_ _2"></span>incluídos <span class="_ _2"></span>nome, <span class="_ _3"></span>endereço <span class="_ _2"></span>e <span class="_ _2"></span>outras <span class="_ _2"></span>informações <span class="_ _2"></span>da <span class="_ _3"></span>AC <span class="_ _2"></span>responsável <span class="_ _2"></span>pela <span class="_ _2"></span>PC<span class="_ _5"></span>. </div><div class="t m0 x0 h7 y12c ff4 fs0 fc0 sc0 ls0 ws0">Devem <span class="_ _6"></span>ser <span class="_ _6"></span>também <span class="_ _6"></span>informados <span class="_ _6"></span>o <span class="_ _6"></span>nome, <span class="_ _3"></span>os <span class="_ _6"></span>números <span class="_ _6"></span>de <span class="_ _6"></span>telefone <span class="_ _6"></span>e <span class="_ _6"></span>o <span class="_ _6"></span>endereço <span class="_ _6"></span>eletrô<span class="_ _5"></span>nico <span class="_ _6"></span>de <span class="_ _6"></span>uma </div><div class="t m0 x0 h7 y12d ff4 fs0 fc0 sc0 ls0 ws0">pessoa para contato. </div><div class="t m0 x0 h27 y12e ff5 fs0 fc0 sc0 ls0 ws0">1.5.1<span class="ffe"> <span class="_ _1"> </span></span>Organização administrativa do documento </div><div class="t m0 x0 h7 y12f ff4 fs0 fc0 sc0 ls0 ws0">Nome da AC. </div><div class="t m0 x0 h27 y130 ff5 fs0 fc0 sc0 ls0 ws0">1.5.2<span class="ffe"> <span class="_ _1"> </span></span>Contatos </div><div class="t m0 x0 h7 y131 ff4 fs0 fc0 sc0 ls0 ws0">Endereço: </div><div class="t m0 x0 h7 y132 ff4 fs0 fc0 sc0 ls0 ws0">Telefone: </div><div class="t m0 x0 h7 y133 ff4 fs0 fc0 sc0 ls0 ws0">Fax: </div><div class="t m0 x0 h7 y134 ff4 fs0 fc0 sc0 ls0 ws0">Página web: </div><div class="t m0 x0 h7 y135 ff4 fs0 fc0 sc0 ls0 ws0">E-mail: </div><div class="t m0 x0 h7 y136 ff4 fs0 fc0 sc0 ls0 ws0">Outros: </div><div class="t m0 x0 h27 y137 ff5 fs0 fc0 sc0 ls0 ws0">1.5.3<span class="ffe"> <span class="_ _1"> </span></span>Pessoa que determina a adequabilidade da DPC com a PC </div><div class="t m0 x0 h7 y138 ff4 fs0 fc0 sc0 ls0 ws0">Nome: </div><div class="t m0 x0 h7 y139 ff4 fs0 fc0 sc0 ls0 ws0">Telefone: </div><div class="t m0 x0 h7 y13a ff4 fs0 fc0 sc0 ls0 ws0">E-mail: </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">11</span> </div><div class="t m0 x0 h7 yd6 ff4 fs0 fc0 sc0 ls0 ws0">Outros: </div><div class="t m0 x0 h27 yfa ff5 fs0 fc0 sc0 ls0 ws0">1.5.4<span class="ffe"> <span class="_ _1"> </span></span>Procedimentos de aprovação da PC </div><div class="t m0 x0 h7 yfb ff4 fs0 fc0 sc0 ls0 ws0">Esta PC é aprovada pelo ITI. </div><div class="t m0 x0 h7 yfc ff4 fs0 fc0 sc0 ls0 ws0">Os procedimentos de aprovação da PC da AC são estabelecidos a critério do CG ICP-Brasil. </div><div class="t m0 x0 h27 y13b ff5 fs0 fc0 sc0 ls0 ws0">1.6<span class="ffe"> <span class="_ _16"> </span></span>Defini<span class="_ _5"></span>ções e Acrônimos </div><div class="t m0 x0 h7 y13c ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> <span class="_ _2e"> </span> </div></div><div class="c x15 y13d w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">SIGLA<span class="ff5"> </span></div></div><div class="c x3c y13d w11 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">DESCRIÇÃO<span class="ff5"> </span></div></div><div class="c x15 y13e w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls1 ws0">AC<span class="ff5 ls0"> </span></div></div><div class="c x3c y13e w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Autoridade Certificadora<span class="ff4"> </span></div></div><div class="c x15 y13f w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">AC Raiz<span class="ff5"> </span></div></div><div class="c x3c y13f w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Autoridade Certificadora Raiz da ICP-Brasil<span class="ff4"> </span></div></div><div class="c x15 y140 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls1 ws0">ACT<span class="ff5 ls0"> </span></div></div><div class="c x3c y140 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Autoridade de Carimbo do T<span class="_ _f"></span>empo<span class="_ _5"></span><span class="ff4"> </span></div></div><div class="c x15 y141 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls1 ws0">AR<span class="ff5 ls0"> </span></div></div><div class="c x3c y141 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Autoridades de Registro<span class="ff4"> </span></div></div><div class="c x15 y142 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls1 ws0">CEI<span class="ff5 ls0"> </span></div></div><div class="c x3c y142 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Cadastro Específico do INSS<span class="ff4"> </span></div></div><div class="c x15 y143 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls1 ws0">CF<span class="ls0">-e<span class="ff5"> </span></span></div></div><div class="c x3c y143 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Cupom Fiscal Eletrônico<span class="ff4"> </span></div></div><div class="c x15 y144 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">CG ICP-Brasil<span class="ff5"> </span></div></div><div class="c x3c y144 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Comitê Gestor da ICP-Brasil<span class="ff4"> </span></div></div><div class="c x15 y145 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">CMM-SEI<span class="ff5"> </span></div></div><div class="c x3c y145 w11 h2b"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">Capability Maturity Model do Softwar<span class="_ _4"></span>e Engineering Institute<span class="ff4"> </span></div></div><div class="c x15 y146 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">CMVP<span class="ff5"> </span></div></div><div class="c x3c y146 w11 h2b"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">Cryptographic Module V<span class="_ _f"></span>alidation Pr<span class="_ _4"></span>ogram<span class="ff6"> </span></div></div><div class="c x15 y147 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls1 ws0">CN<span class="ff5 ls0"> </span></div></div><div class="c x3c y147 w11 h2b"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">Common Name<span class="ff4"> </span></div></div><div class="c x15 y148 w10 h2c"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">CNPJ<span class="ff5"> </span></div></div><div class="c x3c y148 w11 h2c"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Cadastro Nacional de Pessoas Jurídicas<span class="ff4"> </span></div></div><div class="c x15 y149 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">CONF<span class="_ _8"></span>AZ<span class="ff5"> </span></div></div><div class="c x3c y149 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Conselho Nacional de Política Fazendária<span class="ff4"> </span></div></div><div class="c x15 y14a w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">CPF<span class="ff5"> </span></div></div><div class="c x3c y14a w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Cadastro de Pessoas Físicas<span class="ff4"> </span></div></div><div class="c x15 y14b w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls1 ws0">CS<span class="ff5 ls0"> </span></div></div><div class="c x3c y14b w11 h2b"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">Code Signing<span class="ff6"> </span></div></div><div class="c x15 y14c w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls1 ws0">DN<span class="ff5 ls0"> </span></div></div><div class="c x3c y14c w11 h2b"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">Distinguished Name<span class="ff6"> </span></div></div><div class="c x15 y14d w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">DPC<span class="ff5"> </span></div></div><div class="c x3c y14d w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Declaração de Práticas de Certificação<span class="ff4"> </span></div></div><div class="c x15 y14e w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls1 ws0">EV<span class="ff5 ls0"> </span></div></div><div class="c x3c y14e w11 h2b"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">Extended V<span class="_ _f"></span>alidation<span class="ff6"> </span></div></div><div class="c x15 y14f w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">ICP-Brasil<span class="ff5"> </span></div></div><div class="c x3c y14f w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira<span class="ff4"> </span></div></div><div class="c x15 y150 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">IEC<span class="ff5"> </span></div></div><div class="c x3c y150 w11 h2b"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">International Electr<span class="_ _4"></span>otechnical Commission<span class="ff6"> </span></div></div><div class="c x15 y151 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">INMETRO<span class="ff5"> </span></div></div><div class="c x3c y151 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Instituto Nacional de Metrologia, Qualidade e T<span class="_ _f"></span>ecnol<span class="_ _5"></span>ogia<span class="ff4"> </span></div></div><div class="c x15 y152 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">ISO<span class="ff5"> </span></div></div><div class="c x3c y152 w11 h2b"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">International Or<span class="_ _4"></span>ganization for Standar<span class="_ _4"></span>dizat<span class="_ _5"></span>ion<span class="ff6"> </span></div></div><div class="c x15 y153 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">ITU<span class="ff5"> </span></div></div><div class="c x3c y153 w11 h2b"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">International T<span class="_ _f"></span>elecommunications Union<span class="ff6"> </span></div></div><div class="c x15 y154 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls1 ws0">LCR<span class="ff5 ls0"> </span></div></div><div class="c x3c y154 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Lista de Certificados Revogados<span class="ff4"> </span></div></div><div class="c x15 y155 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls1 ws0">NBR<span class="ff5 ls0"> </span></div></div><div class="c x3c y155 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Norma Brasileira<span class="ff4"> </span></div></div><div class="c x15 y156 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">NIS<span class="ff5"> </span></div></div><div class="c x3c y156 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Número de Identificação Social<span class="ff4"> </span></div></div><div class="c x15 y157 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">OCSP<span class="ff5"> </span></div></div><div class="c x3c y157 w11 h2b"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">Online Certificate Status Pr<span class="_ _4"></span>otocol<span class="ff6"> </span></div></div><div class="c x15 y158 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">OID<span class="ff5"> </span></div></div><div class="c x3c y158 w11 h2b"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">Object Identifier<span class="ff6"> </span></div></div><div class="c x15 y159 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls2 ws0">OM<span class="ls0">-<span class="ls1">BR</span><span class="ff5"> </span></span></div></div><div class="c x3c y159 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Objetos Metrológicos ICP-Brasil<span class="ff4"> </span></div></div><div class="c x15 y15a w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls2 ws0">OU<span class="ff5 ls0"> </span></div></div><div class="c x3c y15a w11 h2b"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">Or<span class="_ _4"></span>ganization Unit<span class="ff6"> </span></div></div><div class="c x15 y15b w10 h2c"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">P<span class="_ _8"></span>ASEP<span class="ff5"> </span></div></div><div class="c x3c y15b w11 h2c"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Programa de Formação do Patrimônio do Servidor Público<span class="ff4"> </span></div></div><div class="c x15 y15c w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls6 ws0">PC<span class="ff5 ls0"> </span></div></div><div class="c x3c y15c w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Políticas de Certificado<span class="ff4"> </span></div></div><div class="c x15 y15d w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">PIS<span class="ff5"> </span></div></div><div class="c x3c y15d w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Programa de Integração Social<span class="ff4"> </span></div></div><div class="c x15 y95 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls6 ws0">PSS<span class="ff5 ls0"> </span></div></div><div class="c x3c y95 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Prestadores de Serviço de Suporte<span class="ff4"> </span></div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pfe" class="pf w0 h0" data-page-no="e"><div class="pc pce w0 h0"><img class="bi x0 y15e wf h2d" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">12</span> </div></div><div class="c x15 y15f w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">SIGLA<span class="ff5"> </span></div></div><div class="c x3c y15f w11 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">DESCRIÇÃO<span class="ff5"> </span></div></div><div class="c x15 y160 w10 h2c"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">RFC<span class="ff5"> </span></div></div><div class="c x3c y160 w11 h2c"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">Request For Comments<span class="ff4"> </span></div></div><div class="c x15 y161 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls1 ws0">RG<span class="ff5 ls0"> </span></div></div><div class="c x3c y161 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Registro Geral<span class="ff4"> </span></div></div><div class="c x15 y162 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">SA<span class="_ _8"></span>T<span class="ff5"> </span></div></div><div class="c x3c y162 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Sistema de <span class="_ _8"></span>Autenti<span class="_ _5"></span>cação e <span class="_ _0"></span>T<span class="_ _4"></span>ran<span class="_ _5"></span>smissão<span class="ff4"> </span></div></div><div class="c x15 y163 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls6 ws0">SSL<span class="ff5 ls0"> </span></div></div><div class="c x3c y163 w11 h2b"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">Secur<span class="_ _4"></span>e Socket Layer<span class="ff6"> </span></div></div><div class="c x15 y164 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls0 ws0">TSDM<span class="ff5"> </span></div></div><div class="c x3c y164 w11 h2b"><div class="t m0 x1 h7 yec ff11 fs0 fc0 sc0 ls0 ws0">T<span class="_ _4"></span>rusted Softwar<span class="_ _4"></span>e Development Methodology<span class="ff4"> </span></div></div><div class="c x15 y165 w10 h2b"><div class="t m0 x1c h2a yec ff9 fs0 fc0 sc0 ls1 ws0">UF<span class="ff5 ls0"> </span></div></div><div class="c x3c y165 w11 h2b"><div class="t m0 x1 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Unidade de Federação<span class="ff4"> </span></div></div><div class="c x15 y166 w10 h2e"><div class="t m0 x1c h2a y67 ff9 fs0 fc0 sc0 ls1 ws0">URL<span class="ff5 ls0"> </span></div></div><div class="c x3c y166 w11 h2e"><div class="t m0 x1 h2a y67 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _11"></span><span class="ff11">Uniform Resour<span class="_ _0"></span>ce Locator<span class="ff6"> </span></span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y167 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h26 y168 ff5 fs1 fc0 sc0 ls0 ws0">2<span class="ffe"> <span class="_ _2c"> </span></span>RESPONSABILIDADES DE PUBLIC<span class="_ _5"></span>AÇÃO E REPOSI<span class="_ _5"></span>TÓRIO </div><div class="t m0 x0 h7 y169 ff4 fs0 fc0 sc0 ls0 ws0">Nos itens <span class="_ _4"></span>correspondentes à lista <span class="_ _4"></span>abaixo devem s<span class="_ _0"></span>er referidos <span class="_ _4"></span>os itens correspondentes <span class="_ _4"></span>da DPC da <span class="_ _4"></span>AC<span class="_ _5"></span> </div><div class="t m0 x0 h7 y16a ff4 fs0 fc0 sc0 ls0 ws0">responsável ou detalhados aspectos específicos para a PC, se houver. </div><div class="t m0 x36 h2a y16b ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff4"> <span class="_ _30"> </span><span class="ff5">2.1 Repositórios </span></span></div><div class="t m0 x36 h2a y16c ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>2.2 Publicação de informações dos certificados </span></div><div class="t m0 x36 h2a y80 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>2.3 Tempo ou Frequência de Publicação </span></div><div class="t m0 x36 h2a y16d ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>2.4 Controle de Acesso aos Repositórios </span></div><div class="t m0 x0 h26 y16e ff5 fs1 fc0 sc0 ls0 ws0">3<span class="ffe"> <span class="_ _2c"> </span></span>IDENTIFICAÇÃO E AUTENTICAÇÃO<span class="_ _5"></span> </div><div class="t m0 x0 h7 y16f ff4 fs0 fc0 sc0 ls0 ws0">Nos itens <span class="_ _4"></span>correspondentes à lista <span class="_ _4"></span>abaixo devem s<span class="_ _0"></span>er referidos <span class="_ _4"></span>os itens correspondentes <span class="_ _4"></span>da DPC da <span class="_ _4"></span>AC<span class="_ _5"></span> </div><div class="t m0 x0 h7 y170 ff4 fs0 fc0 sc0 ls0 ws0">responsável ou detalhados aspectos específicos para a PC, se houver. </div><div class="t m0 x36 h2a y171 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.1 Nomeação </span></div><div class="t m0 x36 h2a y172 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.1.1 Tipos de nomes </span></div><div class="t m0 x36 h2a y173 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.1.2 Necessidade dos nomes serem significativos </span></div><div class="t m0 x36 h2a y174 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.1.3 Anonimato ou Pseudônimo dos Titulares do Certificado </span></div><div class="t m0 x36 h2a y175 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.1.4 Regras para interpretação de vários tipos de nomes </span></div><div class="t m0 x36 h2a y176 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.1.5 Unicidade de nomes </span></div><div class="t m0 x36 h2a y177 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.1.6 Procedimento para resolver disputa de nomes </span></div><div class="t m0 x36 h2a y178 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.1.7 Reconhecimento, autenticação e papel de marcas registradas </span></div><div class="t m0 x36 h2a y179 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.2 Validação inicial de identidade </span></div><div class="t m0 x36 h2a y17a ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.2.1 Método para comprovar a posse de chave privada </span></div><div class="t m0 x36 h2a y17b ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.2.2 Autenticação da identificação da organização </span></div><div class="t m0 x36 h2a y17c ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.2.3 Autenticação da identidade de equipamento ou aplicação </span></div><div class="t m0 x36 h2a y17d ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.2.4 Autenticação da identidade de um indivíduo </span></div><div class="t m0 x36 h2a y17e ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.2.5 Informações não verificadas do titular do certificado </span></div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">13</span> </div><div class="t m0 x36 h2a yd6 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.2.6 Validação das autoridades </span></div><div class="t m0 x36 h2a y17f ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.2.7 Critérios para interoperação </span></div><div class="t m0 x36 h2a y180 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.3 Identificação e autenticação para pedidos de novas chaves </span></div><div class="t m0 x36 h2a y181 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.3.1 Identificação e autenticação para rotina de novas chaves </span></div><div class="t m0 x36 h2a yfd ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.3.2 Identificação e autenticação para novas chaves após a revogação </span></div><div class="t m0 x36 h2a y182 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>3.4 Identificação e Autenticação para solicitação de revogação </span></div><div class="t m0 x0 h26 y183 ff5 fs1 fc0 sc0 ls0 ws0">4<span class="ffe"> <span class="_ _2c"> </span></span> <span class="_ _31"> </span>REQUISITOS <span class="_ _1d"> </span>OPERACIONAIS <span class="_ _1d"> </span>DO <span class="_ _31"> </span>CICLO <span class="_ _1d"> </span>DE <span class="_ _1d"> </span>VIDA <span class="_ _1d"> </span>DO </div><div class="t m0 x32 hb y184 ff5 fs1 fc0 sc0 ls0 ws0">CERTIFICADO </div><div class="t m0 x0 h7 y185 ff4 fs0 fc0 sc0 ls0 ws0">Nos itens <span class="_ _4"></span>correspondentes à lista <span class="_ _4"></span>abaixo devem s<span class="_ _0"></span>er referidos <span class="_ _4"></span>os itens correspondentes <span class="_ _4"></span>da DPC da <span class="_ _4"></span>AC<span class="_ _5"></span> </div><div class="t m0 x0 h7 y186 ff4 fs0 fc0 sc0 ls0 ws0">responsável ou detalhados aspectos específicos para a PC, se houver. </div><div class="t m0 x36 h2a y187 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>4.1 Solicitação do certificado </span></div><div class="t m0 x36 h2a y188 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>4.1.1 Quem pode submeter uma solicitação de certificado </span></div><div class="t m0 x0 h2a y189 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.1.2 Processo de registro e responsabilidades </div><div class="t m0 x0 h2a y18a ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.2 Processamento de Solicitação de Certificado </div><div class="t m0 x0 h2a y18b ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.2.1 Execução das funções de identificação e autenticação </div><div class="t m0 x0 h2a y18c ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.2.2 Aprovação ou rejeição de pedidos de certificado </div><div class="t m0 x0 h2a y18d ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.2.3 Tempo para processar a solicitação de certificado </div><div class="t m0 x0 h2a y18e ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.3 Emissão de Certificado </div><div class="t m0 x0 h2a y18f ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.3.1 Ações da AC durante a emissão de um certificado </div><div class="t m0 x0 h2a y190 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.3.2 Notificações para o titular do certificado pela AC na emissão do certificado </div><div class="t m0 x0 h2a y191 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.4 Aceitação de Certificado </div><div class="t m0 x0 h2a y192 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.4.1 Conduta sobre a aceitação do certificado </div><div class="t m0 x0 h2a y193 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.4.2 Publicação do certificado pela AC </div><div class="t m0 x0 h2a y194 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.4.3 Notificação de emissão do certificado pela AC Raiz para outras entidades </div><div class="t m0 x0 h2a y195 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.5 Usabilidade do par de chaves e do certificado </div><div class="t m0 x0 h2a y196 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.5.1 Usabilidade da Chave privada e do certificado do titular </div><div class="t m0 x0 h2a y197 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.5.2 Usabilidade da chave pública e do certificado das partes confiáveis </div><div class="t m0 x0 h2a y198 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.6 Renovação de Certificados </div><div class="t m0 x0 h2a y199 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.6.1 Circunstâncias para renovação de certificados </div><div class="t m0 x0 h2a y19a ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.6.2 Quem pode solicitar a renovação </div><div class="t m0 x0 h2a y19b ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.6.3 Processamento de requisição para renovação de certificados </div><div class="t m0 x0 h2a y19c ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.6.4 Notificação para nova emissão de certificado para o titular </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">14</span> </div><div class="t m0 x0 h2a yd6 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.6.5 Conduta constituindo a aceitação de uma renovação de um certificado </div><div class="t m0 x0 h2a y17f ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.6.6 Publicação de uma renovação de um certificado pela AC </div><div class="t m0 x0 h2a y180 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.6.7 Notificação de emissão de certificado pela AC para outras entidades </div><div class="t m0 x0 h2a y181 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.7 Nova chave de certificado </div><div class="t m0 x0 h2a yfd ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.7.1 Circunstâncias para nova chave de certificado </div><div class="t m0 x0 h2a y182 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.7.2 Quem pode requisitar a certificação de uma nova chave pública </div><div class="t m0 x0 h2a y19d ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.7.3 Processamento de requisição de novas chaves de certificado </div><div class="t m0 x0 h2a y100 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.7.4 Notificação de emissão de novo certificado para o titular </div><div class="t m0 x0 h2a y19e ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.7.5 Conduta constituindo a aceitação de uma nova chave certificada </div><div class="t m0 x0 h2a y19f ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.7.6 Publicação de uma nova chave certificada pela AC </div><div class="t m0 x0 h2a y1a0 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.7.7 Notificação de uma emissão de certificado pela AC para outras entidades </div><div class="t m0 x0 h2a y1a1 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.8 Modificação de certificado </div><div class="t m0 x0 h2a y1a2 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.8.1 Circunstâncias para modificação de certificado </div><div class="t m0 x0 h2a y1a3 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.8.2 Quem pode requisitar a modificação de certificado </div><div class="t m0 x0 h7 y1a4 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> <span class="_ _2e"> </span>Não se aplica </div><div class="t m0 x0 h2a y1a5 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.8.3 Processamento de requisição de modificação de certificado </div><div class="t m0 x0 h2a y1a6 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.8.4 Notificação de emissão de novo certificado para o titular </div><div class="t m0 x0 h2a y1a7 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.8.5 Conduta constituindo a aceitação de uma modificação de certificado </div><div class="t m0 x0 h2a y1a8 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.8.6 Publicação de uma modificação de certificado pela AC </div><div class="t m0 x0 h2a y1a9 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.8.7 Notificação de uma emissão de certificado pela AC para outras entidades </div><div class="t m0 x0 h2a y1aa ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9 Suspensão e Revogação de Certificado </div><div class="t m0 x0 h2a y1ab ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.1 Circunstâncias para revogação </div><div class="t m0 x0 h2a y1ac ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.2 Quem pode solicitar revogação </div><div class="t m0 x0 h2a y1ad ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.3 Procedimento para solicitação de revogação </div><div class="t m0 x0 h2a y1ae ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.4 Prazo para solicitação de revogação </div><div class="t m0 x0 h2a y1af ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.5 Tempo em que a AC deve processar o pedido de revogação </div><div class="t m0 x0 h2a y1b0 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.6 Requisitos de verificação de revogação para as partes confiáveis </div><div class="t m0 x0 h2a y1b1 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.7 Frequência de emissão de LCR </div><div class="t m0 x0 h2a y1b2 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.8 Latência máxima para a LCR </div><div class="t m0 x0 h2a y1b3 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.9 Disponibilidade para revogação/verificação de status on-line </div><div class="t m0 x0 h2a y1b4 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.10 Requisitos para verificação de revogação on-line </div><div class="t m0 x0 h2a y1b5 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.11 Outras formas disponíveis para divulgação de revogação </div><div class="t m0 x0 h2a y1b6 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.12 Requisitos especiais para o caso de comprometimento de chave </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">15</span> </div><div class="t m0 x0 h2a yd6 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.13 Circunstâncias para suspensão </div><div class="t m0 x0 h2a y17f ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.14 Quem pode solicitar suspensão </div><div class="t m0 x0 h2a y180 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.15 Procedimento para solicitação de suspensão </div><div class="t m0 x0 h2a y181 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.9.16 Limites no período de suspensão </div><div class="t m0 x0 h2a yfd ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.10 Serviços de status de certificado </div><div class="t m0 x0 h2a y182 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.10.1 Características operacionais </div><div class="t m0 x0 h2a y19d ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.10.2 Disponibilidade dos serviços </div><div class="t m0 x0 h2a y100 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.10.3 Funcionalidades operacionais </div><div class="t m0 x0 h2a y19e ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.11 Encerramento de atividades </div><div class="t m0 x0 h2a y19f ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.12 Custódia e recuperação de chave </div><div class="t m0 x0 h2a y1a0 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.12.1 Política e práticas de custódia e recuperação de chave </div><div class="t m0 x0 h2a y1a1 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>4.12.2 Política e práticas de encapsulamento e recuperação de chave de sessão </div><div class="t m0 x0 h26 y1b7 ff5 fs1 fc0 sc0 ls0 ws0">5<span class="ffe"> <span class="_ _2c"> </span></span> <span class="_ _31"> </span>CONTROLES <span class="_ _32"> </span>OPERACIONAIS, <span class="_ _32"> </span>GERENCIAMENTO <span class="_ _32"> </span>E <span class="_ _32"> </span>DE </div><div class="t m0 x32 hb y1b8 ff5 fs1 fc0 sc0 ls0 ws0">INSTALAÇÕES </div><div class="t m0 x0 h7 y1b9 ff4 fs0 fc0 sc0 ls0 ws0">Nos itens <span class="_ _4"></span>correspondentes à lista <span class="_ _4"></span>abaixo devem s<span class="_ _0"></span>er referidos <span class="_ _0"></span>os itens <span class="_ _0"></span>correspondentes da <span class="_ _4"></span>DPC da AC </div><div class="t m0 x0 h7 y18c ff4 fs0 fc0 sc0 ls0 ws0">responsável ou detalhados aspectos específicos para a PC, se houver. </div><div class="t m0 x0 h2a y18d ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff5"> </span></div><div class="t m0 x0 h2a y18e ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.1 Controles físicos </div><div class="t m0 x0 h2a y18f ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.1.1 Construção e localização das instalações de AC </div><div class="t m0 x0 h2a y190 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.1.2 Acesso físico </div><div class="t m0 x0 h2a y191 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.1.3 Energia e ar-condicionado </div><div class="t m0 x0 h2a y192 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.1.4 Exposição à água </div><div class="t m0 x0 h2a y193 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.1.5 Prevenção e proteção contra incêndio </div><div class="t m0 x0 h2a y194 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.1.6 Armazenamento de mídia </div><div class="t m0 x0 h2a y195 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.1.7 Destruição de lixo </div><div class="t m0 x0 h2a y196 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.1.8 Instalações de segurança (backup) externas (off-site) para AC </div><div class="t m0 x0 h2a y197 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.2 Controles Procedimentais </div><div class="t m0 x0 h2a y198 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.2.1 Perfis qualificados </div><div class="t m0 x0 h2a y199 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.2.2 Número de pessoas necessário por tarefa </div><div class="t m0 x0 h2a y19a ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.2.3 Identificação e autenticação para cada perfil </div><div class="t m0 x0 h2a y19b ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.2.4 Funções que requerem separação de deveres </div><div class="t m0 x0 h2a y19c ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.3 Controles de Pessoal </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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BKdFOW4jk9rlP3vVFCBoGGKDtE8fvxxQkBKjYhTkGAFf+gTabhCo1ADUJWpYfxH95iUMrrSXAgBCQWOq+54o5s2fmPpoTu/f7bYXutIXECC2I1hN/ea+PdhM6M1YUXm2ne2fr08f1OZodosSjLzo2CRUCmzBHXUxG5Dp2WNGZc+UAmCzxJIVuLrT+9ddmzD6hNbym31EiPv7WYEKlmIFsNu7n/5YyNnRgsh7r83gzTqo9mN3OLrJN7R94qnRt3ZAZqHPP1QAkAkJAQoM9ZIDuh9VnqRC7fkXBECCgCUiJ+x1+qZd16CQkYzSSsKtt+zbn4JrwahmTsu5/oVpzb3iMtYdHjV/soTjWADBFD5ezaHfkAyM7lArv7g2IqPj64cntD3qaF3jk4bIIIzoc9O8ooTW17Z+d/tVUc5EgXcQEVmhVwC9a8c+GrB4RVzB17796G3ql2bWDjQaXu1j70PAFAjGzuGYUZnzTxyRZI4kB2oSjLN2/SxVSF7LPtOKOCyuOynRv+p5cKNBLC2bPfN/3u6xFrtNXoisNE9hzzy85tbqvIa0RZQqfpeH0FmtLHy4NTvH3tj12LuUvOLj264YeXTW2qOyAInRH/2ogcPRAg13PjcrkUvbF5ob1fCQWybvkE8WHdq5Ff3okv3yJw3WBurTHX1cqO3EiQQOV7bdfSbEx+KENQtX1ti9MxP75oEm1t5DCcCMaGR3x5aFyiNRw2KxJDoUFGDAJWWuhqLXvIxBM2C/dmtn4xNzxkU191E9pd3fGEXyOWhOIFWcmFa5qg+ugxOVNhQvq/q+MG6At48DMQRXt/zTWJ47D0DprZXqoTYJsEHAINk3l51JLAD2MT5sHHx2bMHXXN1t+FBbUVHaLRbmgLoDr1GiIwoShF21FTbrLipeVblhHddcPUzPaNSHXS3HWhNwfbbV8zzHapGtP1wavuguMzd5ccP1xc0z3kXjXx3v6mvj3uAOe0qtIJ87Xf/WFWyw5WCiQTQyGzPbvjomh6jEzWRvzv6bWkp4fHX9p+YndCD+bP2WlAdjCBTlTgsrX+IqNp0Zn9JbfngmCxjo77GYpCBcwSOnCMQQIwi/KsZL3YLjW/y0xUEV3UZ2kfXbXvNEV8S/JS+jABKDZWyt9AgAwhRqpuiEQigBuHufldrBU3zYxMBgEBYZ6g/b9F3olxoKPvzupdUII5JyZnT/+rLuuRqBWUrA0CAAA/1v2HeqFlqpkAAO8l6c2OERitx2SLb6s1Gk81cZzPWWwyNdnOkUts1NA4dkXMEK5eLDVXHa89Yud2vjVZhquUAOk2EAF6WGUkM3tqz+HRDRU5c96TQmMRQXaRam53Y47JuuSrmSARvlqF2DMaeDfqMfLrmry4HRzCDtLpkx7qinWNjspfc+FKYoGpZ+cSR9uGhN4cwpaOvKhRjQyIASCkIIYIyWql1eWROq4MDlFsbdhYf3leav+rUlv21J+wC8QDRTjuXEGBoar9EdfQZW43bbEQAMKP961Prvz613pGtjwBKmSVqdD2j02YOmDKlx/AQEBHbOQzeZvSTNLoZmWOblh0iapQsVY11u0rzSqQ68qdnJEbrq/etPbHtuqzRLQ4qDknqHaMOb1lDyQi1cuOp6pKNBbs3FO3ZX55fxfUyEkdy9QZbcFJCQTE6Neezkz9AABusKahpFuVT9sqCisofV+++ZEevVyb+ZXB8Dzy36GdoE+aPudc9mkpEgNBgN3175Od/bV902lzp2zGZ0ScHV0zLGgVu1Si9mRMO03uOE8APgSAD316at7Zgx/G6MwdqTp6uK7ei5DTVHWaze9lsbIkXRoBnht/VYDWuKdphQxlasx8IwMZoU13eld89/MSQO+4acGW4qD5n6GNT2UU3lx0AohShs/pfaePSgxtf97thblflkVp7IwSOxGpIMSC5h++nFm7/x/r33s9bZm0CS/CmiBiAKLM0TeywlP4HGwr31uS30IVuEYnfXfPCR/tXPLfxkyrZIDHuQxh4RiMQAKBaMjzy69sHyo5/cOWjinaKF7VzhRi7FNAd0dtNDRZjCFMGIkBUJOq0Ub7XfHHrZ28d/h/3zjohJIwStWNTcy5J6J0entA3tkuXyCQFE29c/kzL6DsYyjkDrrqx9/gSfdWhqpP59cWVpvpCQ9nphvIiY6XRbpaRc58NLzKjL0+su6d82pDEXucX+hxoa8WR+ds+D5Qv7igiRRDQ5VVwIVThPakbwb7w0GruJ+EHB0R2XXXj6/HKMDffhySAOoshuDlMkQpNpC69jy7dXcWZuP1odeGR6sIvDq5dX77XPdcIAWyMH6oqOGfocwQryFIzZUgE0ChbVh/f8rcf36oEvd+QACGEiSHh6lCb1RZI9gVkzIf5KDZUVVkagPkJ6F/dfVSC0muJRgvZChvKAj280W45UnnaSpIMnAOXQOZEMpeJ8/6x3dK0cQJhOFMNjusxOC5rWtboGxY/sa5iT5MRRUAAzI9F+7ugTwCwq+po1/enu5dBkGTZItttIMkBkjMd3GFOXI8oMbTCamuT2VDZUGMHye/ed7ssOVO7iBDRTvKO8mNv7f72tKki0MIrIT3245ub6454mcgIMCCi23fXvZimjW3aSB7KlENS+vxUvoe7ZbYgUHxI1DlBnwGQneRKj2qPzRlNzuRWf8E2Rnhr70li2+mRhMgYJYgS2n2tmff2f58aEX955jARWYWp9r0dSxYdW2NnPFA8lQOEier7ht3w66p5HrmLBICwx3DipqVPz5/wYFZ0qsgEo92ycN/Kl3d+IQketG4kVw9O7n3OZL8F+8yf5YAO0c9UxE/OvPQsni9VG5cUojthKfMFtI43zl3/atRP7zFkRslsVsiuXV3oN/VIkiUEnJh5SaIqqthe69UDAthac2T853OTQnUKQaw3Gaq5wQW9czhFjjN6jk8MjW4v9Dsoh7mZoY1ThD896PafZr6tU2nP4kJqEOYOmqFoTvz3diOqBVMlM5qUMiEBgZoLo+L7+92nXdlYKwMPR/UjQ272e0FCMCukk7aKo+aSctR7SX040zw3dPa/x88V6JwwzEEjj4ACYQSpBiZkvTz+geyYbme9gQoB7ht4jQLFv2961wDWFtwogbNhul5Pj707TRuf/cltJoXk9bUT+tKDNQW5usz7Bk6PVIf/bf1b1WSg1ug/JALAaNK8PfHR67PGsnbd+OEHfQ0qbuk9sZ6b23QhJSrCFBqtSqNTh8doIlPC4rpGJ0coQgRXQNrxd6iomtX/SrPgx8mM4moV+Lq6ICK7Z+DUIcm9V5zYfLKh5GR9SY2lwcbtCKgRlLEhUV0iEtPDEkalZA9P7adEkQP9Z8z9++tO+g7S4eL8AbquCmQze08YnTpg45l9BQ1lx+uLShqrDRaTUTJZZBvnnAlMiWKEUpsUFpuqjb00se+EroNj1RHMrSMKYHf1ucJMfuyf4Yn9HGI4OC5rTu+pfkAnFiZqIHAWbVsjOEGnqrV04UCfNVc6IAAO5DhFRCYCAAWg6El+BTxgLOCtiYMjH9MDC8fZcW3AwsMww2Aw8EKfXBZMG9D3k3DhnjHrdiVXPKnVE/k8sv690Gy6XdPagm0Y66beIrbw/N7d82JHKBDErno1LfiUHjfFAPvKvCYEyED1tsYKY83JupJCfXmpsbrKUt8oWUx2q022E5CKKUIV6hBRHRcSlaKN7RqR2F2XFhcapRXVDl7IK8m/iSj2eh1o4H3f5UQAECBc7JWXDsFMTY9h8BSalgk8xw+9krS9pc7LDHMMacBdfeQ8XK/GZtxReviTPUt/KdpnJKsbJ+WIiqL/ZZBAKQvRCu30rDGzc6f3iExWo4hBBrkumuYffQ50or5k1cltawq3bS/PM0gmGdtUX6hZ3JBASUJiqO6ytNyrugwbk5ETrgjphN8NfTdx5EAnjOUf7fz+gwNLDczamjXo5BGCtIAZQf+wjNcuf/jSxD4qYJ3oN8k+ASAHWHri13tXv1xJer+J58EDHXC4CEK5YkrXEa9MuD9ZE92JvhP9ImP1E+vfX3J6k8mZjuFPQROIhKGCOkkbEx+qC1NqwpQhKkEJgHbZbrCb9DZTqaGyxFht4lYe2BxBgm7axLv7Xj21x8jukUnsYl0JmvW+DPT5kR/v/uElG5N9eRIFx2SlbkTKgOv6jB+ZNiBMVAuOUx686QWSgKqtDWvzty86sHJfVb4eLTyALYMAYbLy0ynPTMscjhc5+gBgA5q6+NG1ZTvcsEeRszgW/uiwW2/PnqIVVA4HJMDEaH7PkWFYaCj/98aFXx5fZxW48wAoj2NmOQDLUMX+b8b8fpHpDPGiRh8ADtecvmn504f1pwkgRR17c8/xM7LG9ozNCGEKgKDg8crB50Bn9JU7yo58nrf2h6KdNuSexf2AiCJQ88/hd/954DQFsosafQIotdbd9s1TGbqU1yb9JVxQt5dASsB/KTkwe9W/CiwVAMzhlzeFBBQyPpZz6z9G3K5xugUXJ/pEgGiwmZSCQiWIQO1Z5oMACvTl7+xd8v3xXwrNleSdaI7D4vt8MOmxnlGpF6u3RS07/O3TamXT1K8e2Vyb52XDItCEhNzlM+YrLw5vgPl3oaBj6YBoIWT+ZfdHkdpr0yUB/Fy694u8ddLFcSSCMG/evHNxX0rWxkztMZrb5YPVJ2WQXUQWcsZ/OrVDb24cnjpAwRjBhWwJ4bmtncWB7lv36gdHl3vRgCLHRROfvKnXZZ4W6gWveX7v2+PcQdeFS6omzeM0kBh9e/xn+Q9KiFIr/z9fZN8h/ptLD9+84plia437+2oQXxp17yBd9z/iACCAUhAzdalRytAWipDjeVK17z+7vvrblve9Kj2gwy34Iyp0QCToF56+7Kb/pKh1ECB85ou+l8lJnvV5OmSaIkC1xTB9yd831+Rx5HABlfHpoo5bcMUTo5MHIAateQhIIi6i4LZnCWUgocNWQAIoNFePW3BPIa++wOJfXVSxP9/2XpomBn1iyMyXpSm1Nnx66If7VsyXgLu4f7SDPOfr517c+lmZpb6DFGWaRjcndzrjcIGFHk9bqm755skiSy059jq4SbvYNPs5EQEdrCxYfvzX/+z/OiM8gbvt9+AAWyuPfFqx/ljNmadHzMqIiBfaexowgPtyrz1ee/rb/A0WbnMPYvqtGuj3vHP3TwP9DT7V3/we3xroUi0/CTpyXlizWuUIWxqOjlo0Z8HkJ8amZiP6ZJTIxEtMdRxIAJABhn8+O1YTtW3mxypHOT4AC8iD3rr1KJT9c+ifbut9uUAYrgoJU6jblwgCABmoxFRbbKyySNY/qLD/WLDj5V3/lZl34cN0ZczPt72XERKL7nqfA7249fN/bl8go2vzNoJWobk0oe/klEvuH3zdJ/uWLz61cUvxARNYnRvBCdM1sY9fesft/S4X2okWdsXsyS3N5A+ngggAzbLtw/3LXt/1daGlyl2JIkGaKvb+nOvuzblGIyidet/O5SSN7tkRcyLEUI5O1stoN68r2rm39gQBHKkv+rFopwms4CrZFqUKe+CSmyS7vdFmbj/V755yCPiHdHERADSC8oGc6zbO/KCLOs7jWACg07bqx7a+/86eJdRUl01kwszsybf0mahE0ePb6Ezb872JVqG5O3vqrEFTtaoQ6Gz+bOgUddRfBt8ocOa1fMhIb+z59mRjJQBgkaHqlqXzZIHsJB+oOWHjHqm/kcqw1JDYMnNttaXenY5XM0V2THcGmK6N/3TKkwpinSlS3sYjoFW2f3Rg+bxtn9RKja48Ssf+F0hVxey87SOxylBnsVkcnmU/bQYBAWKRqarK3gAA9TZDvc3grhfSNHExijAElCw2ACgylRq5NYpp/lB0mFt5sdZXF2otJdZR4BHd0g0dGINaUMwdOB0I/rrpLadKdynXIlv1gaqTKBO3AkdX/iwByUAfbPtu5Zmtfm/2YO71k7oOcS+ArATGAP8gLpL/I/9ayxEIajAD/axBMk/99tFfqw56pkjRd1c8L7o8rqYse0TAYWn9U6Ji/d68V3Q6BiAt/hDqAJAOVmvEP9oAAAlnSURBVBeuL9xl41L/mK6XpPSNVIZ6weZIQzbL1p9P7zlWWySRPDAuc2RqtkpQoI99fFpf8cOp7bUWfb/YrhO7XuJaO5u/mFddcMZQ7ruDPERQidvOHLpz+QtNhzk47l3NDXoy+Xl6hDgID2fNpQWVElsz590U5zGEeN5qGUezI60t2HHXyueryQgAAseuqrjF1/+7f3QGYLONiwB2pEc3vPt+3jLHRkyB49O5tz85/A6P0mxc+ve2L97Y+VUDmglB5GxKypCXJ/0lMzS+KeumQbbcu/aVQmu1g+RsAlkpC710GcLjzzy5tmSnJiSk0FpZJtXXUmMdNVrB3jQVFCQ4yvo5ftwI1lpqbERrl5iU0JCQtOjEmX0nu/YvnI/oN9Xu21J6eNbqF1/b85WeLK5IGtTyxlX5m2XOE8JiItVaALRy2zdHfn50w9uLCzbKLsqPEHaU5+nNjZm61EhVKAc4Xlc8d92rH+UtNTPJcTWOdExf/OWBNUpBmZ2QJSA7UV864/sndtXlu5eXBECdoH1r7F9HpvZ3elscYMLXf9lYsd9LaG7Luvz9SY/+9ac3Pjy01B3bOFXk8dlfhzJlE5tKcP4uujbgK09u/dPqf9VSo8se8awOSRDGVV9Oe25ixuAnf/nwlf1fySgDMM+YPyFhMkauuPWNbw6sfXvvYr1g86MdCJFgUvyg+Vc99NjaN1cVbyfPNYERzB92719zr3cW46uzGJbkbSg31fgKjRJEBTClqxBfU6VRs2xdsH+lmsRp3UfEh0Wfz2edmLl93qYF7+5dbBTsznnvLSZEiHrBet8P82/NnvLWvsUyI8dqSF5jhFAC9dcueey0sUIS/DLhSAyIYG3lnl2L/lxnN3pcAQEJ+oemz+x3OTaxbOEq7bbyw/n6Ynf9rmaKjLCExJBoBEjW6LIiU081lNpBBgBGYLSbn9r4wex+U8NDtO2IFAfYXXFs9cmtDRaj7KqH4q5BmvShhwfvNAKw2TB2+/LeqvwfS3ZxASBQ7VrXm4WWqhe2/R/5P5nNxX8AnDSXgwCeW1u8N6pwpCpJ73UZFQhz+1/78CU36lThHvx+nc34xf4fJCQEOK2vePvgN72iu2y57WM1ICMkBBNIue/cdpyXj4wfcE3XUQgwKCHr0uTeQrvm/h3Vl4z+/M+VsqGjT+gTOGhQ1YhW8uQo/fCdzs1mgfe8IgmcqVBhJlvL6fWze1z53qRH3ItRO3eMRim19w2e7rjD5pLD7+5fjAAiICNnorIIzFEbdkBM5gO517oWrfbVzvLLmxb5ikybvKcA+HjULhM53po58eo+o2ctfb4OTe562atLCo5T0oaXmmt21BwJJA7I2fSMUXcPnXH7kqdKpYBHRkTJ6nsHXcu8S416DDvtKz/xzdGfMiKTlFwE8DDsFbKQpIkCopN1Jd0ikxi0zzrrQEYGeH/Psq/yf6KzqTuELVtcTZgygmSVbt7wWbf1nSQCGzhr4dJjG1/f+02BucLzAoSEl8b0fmHUnGHJfc8YKv+y7o01Jdtl9CgcwAhzorvf3Gv8Xf2mhCtDVl73yrObF/xYtMtIVnTb08MAJibmzhs1u39MF/QWC5/IIgeQQC6sL89029fAgQobKuLCokNdJeva1x4/UndmyMJZjcxGHWY5KTib1fOKp8fMTlBFuCfB59UX3fDt40fMxU3gKjgbF5/z2TXzYlVhDifABvItS59dcmZTU1kzRnBj18s+vvIfGhSbwiwy8F3VJ2Ys/keRvRbAuSyPiu27+obXQ9Dv0WY+Jz75RJPcyXdo/wg7kQ1o9pp/L8pf41YJFRCge0RKrDrStWO3eaI4DC/y8EybzgHzfJ8AgBiy2JDIm7PGX9dznG+SOhE1SOb1hbu+OvrTGUNFl4ikmb0vH5M+sKmOuKOr5aa69/Z+v7fqeLVZnxGeODK5/819JkQoNNS8o9q5/h6sPvXBvqVH68/YZWmArtvcQddlRaX4df/Oi3ye9w8sf/Dn1zxPS0cd0+6dtShZHdnm85l8Yn5up5+3ROdwR1J7YH3q0jtBMbrcyeC3JLLiuYWeAPLrS55c/57PQfV0WdqgZHUktuUwgSAZB/8WJRHDVjaZY5CMlsOrAmz1iBR2bqX+lKH87jUv1TGzm4YDAIhn4Y8MuQnbR8GRs1qtXzoQmzywYE/L81szIDDf6AjF+u/KOZN9GWhFwbZ7V7xUSg1uaesIAHE8dOG0Z3LjszBwB9tkEbWykDeLdNvPmg3i8xa+I/7+qsbxNFvLDt+17J/1aPaYz0SizOaNnXNZ6kCXvryQM8jF3wXxprOIkQOdqCv5Pv+XN/ctrmVmL/JdIHwo58bZA64S3Eskd6L/W8B3nd8DMtAnB1Y+vP7NRsFG3soTVZzd3efqZ0fOEi+aGHEQFudvO2CTgGSiKnPD0uOb/nts3faKPL/Vj/uEpb0y+v5xGTnK8zhUcC7QB7ICrcnfOq7bYA1TCADofYiVU294cY8cwA7y5uJD8zcv3Fx2yMj8kFAO77KLImblTa/1jLxYtiq2AX0C2FyeN+m/96do48am587oM+7SlH4KYKKjQKzbMDhWSBlIAjpeV7Ts2KZNp/dsKjtoZnafI1maPcSemuT/3fhKD23iRZiS0gr6BFDYWDnjm3/sNpxwJKKIxLSiOi08Pik0RqvUaBUhalQSgASSUbI02syV5roiQ2WNud6OTSdY+dFbjLB3eNqVXYfdM3Baelg8XEin77YX+hLwO5c9/9/CDRw5NFebxSZSJRCj6yXs7u84jnV4MHvGvNGzNSjCRdzEFhxERNhdfuz7go2c8SbzBdwZr8BWjs87BIAqLgxP7n9d5pjhKf166zJEvNgLJIktOYgERXUVYRBi4wY70tkpBgRAQrUkTu8x5vFRd/YITxTIdYwMXdi+1G/WPDJQua3h14K9C/at2FpywMIkiVEwMS3H2TEKGXtFpN/Ud+L4zCF9ojJUTUc2UDBn/3baPC6bXSJeazWW6atP1BUVGMpLjdXVloZGu8UsWW2ynRMoBUEtKDWiSqcOTwzVpWrjukUmJ4bHJGtjVEwBf8hk/PMDfb9ETdPAuFHXCJ3y3JYW7LrnGCQiP1XeGSBzVglrc5ydw8VRDqO9ZL99mwzECC5apXSObb6LXE2J5xp9vJhHQOyU/YtX83TaPJ2tE/1O9DtbJ/qd6He2TvQ70e9sneh3ot/ZOtHvRL+ztVP7f+qB+PG97qNGAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">16</span> </div><div class="t m0 x0 h2a yd6 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.3.1 Antecedentes, qualificação, experiência e requisitos de idoneidade </div><div class="t m0 x0 h2a y17f ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.3.2 Procedimentos de verificação de antecedentes </div><div class="t m0 x0 h2a y180 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.3.3 Requisitos de treinamento </div><div class="t m0 x0 h2a y181 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.3.4 Frequência e requisitos para reciclagem técnica </div><div class="t m0 x0 h2a yfd ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.3.5 Frequência e sequência de rodízio de cargos </div><div class="t m0 x0 h2a y182 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.3.6 Sanções para ações não autorizadas </div><div class="t m0 x0 h2a y19d ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.3.7 Requisitos para contratação de pessoal </div><div class="t m0 x0 h2a y100 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.3.8 Documentação fornecida ao pessoal </div><div class="t m0 x0 h2a y19e ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.4 Procedimentos de Log de Auditoria </div><div class="t m0 x0 h2a y19f ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.4.1 Tipos de eventos registrados </div><div class="t m0 x0 h2a y1a0 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.4.2 Frequência de auditoria de registros </div><div class="t m0 x0 h2a y1a1 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.4.3 Período de retenção para registros de auditoria </div><div class="t m0 x0 h2a y1a2 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.4.4 Proteção de registros de auditoria </div><div class="t m0 x0 h2a y1a3 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.4.5 Procedimentos para cópia de segurança (Backup) de registros de auditoria </div><div class="t m0 x0 h2a y1a4 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.4.6 Sistema de coleta de dados de auditoria (interno ou externo) </div><div class="t m0 x0 h2a y1a5 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.4.7 Notificação de agentes causadores de eventos </div><div class="t m0 x0 h2a y1a6 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.4.8 Avaliações de vulnerabilidade </div><div class="t m0 x0 h2a y1a7 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.5 Arquivamento de Registros </div><div class="t m0 x0 h2a y1a8 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.5.1 Tipos de registros arquivados </div><div class="t m0 x0 h2a y1a9 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.5.2 Período de retenção para arquivo </div><div class="t m0 x0 h2a y1aa ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.5.3 Proteção de arquivo </div><div class="t m0 x0 h2a y1ab ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.5.4 Procedimentos de cópia de arquivo </div><div class="t m0 x0 h2a y1ac ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.5.5 Requisitos para datação de registros </div><div class="t m0 x0 h2a y1ad ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.5.6 Sistema de coleta de dados de arquivo (interno e externo) </div><div class="t m0 x0 h2a y1ae ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.5.7 Procedimentos para obter e verificar informação de arquivo </div><div class="t m0 x0 h2a y1af ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.6 Troca de chave </div><div class="t m0 x0 h2a y1b0 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.7 Comprometimento e Recuperação de Desastre </div><div class="t m0 x0 h2a y1b1 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.7.1 Procedimentos gerenciamento de incidente e comprometimento </div><div class="t m0 x0 h2a y1b2 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.7.2 Recursos computacionais, software, e/ou dados corrompidos </div><div class="t m0 x0 h2a y1b3 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.7.3 Procedimentos no caso de comprometimento de chave privada de entidade </div><div class="t m0 x0 h2a y1b4 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.7.4 Capacidade de continuidade de negócio após desastre </div><div class="t m0 x0 h2a y1b5 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">•</span> <span class="_ _30"> </span>5.8 Extinção da AC </div></div></div><div class="pi" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">17</span> </div><div class="t m0 x0 h26 y31 ff5 fs1 fc0 sc0 ls0 ws0">6<span class="ffe"> <span class="_ _2c"> </span></span>CONTROLES TÉCNICOS DE SEGU<span class="_ _5"></span>RANÇA </div><div class="t m0 x0 h7 y1ba ff4 fs0 fc0 sc0 ls0 ws0">Nos <span class="_ _5"></span>itens <span class="_ _2"></span>seguintes, a <span class="_ _2"></span>PC deve <span class="_ _2"></span>definir <span class="_ _5"></span>as <span class="_ _5"></span>medidas <span class="_ _2"></span>de segurança <span class="_ _2"></span>necessárias <span class="_ _5"></span>para <span class="_ _5"></span>proteger <span class="_ _2"></span>as chaves </div><div class="t m0 x0 h7 y1bb ff4 fs0 fc0 sc0 ls0 ws0">criptográficas <span class="_ _6"></span>dos <span class="_ _7"></span>titulares <span class="_ _7"></span>de <span class="_ _7"></span>certificados <span class="_ _6"></span>emitidos <span class="_ _7"></span>segundo <span class="_ _7"></span>a <span class="_ _7"></span>PC. <span class="_ _6"></span>De<span class="_ _5"></span>vem <span class="_ _6"></span>também <span class="_ _7"></span>ser <span class="_ _7"></span>definidos </div><div class="t m0 x0 h7 y1bc ff4 fs0 fc0 sc0 ls0 ws0">outros <span class="_ _3"></span>controles <span class="_ _2"></span>técnicos <span class="_ _3"></span>de <span class="_ _3"></span>segurança <span class="_ _2"></span>utilizados <span class="_ _3"></span>pela <span class="_ _2"></span>AC <span class="_ _3"></span>e <span class="_ _3"></span>pelas <span class="_ _2"></span>ARs <span class="_ _3"></span>vinculadas <span class="_ _2"></span>na <span class="_ _3"></span>execução <span class="_ _3"></span>de </div><div class="t m0 x0 h7 y1bd ff4 fs0 fc0 sc0 ls0 ws0">suas funções operacionais. </div><div class="t m0 x0 h27 y1be ff5 fs0 fc0 sc0 ls0 ws0">6.1<span class="ffe"> <span class="_ _16"> </span></span>Ger<span class="_ _5"></span>ação e Instalação do Par de Chaves </div><div class="t m0 x0 h27 y1bf ff5 fs0 fc0 sc0 ls0 ws0">6.1.1<span class="ffe"> <span class="_ _1"> </span></span>Geração do par de chaves </div><div class="t m0 x0 h28 y7e ff4 fs0 fc0 sc0 ls0 ws0">6.1.1.1<span class="fff"> <span class="_ _2c"> </span></span>Quando <span class="_ _5"></span>o <span class="_ _2"></span>titular <span class="_ _2"></span>de <span class="_ _2"></span>certificado <span class="_ _5"></span>for <span class="_ _2"></span>uma <span class="_ _2"></span>pessoa <span class="_ _5"></span>física, <span class="_ _2"></span>esta <span class="_ _2"></span>será <span class="_ _2"></span>a <span class="_ _2"></span>responsável <span class="_ _2"></span>pela <span class="_ _5"></span>geração </div><div class="t m0 x3b h7 y1c0 ff4 fs0 fc0 sc0 ls0 ws0">dos par<span class="_ _5"></span>es <span class="_ _5"></span>de chaves <span class="_ _5"></span>criptográficas. <span class="_ _5"></span>Quando <span class="_ _5"></span>o <span class="_ _5"></span>titular <span class="_ _5"></span>de <span class="_ _5"></span>certificado for <span class="_ _5"></span>uma <span class="_ _5"></span>pessoa <span class="_ _5"></span>jurídica, </div><div class="t m0 x3b h7 y1c1 ff4 fs0 fc0 sc0 ls0 ws0">esta <span class="_ _6"></span>indicará <span class="_ _6"></span>por <span class="_ _6"></span>seu(s) <span class="_ _6"></span>representante(s) <span class="_ _6"></span>legal(is), <span class="_ _6"></span>a <span class="_ _6"></span>pessoa <span class="_ _6"></span>responsável <span class="_ _6"></span>pela <span class="_ _6"></span>geração <span class="_ _3"></span>dos </div><div class="t m0 x3b h7 y1c2 ff4 fs0 fc0 sc0 ls0 ws0">pares de chaves criptográficas e pelo uso do certificado. </div><div class="t m0 x0 h28 y1c3 ff4 fs0 fc0 sc0 ls0 ws0">6.1.1.1.1<span class="fff"> <span class="_ _22"> </span></span>Para certificados do tipo A CF-e-<span class="_ _5"></span>SAT, o titular do certificado será o contribuinte, que </div><div class="t m0 x0 h7 y1c4 ff4 fs0 fc0 sc0 ls0 ws0">fará <span class="_ _3"></span>a <span class="_ _3"></span>solicitação <span class="_ _3"></span>do <span class="_ _3"></span>certificado <span class="_ _3"></span>A <span class="_ _3"></span>CF<span class="_ _5"></span>-e-SAT <span class="_ _3"></span>com <span class="_ _3"></span>uso <span class="_ _3"></span>de <span class="_ _3"></span>certificado <span class="_ _3"></span>digital <span class="_ _3"></span>ICP<span class="_ _5"></span>-Brasil <span class="_ _3"></span>de <span class="_ _3"></span>pessoa </div><div class="t m0 x0 h7 y1c5 ff4 fs0 fc0 sc0 ls0 ws0">jurídica <span class="_ _6"></span>válido <span class="_ _3"></span>e <span class="_ _6"></span>correspondente <span class="_ _6"></span>ao <span class="_ _3"></span>mes<span class="_ _5"></span>mo <span class="_ _3"></span>CNPJ <span class="_ _6"></span>para <span class="_ _6"></span>o <span class="_ _6"></span>qual <span class="_ _3"></span>e<span class="_ _5"></span>stá <span class="_ _6"></span>autorizado <span class="_ _6"></span>pela <span class="_ _3"></span>unidade <span class="_ _6"></span>fiscal </div><div class="t m0 x0 h7 y1c6 ff4 fs0 fc0 sc0 ls0 ws0">federada, associado ao número de série do equipamento SAT. </div><div class="t m0 x0 h28 y1c7 ff4 fs0 fc0 sc0 ls0 ws0">6.1.1.1.2<span class="fff"> <span class="_ _22"> </span></span>Para <span class="_ _5"></span>certificados <span class="_ _5"></span>do <span class="_ _5"></span>tipo OM<span class="_ _5"></span>-BR, o <span class="_ _5"></span>titular <span class="_ _5"></span>do <span class="_ _5"></span>certificado <span class="_ _5"></span>será <span class="_ _5"></span>o <span class="_ _5"></span>fabricante, que <span class="_ _5"></span>fará <span class="_ _5"></span>a </div><div class="t m0 x0 h7 y1c8 ff4 fs0 fc0 sc0 ls0 ws0">solicitação <span class="_ _4"></span>do <span class="_ _4"></span>certificado <span class="_ _0"></span>OM-BR <span class="_ _4"></span>com uso <span class="_ _8"></span>de certificado <span class="_ _8"></span>digital <span class="_ _0"></span>ICP-Brasil <span class="_ _0"></span>de <span class="_ _4"></span>pessoa <span class="_ _0"></span>jurídica <span class="_ _4"></span>válido, </div><div class="t m0 x0 h7 y1c9 ff4 fs0 fc0 sc0 ls0 ws0">do fabricante autorizado pelo Inmetro. </div><div class="t m0 x0 h28 y1ca ff4 fs0 fc0 sc0 ls0 ws0">6.1.1.2<span class="fff"> <span class="_ _2c"> </span></span>Neste item, a <span class="_ _0"></span>PC deve descrever todos os requisitos e procedimentos refe<span class="_ _0"></span>rentes ao processo </div><div class="t m0 x3b h7 y1cb ff4 fs0 fc0 sc0 ls0 ws0">de geração de chaves aplicável ao certificado que define. </div><div class="t m0 x0 h28 y1cc ff4 fs0 fc0 sc0 ls0 ws0">6.1.1.3<span class="fff"> <span class="_ _2c"> </span></span>Neste <span class="_ _2"></span>item, <span class="_ _2"></span>a <span class="_ _2"></span>PC <span class="_ _2"></span>deve <span class="_ _2"></span>indicar <span class="_ _2"></span>o <span class="_ _2"></span>algoritmo <span class="_ _3"></span>a <span class="_ _2"></span>ser <span class="_ _2"></span>utilizado <span class="_ _2"></span>para <span class="_ _2"></span>as <span class="_ _2"></span>chaves <span class="_ _2"></span>criptográficas <span class="_ _2"></span>de </div><div class="t m0 x3b h7 y1cd ff4 fs0 fc0 sc0 ls0 ws0">titulares <span class="_ _3"></span>de <span class="_ _3"></span>certificados <span class="_ _3"></span>definido <span class="_ _3"></span>em <span class="_ _3"></span>regulamento <span class="_ _3"></span>editado <span class="_ _6"></span>por <span class="_ _3"></span>instrução <span class="_ _3"></span>normativa <span class="_ _3"></span>da <span class="_ _3"></span>AC </div><div class="t m0 x3b h7 y1ce ff4 fs0 fc0 sc0 ls0 ws0">Raiz que defina os padrões e algoritmos criptográficos da ICP-Brasil. </div><div class="t m0 x0 h28 y1cf ff4 fs0 fc0 sc0 ls0 ws0">6.1.1.4<span class="fff"> <span class="_ _2c"> </span></span>Ao ser gerada, a chave privada da entidade titular deverá ser gravada cifrada, por algoritmo </div><div class="t m0 x3b h7 y1d0 ff4 fs0 fc0 sc0 ls0 ws0">simétrico aprovado <span class="_ _4"></span>em regulamento editado <span class="_ _4"></span>por instrução normat<span class="_ _0"></span>iva da <span class="_ _0"></span>AC <span class="_ _0"></span>Raiz que <span class="_ _4"></span>defina </div><div class="t m0 x3b h7 y1d1 ff4 fs0 fc0 sc0 ls0 ws0">os <span class="_ _5"></span>padrões <span class="_ _2"></span>e <span class="_ _5"></span>algoritmos <span class="_ _2"></span>criptográficos <span class="_ _5"></span>da <span class="_ _2"></span>ICP-Brasil, <span class="_ _2"></span>no <span class="_ _5"></span>meio <span class="_ _5"></span>de <span class="_ _2"></span>armazenamento <span class="_ _2"></span>definido </div><div class="t m0 x3b h7 y151 ff4 fs0 fc0 sc0 ls0 ws0">para cada tipo de certificado previsto pela ICP-Brasil, conforme a Tabela 4 a seguir. </div><div class="t m0 x0 h28 y1d2 ff4 fs0 fc0 sc0 ls0 ws0">6.1.1.5<span class="fff"> <span class="_ _2c"> </span></span>A <span class="_ _6"></span>chave <span class="_ _17"> </span>privada <span class="_ _7"></span>deverá <span class="_ _7"></span>trafegar <span class="_ _7"></span>cifrada, <span class="_ _7"></span>empregando <span class="_ _17"></span>os <span class="_ _6"></span>mesmos <span class="_ _17"></span>algoritmos <span class="_ _7"></span>citados <span class="_ _7"></span>no </div><div class="t m0 x3b h7 y1d3 ff4 fs0 fc0 sc0 ls0 ws0">parágrafo <span class="_ _4"></span>anterior, <span class="_ _4"></span>entre <span class="_ _4"></span>o <span class="_ _4"></span>dispo<span class="_ _5"></span>sitivo <span class="_ _4"></span>gerador <span class="_ _4"></span>e <span class="_ _4"></span>a <span class="_ _4"></span>mí<span class="_ _5"></span>dia <span class="_ _4"></span>utilizada <span class="_ _4"></span>para <span class="_ _4"></span>o <span class="_ _0"></span>seu <span class="_ _4"></span>armazenamento.<span class="_ _5"></span> </div><div class="t m0 x0 h28 y1d4 ff4 fs0 fc0 sc0 ls0 ws0">6.1.1.6<span class="fff"> <span class="_ _2c"> </span></span>A <span class="_ _1c"> </span>mídia  de  armazenamento  da  cha<span class="_ _0"></span>ve  privada <span class="_ _1c"> </span>deverá  assegurar,  por  meios <span class="_ _1c"> </span>técnicos  e </div><div class="t m0 x3b h7 y1d5 ff4 fs0 fc0 sc0 ls0 ws0">procedimentais adequados, no mínimo, que: </div><div class="t m0 x32 h28 y1d6 ff4 fs0 fc0 sc0 ls5 ws0">a)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">a chave privada é única e seu sigilo é suficientemente assegurado; </span></span></div><div class="t m0 x32 h28 y1d7 ff4 fs0 fc0 sc0 ls0 ws0">b)<span class="fff"> <span class="_ _28"> </span></span>a <span class="_ _5"></span>chave <span class="_ _5"></span>pri<span class="_ _5"></span>vada <span class="_ _5"></span>não <span class="_ _5"></span>pode, <span class="_ _5"></span>com <span class="_ _2"></span>uma segurança <span class="_ _5"></span>razoável, <span class="_ _2"></span>ser deduzida <span class="_ _5"></span>e <span class="_ _2"></span>de<span class="_ _0"></span>ve <span class="_ _5"></span>estar <span class="_ _2"></span>protegida </div><div class="t m0 x36 h7 y1d8 ff4 fs0 fc0 sc0 ls5 ws0">co<span class="ls0">ntra falsificações realizadas através das tecnologias atualmente disponíveis; e </span></div><div class="t m0 x32 h28 y1d9 ff4 fs0 fc0 sc0 ls5 ws0">c)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">a <span class="_ _2"></span>chave <span class="_ _2"></span>privada <span class="_ _2"></span>pode <span class="_ _2"></span>ser <span class="_ _2"></span>eficazmente <span class="_ _2"></span>protegida <span class="_ _2"></span>pelo <span class="_ _2"></span>legítimo <span class="_ _2"></span>titular <span class="_ _2"></span>contra <span class="_ _2"></span>a <span class="_ _2"></span>utilização <span class="_ _2"></span>por </span></span></div><div class="t m0 x36 h7 y1da ff4 fs0 fc0 sc0 ls0 ws0">terceiros. </div><div class="t m0 x0 h28 y1db ff4 fs0 fc0 sc0 ls0 ws0">6.1.1.7<span class="fff"> <span class="_ _2c"> </span></span>Essa <span class="_ _0"></span>mídia d<span class="_ _0"></span>e armazenamento <span class="_ _4"></span>não deve <span class="_ _0"></span>modificar os <span class="_ _4"></span>dados a <span class="_ _0"></span>serem assi<span class="_ _0"></span>nados, nem <span class="_ _4"></span>impedir </div><div class="t m0 x3b h7 y1dc ff4 fs0 fc0 sc0 ls0 ws0">que esses dados sejam apresentados ao signatário antes do processo de assinatura. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf14" class="pf w0 h0" data-page-no="14"><div class="pc pc14 w0 h0"><img class="bi x15 y1dd wc h2f" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">18</span> </div><div class="t m0 x0 h28 yd6 ff4 fs0 fc0 sc0 ls0 ws0">6.1.1.8<span class="fff"> <span class="_ _2c"> </span></span>O <span class="_ _0"></span>armazenamento de <span class="_ _4"></span>chaves privadas por <span class="_ _4"></span>terceiros em hardw<span class="_ _0"></span>are criptográfico <span class="_ _4"></span>só poderá ser </div><div class="t m0 x3b h7 yd7 ff4 fs0 fc0 sc0 ls0 ws0">realizada <span class="_ _3"></span>por <span class="_ _3"></span>entidade <span class="_ _3"></span>credenciada <span class="_ _2"></span>como <span class="_ _3"></span>PSC, <span class="_ _3"></span>nos <span class="_ _3"></span>termos <span class="_ _3"></span>dos <span class="_ _3"></span>REQUISITOS <span class="_ _3"></span>MÍNIMOS </div><div class="t m0 x3b h7 yd8 ff4 fs0 fc0 sc0 ls0 ws0">PARA <span class="_ _3"></span>AS <span class="_ _6"></span>DECLARAÇÕES <span class="_ _3"></span>DE <span class="_ _3"></span>PRÁTICAS <span class="_ _6"></span>DOS <span class="_ _3"></span>PRESTADORES <span class="_ _3"></span>DE <span class="_ _6"></span>SERVIÇO <span class="_ _3"></span>DE </div><div class="t m0 x3b h7 yd9 ff4 fs0 fc0 sc0 ls0 ws0">CONFIANÇA <span class="_ _4"></span>DA <span class="_ _4"></span>ICP-BRASIL[1], <span class="_ _4"></span>ou <span class="_ _4"></span>no <span class="_ _0"></span>caso <span class="_ _4"></span>de <span class="_ _4"></span>soluções <span class="_ _4"></span>corporativas <span class="_ _4"></span>de <span class="_ _4"></span>armazenamento </div><div class="t m0 x3b h7 y1de ff4 fs0 fc0 sc0 ls0 ws0">de <span class="_ _6"></span>chaves <span class="_ _7"></span>privadas <span class="_ _6"></span>de <span class="_ _7"></span>funcionários, <span class="_ _6"></span>em <span class="_ _7"></span>HSM <span class="_ _6"></span>de <span class="_ _7"></span>propriedade <span class="_ _6"></span>da <span class="_ _7"></span>instituição, <span class="_ _6"></span>mediante <span class="_ _7"></span>o </div><div class="t m0 x3b h7 y1df ff4 fs0 fc0 sc0 ls0 ws0">conhecimento <span class="_ _6"></span>e <span class="_ _6"></span>concordância <span class="_ _6"></span>expressa <span class="_ _6"></span>do <span class="_ _6"></span>titular <span class="_ _6"></span>do <span class="_ _6"></span>certificado <span class="_ _6"></span>com <span class="_ _6"></span>a <span class="_ _7"></span>DPC <span class="_ _6"></span>da <span class="_ _6"></span>AC, <span class="_ _6"></span>que </div><div class="t m0 x3b h7 y1e0 ff4 fs0 fc0 sc0 ls0 ws0">atendam <span class="_ _3"></span>as <span class="_ _6"></span>aplicações <span class="_ _3"></span>demandadas <span class="_ _6"></span>das <span class="_ _3"></span>organizações, <span class="_ _6"></span>com <span class="_ _3"></span>acesso <span class="_ _6"></span>exclusivo <span class="_ _3"></span>por <span class="_ _6"></span>meio <span class="_ _3"></span>da </div><div class="t m0 x3b h7 y1e1 ff4 fs0 fc0 sc0 ls0 ws0">rede interna. </div><div class="t m0 x0 h7 y1e2 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3d h2 y1e3 ff1 fs0 fc0 sc0 ls0 ws0">T<span class="_ _8"></span>ABELA 4 – MÍDIAS ARMAZENADORAS DE CHA<span class="_ _4"></span>VES CRIPT<span class="_ _4"></span>OGRÁFICAS<span class="ff2"> </span></div></div><div class="c x15 y1e4 w12 h30"><div class="t m0 x1c h2a ya4 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff8"> <span class="_ _33"> </span><span class="ff9">Tipo de </span></span></div><div class="t m0 x23 h2a y1e5 ff9 fs0 fc0 sc0 ls0 ws0">Certificado<span class="ff5"> </span></div></div><div class="c xc y1e4 w13 h30"><div class="t m0 x2f h2a ya4 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">Mídia <span class="_ _4"></span>Armazenadora de Chave Criptográfica<span class="ff5"> </span></span></div><div class="t m0 x3e h2a y1e5 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9"> (Requisitos Mínimos)</span> </div></div><div class="c x15 y1e6 w12 h31"><div class="t m0 x3f h2a y1e7 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">A1 e S1<span class="ff5"> </span></span></div></div><div class="c xc y1e6 w13 h31"><div class="t m0 x1 h7 y66 ff4 fs0 fc0 sc0 ls0 ws0">Repositório <span class="_ _0"></span>protegido <span class="_ _0"></span>por <span class="_ _0"></span>senha <span class="_ _0"></span>e/ou <span class="_ _0"></span>identificação <span class="_ _0"></span>biométrica, <span class="_ _0"></span>cifrado <span class="_ _0"></span>por </div><div class="t m0 x1 h7 y67 ff4 fs0 fc0 sc0 ls0 ws0">software na forma definida acima<span class="ffb"> </span></div></div><div class="c x15 y12 w12 h30"><div class="t m0 x3f h2a y1e8 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">A2 e S2<span class="ff5"> </span></span></div></div><div class="c xc y12 w13 h30"><div class="t m0 x1 h1e ya4 ffc fs0 fc0 sc0 ls0 ws0">Cartão <span class="_ _2"></span>Inteligente <span class="_ _5"></span>ou <span class="_ _2"></span><span class="ff11">T<span class="_ _f"></span>oke<span class="ffc">n, <span class="_ _2"></span>ambos <span class="_ _5"></span>sem <span class="_ _2"></span>capacidade <span class="_ _5"></span>de <span class="_ _2"></span>geração <span class="_ _2"></span>de <span class="_ _5"></span>chave </span></span></div><div class="t m0 x1 h1e y1e5 ffc fs0 fc0 sc0 ls0 ws0">e protegidos por senha e/ou identificação biométrica<span class="ffb"> </span></div></div><div class="c x15 y1e9 w12 h30"><div class="t m0 x3f h2a y1e8 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">A3 e S3<span class="ff5"> </span></span></div></div><div class="c xc y1e9 w13 h30"><div class="t m0 x1 h1e ya4 ffc fs0 fc0 sc0 ls0 ws0">Hardware<span class="ff11"> <span class="_ _20"> </span></span>criptográfico, <span class="_ _2c"> </span>homolog<span class="_ _0"></span>ado <span class="_ _20"> </span>junt<span class="_ _5"></span>o <span class="_ _20"> </span>à <span class="_ _20"> </span>ICP<span class="_ _5"></span>-Brasil <span class="_ _20"> </span>ou <span class="_ _2c"> </span>com </div><div class="t m0 x1 h1e y1ea ffc fs0 fc0 sc0 ls0 ws0">certificação INMETRO.<span class="ffb"> </span></div></div><div class="c x15 y1eb w12 h32"><div class="t m0 x3f h2a y1e8 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">A4 e S4<span class="ff5"> </span></span></div></div><div class="c xc y1eb w13 h32"><div class="t m0 x1 h1e ya4 ffc fs0 fc0 sc0 ls0 ws0">Hardware<span class="ff11"> <span class="_ _20"> </span></span>criptográfico, <span class="_ _2c"> </span>homolog<span class="_ _0"></span>ado <span class="_ _20"> </span>junt<span class="_ _5"></span>o <span class="_ _20"> </span>à <span class="_ _20"> </span>ICP<span class="_ _5"></span>-Brasil <span class="_ _20"> </span>ou <span class="_ _2c"> </span>com </div><div class="t m0 x1 h1e y1e5 ffc fs0 fc0 sc0 ls0 ws0">certificação INMETRO.<span class="ffb"> </span></div></div><div class="c x15 y1ec w12 h30"><div class="t m0 x1c h2a y1e8 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">T3 e <span class="_ _0"></span>T4<span class="ff5"> </span></span></div></div><div class="c xc y1ec w13 h30"><div class="t m0 x1 h1e ya4 ffc fs0 fc0 sc0 ls0 ws0">Hardware<span class="ff11"> <span class="_ _20"> </span></span>criptográfico, <span class="_ _2c"> </span>homolog<span class="_ _0"></span>ado <span class="_ _20"> </span>junt<span class="_ _5"></span>o <span class="_ _20"> </span>à <span class="_ _20"> </span>ICP<span class="_ _5"></span>-Brasil <span class="_ _20"> </span>ou <span class="_ _2c"> </span>com </div><div class="t m0 x1 h1e y1e5 ffc fs0 fc0 sc0 ls0 ws0">certificação INMETRO.<span class="ffb"> </span></div></div><div class="c x15 y1ed w12 h30"><div class="t m0 x2e h2a y1e8 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">A<span class="_ _4"></span> CF-e-SA<span class="_ _8"></span>T<span class="ff5"> </span></span></div></div><div class="c xc y1ed w13 h30"><div class="t m0 x1 h1a y1e8 ffd fs0 fc0 sc0 ls0 ws0">Hardware criptográfico.<span class="ffb"> </span></div></div><div class="c x15 y1ee w12 h30"><div class="t m0 x40 h2a y1e8 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff9 ls2">OM<span class="ls0">-<span class="ls1">BR</span><span class="ff5"> </span></span></span></div></div><div class="c xc y1ee w13 h30"><div class="t m0 x1 h1a ya4 ffd fs0 fc0 sc0 ls0 ws0">Hardware <span class="_ _20"> </span>criptográfico, <span class="_ _20"> </span>homol<span class="_ _5"></span>ogado <span class="_ _20"> </span>junto <span class="_ _2c"> </span>à <span class="_ _20"> </span>ICP-Brasil <span class="_ _20"> </span>ou <span class="_ _20"> </span>com </div><div class="t m0 x1 h1a y1e5 ffd fs0 fc0 sc0 ls0 ws0">certificação INMETRO.<span class="ffb"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y1ef ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2a y1f0 ff5 fs0 fc0 sc0 ls0 ws0">Nota<span class="ff4">: <span class="_ _2"></span>para <span class="_ _2"></span>certificados <span class="_ _5"></span>do <span class="_ _2"></span>tipo <span class="_ _2"></span>A <span class="_ _5"></span>CF-<span class="_ _5"></span>e-SAT, <span class="_ _2"></span>T3 <span class="_ _5"></span>e <span class="_ _2"></span>T4, <span class="_ _2"></span>a <span class="_ _2"></span>exigência <span class="_ _5"></span>de <span class="_ _2"></span>homologação <span class="_ _2"></span>ou <span class="_ _5"></span>certificação </span></div><div class="t m0 x0 h7 y1f1 ff4 fs0 fc0 sc0 ls0 ws0">das <span class="_ _15"> </span>mídias  para <span class="_ _15"> </span>geração <span class="_ _15"> </span>e <span class="_ _15"> </span>armazenamento <span class="_ _15"> </span>de  chaves <span class="_ _15"> </span>criptográficas <span class="_ _15"> </span>fica <span class="_ _15"> </span>suspensa  até <span class="_ _15"> </span>ulterior </div><div class="t m0 x0 h7 y1f2 ff4 fs0 fc0 sc0 ls0 ws0">deliberação do Comitê Gestor da ICP-Brasil. </div><div class="t m0 x0 h27 y1f3 ff5 fs0 fc0 sc0 ls0 ws0">6.1.2<span class="ffe"> <span class="_ _1"> </span></span>Entrega da chave privada à entidade </div><div class="t m0 x0 h7 y1f4 ff4 fs0 fc0 sc0 ls0 ws0">Item não aplicável. </div><div class="t m0 x0 h27 y1f5 ff5 fs0 fc0 sc0 ls0 ws0">6.1.3<span class="ffe"> <span class="_ _1"> </span></span>Entrega da chave pública para emissor de certificado </div><div class="t m0 x0 h7 y1f6 ff4 fs0 fc0 sc0 ls0 ws0">A <span class="_ _17"> </span>PC <span class="_ _1c"> </span>deve <span class="_ _1c"> </span>detalhar <span class="_ _1c"> </span>os <span class="_ _17"> </span>procedimentos <span class="_ _1c"> </span>utilizados <span class="_ _17"> </span>para <span class="_ _1c"> </span>a <span class="_ _17"> </span>entr<span class="_ _5"></span>ega <span class="_ _17"> </span>da <span class="_ _1c"> </span>chave <span class="_ _1c"> </span>pública <span class="_ _1c"> </span>de <span class="_ _17"> </span>titular <span class="_ _1c"> </span>de </div><div class="t m0 x0 h7 y1f7 ff4 fs0 fc0 sc0 ls0 ws0">certificado à AC <span class="_ _5"></span>responsável. <span class="_ _5"></span>Nos casos em <span class="_ _5"></span>que houver <span class="_ _5"></span>solicitação de <span class="_ _5"></span>certificado pelo seu <span class="_ _5"></span>titular ou<span class="_ _5"></span> </div><div class="t m0 x0 h7 y1f8 ff4 fs0 fc0 sc0 ls0 ws0">por <span class="_ _1c"> </span>AR <span class="_ _1c"> </span>vinculada, <span class="_ _1c"> </span>deverá  se<span class="_ _0"></span>r <span class="_ _1c"> </span>adotado <span class="_ _1c"> </span>formato <span class="_ _1c"> </span>definido  e<span class="_ _0"></span>m <span class="_ _1c"> </span>regulamento <span class="_ _1c"> </span>editado <span class="_ _1c"> </span>por  instrução </div><div class="t m0 x0 h7 y1f9 ff4 fs0 fc0 sc0 ls0 ws0">normativa da AC Raiz que defina os padrões e algoritmos criptográficos da ICP-Brasil. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf15" class="pf w0 h0" data-page-no="15"><div class="pc pc15 w0 h0"><img class="bi x6 y46 w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">19</span> </div><div class="t m0 x0 h27 yd6 ff5 fs0 fc0 sc0 ls0 ws0">6.1.4<span class="ffe"> <span class="_ _1"> </span></span>Entrega de chave pública da AC às terceiras partes </div><div class="t m0 x0 h7 y17f ff4 fs0 fc0 sc0 ls0 ws0">Neste item, <span class="_ _5"></span>a <span class="_ _5"></span>PC <span class="_ _5"></span>deve <span class="_ _5"></span>definir as <span class="_ _5"></span>formas <span class="_ _5"></span>para <span class="_ _5"></span>a disponibilização <span class="_ _5"></span>do <span class="_ _5"></span>certificado <span class="_ _5"></span>da AC <span class="_ _5"></span>responsável, <span class="_ _5"></span>e </div><div class="t m0 x0 h7 y11c ff4 fs0 fc0 sc0 ls0 ws0">de <span class="_ _2"></span>todos <span class="_ _2"></span>os <span class="_ _5"></span>certificados <span class="_ _2"></span>de <span class="_ _2"></span>sua <span class="_ _2"></span>cadeia <span class="_ _2"></span>de <span class="_ _2"></span>certific<span class="_ _0"></span>ação, <span class="_ _2"></span>para <span class="_ _2"></span>os <span class="_ _5"></span>usuários <span class="_ _2"></span>da <span class="_ _2"></span>ICP<span class="_ _5"></span>-Brasil, <span class="_ _2"></span>formas <span class="_ _2"></span>essas </div><div class="t m0 x0 h7 y11d ff4 fs0 fc0 sc0 ls0 ws0">que poderão compreender, entre outras: </div><div class="t m0 x32 h28 yda ff4 fs0 fc0 sc0 ls5 ws0">a)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">no <span class="_ _5"></span>momento <span class="_ _5"></span>da <span class="_ _2"></span>disponib<span class="_ _0"></span>ilização <span class="_ _5"></span>de <span class="_ _5"></span>um <span class="_ _2"></span>certificad<span class="_ _0"></span>o <span class="_ _5"></span>para <span class="_ _5"></span>seu <span class="_ _2"></span>titular; usando <span class="_ _5"></span>formato <span class="_ _5"></span>definido </span></span></div><div class="t m0 x36 h7 ydb ff4 fs0 fc0 sc0 ls0 ws0">em  regulamento  editad<span class="_ _0"></span>o  por  instrução <span class="_ _1c"> </span>normativa  da  AC <span class="_ _1c"> </span>Raiz  que  defina  os <span class="_ _1c"> </span>padrões  e </div><div class="t m0 x36 h7 ydc ff4 fs0 fc0 sc0 ls0 ws0">algoritmos criptográficos da ICP-Brasil; </div><div class="t m0 x32 h28 y1fa ff4 fs0 fc0 sc0 ls0 ws0">b)<span class="fff"> <span class="_ _28"> </span></span> diretório; </div><div class="t m0 x32 h28 y1fb ff4 fs0 fc0 sc0 ls5 ws0">c)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4"> página web da AC; e </span></span></div><div class="t m0 x32 h28 ydf ff4 fs0 fc0 sc0 ls0 ws0">d)<span class="fff"> <span class="_ _28"> </span></span> outros meios seguros aprovados pelo CG ICP-Brasil. </div><div class="t m0 x0 h27 y103 ff5 fs0 fc0 sc0 ls0 ws0">6.1.5<span class="ffe"> <span class="_ _1"> </span></span>Tamanhos de chave </div><div class="t m0 x0 h28 y1fc ff4 fs0 fc0 sc0 ls0 ws0">6.1.5.1<span class="fff"> <span class="_ _2c"> </span></span>Este <span class="_ _17"></span>item <span class="_ _17"></span>deve <span class="_ _17"></span>definir <span class="_ _17"></span>o <span class="_ _17"></span>tamanho <span class="_ _17"></span>das <span class="_ _17"></span>chaves <span class="_ _17"></span>criptográficas <span class="_ _17"></span>associadas <span class="_ _17"></span>aos <span class="_ _17"> </span>certificados </div><div class="t m0 x3b h7 y1fd ff4 fs0 fc0 sc0 ls0 ws0">emitidos segundo a PC. </div><div class="t m0 x0 h28 y1fe ff4 fs0 fc0 sc0 ls0 ws0">6.1.5.2<span class="fff"> <span class="_ _2c"> </span></span>Os <span class="_ _8"></span>algoritmos <span class="_ _4"></span>e <span class="_ _4"></span>os <span class="_ _4"></span>tamanhos <span class="_ _8"></span>de <span class="_ _4"></span>chaves <span class="_ _4"></span>a <span class="_ _4"></span>serem <span class="_ _4"></span>utilizados <span class="_ _4"></span>nos <span class="_ _8"></span>dif<span class="_ _5"></span>erentes <span class="_ _4"></span>tipos <span class="_ _8"></span>de <span class="_ _4"></span>certificados </div><div class="t m0 x3b h7 y1ff ff4 fs0 fc0 sc0 ls0 ws0">da ICP-Brasil <span class="_ _5"></span>estão <span class="_ _5"></span>definidos em <span class="_ _5"></span>regulamento editado <span class="_ _5"></span>por <span class="_ _5"></span>instrução normativa <span class="_ _5"></span>da <span class="_ _5"></span>AC Raiz </div><div class="t m0 x3b h7 ye5 ff4 fs0 fc0 sc0 ls0 ws0">que defina os padrões e algoritmos criptográficos da ICP-Brasil. </div><div class="t m0 x0 h27 ye6 ff5 fs0 fc0 sc0 ls0 ws0">6.1.6<span class="ffe"> <span class="_ _1"> </span></span>Geração <span class="_ _1b"> </span>de <span class="_ _1b"> </span>parâmetros <span class="_ _2d"> </span>de <span class="_ _1b"> </span>chaves <span class="_ _1b"> </span>assimétricas <span class="_ _2d"> </span>e <span class="_ _1b"> </span>verific<span class="_ _5"></span>ação <span class="_ _1b"> </span>da <span class="_ _1b"> </span>quali<span class="_ _5"></span>dade <span class="_ _1b"> </span>dos </div><div class="t m0 x0 h2a ye7 ff5 fs0 fc0 sc0 ls0 ws0">parâmetros </div><div class="t m0 x0 h7 y200 ff4 fs0 fc0 sc0 ls0 ws0">A <span class="_ _5"></span>PC <span class="_ _2"></span>deve <span class="_ _2"></span>prever <span class="_ _5"></span>que <span class="_ _2"></span>os <span class="_ _5"></span>parâmetros <span class="_ _2"></span>de <span class="_ _5"></span>geração <span class="_ _2"></span>e <span class="_ _5"></span>verificação <span class="_ _2"></span>de <span class="_ _5"></span>chaves <span class="_ _2"></span>assimétricas <span class="_ _5"></span>das <span class="_ _2"></span>entidades </div><div class="t m0 x0 h7 y201 ff4 fs0 fc0 sc0 ls0 ws0">titulares  de  certificados  adotarão  o  padrão <span class="_ _15"> </span>estabelecido  em  regulamento  editado  por  instrução </div><div class="t m0 x0 h7 y202 ff4 fs0 fc0 sc0 ls0 ws0">normativa da AC Raiz que defina os padrões e algoritmos criptográficos da ICP-Brasil. </div><div class="t m0 x0 h27 y58 ff5 fs0 fc0 sc0 ls0 ws0">6.1.7<span class="ffe"> <span class="_ _1"> </span><span class="ff9">Propósitos de uso de chave (conforme o campo “key usage” na X.509 v3)</span></span> </div><div class="t m0 x0 h7 y203 ff4 fs0 fc0 sc0 ls0 ws0">Neste <span class="_ _17"></span>item, <span class="_ _7"></span>a <span class="_ _17"> </span>PC <span class="_ _17"> </span>deve <span class="_ _17"> </span>especificar <span class="_ _17"></span>os <span class="_ _17"></span>propósitos <span class="_ _17"></span>para <span class="_ _7"></span>os <span class="_ _17"> </span>quais <span class="_ _17"> </span>poderão <span class="_ _17"></span>ser <span class="_ _17"></span>utilizadas <span class="_ _7"></span>as <span class="_ _17"> </span>chaves </div><div class="t m0 x0 h7 y204 ff4 fs0 fc0 sc0 ls0 ws0">criptográficas <span class="_ _28"> </span>dos <span class="_ _1b"> </span>titulares <span class="_ _28"> </span>de <span class="_ _1b"> </span>certificados, <span class="_ _1b"> </span>bem <span class="_ _28"> </span>como <span class="_ _1b"> </span>as <span class="_ _28"> </span>possíveis <span class="_ _1b"> </span>restrições <span class="_ _28"> </span>cabíveis, <span class="_ _28"> </span>em </div><div class="t m0 x0 h7 y130 ff4 fs0 fc0 sc0 ls0 ws0">conformidade com as aplicações definidas para os certificados correspondentes (item 1.4). </div><div class="t m0 x0 h27 y205 ff5 fs0 fc0 sc0 ls0 ws0">6.2<span class="ffe"> <span class="_ _16"> </span></span> <span class="_ _27"> </span>Proteção da Chave Privada e controle de engenharia do módulo criptográfico </div><div class="t m0 x0 h7 y206 ff4 fs0 fc0 sc0 ls0 ws0">Nos itens seguintes, a PC deve definir os requisitos para a proteção das chaves privadas dos t<span class="_ _5"></span>itulares </div><div class="t m0 x0 h7 y133 ff4 fs0 fc0 sc0 ls0 ws0">de certificados emitidos segundo a PC. </div><div class="t m0 x0 h27 y207 ff5 fs0 fc0 sc0 ls0 ws0">6.2.1<span class="ffe"> <span class="_ _1"> </span></span>Padrões e controle para módulo criptográfico </div><div class="t m0 x0 h28 y208 ff4 fs0 fc0 sc0 ls0 ws0">6.2.1.1<span class="fff"> <span class="_ _2c"> </span></span>Neste <span class="_ _8"></span>item, <span class="_ _4"></span>quando <span class="_ _8"></span>cabíveis, <span class="_ _4"></span>devem <span class="_ _4"></span>ser <span class="_ _8"></span>especificados <span class="_ _4"></span>os <span class="_ _4"></span>padrões <span class="_ _8"></span>requeridos <span class="_ _4"></span>para <span class="_ _4"></span>os <span class="_ _8"></span>módulos </div><div class="t m0 x3b h7 y136 ff4 fs0 fc0 sc0 ls0 ws0">de <span class="_ _1c"> </span>geração <span class="_ _1c"> </span>de <span class="_ _1c"> </span>chaves <span class="_ _1c"> </span>criptográficas, <span class="_ _1c"> </span>observados <span class="_ _1c"> </span>os <span class="_ _1c"> </span>padrões <span class="_ _1c"> </span>definidos <span class="_ _17"> </span>em  regulamento </div><div class="t m0 x3b h7 y209 ff4 fs0 fc0 sc0 ls0 ws0">editado <span class="_ _28"> </span>por <span class="_ _28"> </span>instrução <span class="_ _1b"> </span>normativa <span class="_ _28"> </span>da <span class="_ _28"> </span>AC <span class="_ _28"> </span>Raiz <span class="_ _1b"> </span>que <span class="_ _28"> </span>defina <span class="_ _28"> </span>os <span class="_ _28"> </span>padrões <span class="_ _1b"> </span>e <span class="_ _28"> </span>algoritmos </div><div class="t m0 x3b h7 y20a ff4 fs0 fc0 sc0 ls0 ws0">criptográficos da ICP-Brasil. </div><div class="t m0 x0 h28 y20b ff4 fs0 fc0 sc0 ls0 ws0">6.2.1.2<span class="fff"> <span class="_ _2c"> </span></span>Este <span class="_ _2"></span>item <span class="_ _2"></span>da <span class="_ _2"></span>PC <span class="_ _2"></span>deve <span class="_ _2"></span>descrever <span class="_ _2"></span>os <span class="_ _2"></span>requisitos <span class="_ _2"></span>aplicáveis <span class="_ _2"></span>ao <span class="_ _2"></span>módulo <span class="_ _2"></span>criptográfico <span class="_ _2"></span>utilizado </div><div class="t m0 x3b h7 y20c ff4 fs0 fc0 sc0 ls0 ws0">para  armazenamento  da  chave <span class="_ _15"> </span>privada  da <span class="_ _15"> </span>entidade  titular  de <span class="_ _15"> </span>certificado.  Poderão  ser </div><div class="t m0 x3b h7 y20d ff4 fs0 fc0 sc0 ls0 ws0">indicados <span class="_ _2"></span>padrões <span class="_ _2"></span>de <span class="_ _5"></span>referência, <span class="_ _2"></span>observados <span class="_ _2"></span>os <span class="_ _2"></span>padrões <span class="_ _2"></span>definidos <span class="_ _5"></span>em <span class="_ _2"></span>regulamento <span class="_ _2"></span>editado </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf16" class="pf w0 h0" data-page-no="16"><div class="pc pc16 w0 h0"><img class="bi x6 y46 w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">20</span> </div><div class="t m0 x3b h7 yd6 ff4 fs0 fc0 sc0 ls0 ws0">por <span class="_ _2"></span>instrução <span class="_ _2"></span>norm<span class="_ _5"></span>ativa <span class="_ _2"></span>da <span class="_ _2"></span>AC <span class="_ _3"></span>Raiz <span class="_ _2"></span>que <span class="_ _2"></span>defina <span class="_ _2"></span>os <span class="_ _3"></span>padrões <span class="_ _2"></span>e <span class="_ _2"></span>algoritmos <span class="_ _3"></span>criptográficos <span class="_ _2"></span>da </div><div class="t m0 x3b h7 yd7 ff4 fs0 fc0 sc0 ls0 ws0">ICP-Brasil. </div><div class="t m0 x0 h27 y180 ff5 fs0 fc0 sc0 ls0 ws0">6.2.2<span class="ffe"> <span class="_ _1"> </span><span class="ff9">Controle “n de m” para chave privada</span></span> </div><div class="t m0 x0 h7 y181 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span>Item não aplicável. </div><div class="t m0 x0 h27 y20e ff5 fs0 fc0 sc0 ls0 ws0">6.2.3<span class="ffe"> <span class="_ _1"> </span></span>Custódia (<span class="ff8">escrow</span>) de chave privada </div><div class="t m0 x0 h7 yfe ff4 fs0 fc0 sc0 ls0 ws0">Neste item a <span class="_ _0"></span>PC deve identificar quem <span class="_ _0"></span>é o agente de <span class="_ _0"></span>recuperação (<span class="ff6">escrow</span>), qual forma <span class="_ _0"></span>que a chave é </div><div class="t m0 x0 h7 y19d ff4 fs0 fc0 sc0 ls0 ws0">recuperada <span class="_ _5"></span>(por <span class="_ _2"></span>exemplo, <span class="_ _5"></span>incl<span class="_ _5"></span>ui <span class="_ _2"></span>o <span class="_ _5"></span>texto <span class="_ _2"></span>em <span class="_ _5"></span>claro, <span class="_ _2"></span>encriptado, <span class="_ _5"></span>por <span class="_ _2"></span>divisão <span class="_ _2"></span>de <span class="_ _5"></span>chaves) <span class="_ _2"></span>e <span class="_ _5"></span>quais <span class="_ _2"></span>são <span class="_ _5"></span>os </div><div class="t m0 x0 h7 y20f ff4 fs0 fc0 sc0 ls0 ws0">controles de segurança do sistema de recuperação. </div><div class="t m0 x0 h27 y19e ff5 fs0 fc0 sc0 ls0 ws0">6.2.4<span class="ffe"> <span class="_ _1"> </span></span>Cópia de segurança de chave privada </div><div class="t m0 x0 h28 y19f ff4 fs0 fc0 sc0 ls0 ws0">6.2.4.1<span class="fff"> <span class="_ _2c"> </span></span>Com exceção <span class="_ _5"></span>das <span class="_ _5"></span>chaves <span class="_ _5"></span>privadas <span class="_ _5"></span>vinculadas <span class="_ _5"></span>a <span class="_ _2"></span>certificados do <span class="_ _5"></span>tipo <span class="_ _5"></span>A <span class="_ _5"></span>CF<span class="_ _5"></span>-e-SAT, <span class="_ _5"></span>OM-BR, </div><div class="t m0 x3b h7 y210 ff4 fs0 fc0 sc0 ls0 ws0">T3 <span class="_ _6"></span>e <span class="_ _6"></span>T4, <span class="_ _6"></span>que <span class="_ _6"></span>não <span class="_ _6"></span>podem <span class="_ _6"></span>possuir <span class="_ _6"></span>cópia <span class="_ _6"></span>de <span class="_ _6"></span>segurança, <span class="_ _6"></span>qualquer <span class="_ _6"></span>titular <span class="_ _6"></span>de <span class="_ _6"></span>certificado <span class="_ _6"></span>dos </div><div class="t m0 x3b h7 y1fc ff4 fs0 fc0 sc0 ls0 ws0">demais tipos <span class="_ _4"></span>poderá, a seu <span class="_ _4"></span>critério, manter cópia <span class="_ _4"></span>de segurança <span class="_ _0"></span>de sua <span class="_ _0"></span>própria chave <span class="_ _0"></span>privada. </div><div class="t m0 x0 h28 y211 ff4 fs0 fc0 sc0 ls0 ws0">6.2.4.2<span class="fff"> <span class="_ _2c"> </span></span>A <span class="_ _4"></span>AC <span class="_ _4"></span>responsável <span class="_ _0"></span>pela <span class="_ _4"></span>PC <span class="_ _4"></span>não poderá <span class="_ _4"></span>manter <span class="_ _4"></span>cópia <span class="_ _0"></span>de <span class="_ _4"></span>segurança <span class="_ _0"></span>de <span class="_ _4"></span>chave <span class="_ _4"></span>pri<span class="_ _5"></span>vada <span class="_ _4"></span>de <span class="_ _0"></span>titular </div><div class="t m0 x3b h7 y1fe ff4 fs0 fc0 sc0 ls0 ws0">de <span class="_ _4"></span>certificado <span class="_ _8"></span>de <span class="_ _4"></span>assinatura <span class="_ _4"></span>digital <span class="_ _4"></span>por <span class="_ _8"></span>ela<span class="_ _5"></span> <span class="_ _4"></span>emitido, <span class="_ _8"></span>salvo <span class="_ _4"></span>nos <span class="_ _4"></span>casos <span class="_ _4"></span>em <span class="_ _4"></span>que <span class="_ _4"></span>esta <span class="_ _8"></span>é <span class="_ _4"></span>credenciada </div><div class="t m0 x3b h7 y1ff ff4 fs0 fc0 sc0 ls0 ws0">como <span class="_ _2"></span>PSC. <span class="_ _2"></span>Por <span class="_ _5"></span>solicitação <span class="_ _2"></span>do <span class="_ _2"></span>respectivo <span class="_ _2"></span>titular, <span class="_ _2"></span>ou <span class="_ _5"></span>de <span class="_ _2"></span>empresa <span class="_ _2"></span>ou <span class="_ _2"></span>órgão, <span class="_ _2"></span>quando <span class="_ _2"></span>o <span class="_ _5"></span>titular </div><div class="t m0 x3b h7 ye5 ff4 fs0 fc0 sc0 ls0 ws0">do <span class="_ _3"></span>certificado <span class="_ _6"></span>for <span class="_ _3"></span>seu <span class="_ _6"></span>empregado <span class="_ _3"></span>ou <span class="_ _3"></span>cliente, <span class="_ _6"></span>a <span class="_ _3"></span>AC <span class="_ _3"></span>poderá <span class="_ _6"></span>manter <span class="_ _3"></span>cópia <span class="_ _6"></span>de <span class="_ _6"></span>segurança <span class="_ _3"></span>de </div><div class="t m0 x3b h7 y212 ff4 fs0 fc0 sc0 ls0 ws0">chave privada correspondente a certificado de sigilo por ela emitido. </div><div class="t m0 x0 h28 y213 ff4 fs0 fc0 sc0 ls0 ws0">6.2.4.3<span class="fff"> <span class="_ _2c"> </span></span>Em <span class="_ _17"> </span>qualquer <span class="_ _1c"> </span>caso, <span class="_ _1c"> </span>a <span class="_ _17"> </span>cópia <span class="_ _1c"> </span>de <span class="_ _1c"> </span>segurança <span class="_ _1c"> </span>deverá <span class="_ _17"> </span>ser <span class="_ _1c"> </span>armazenada <span class="_ _1c"> </span>cifrada <span class="_ _17"> </span>por <span class="_ _1c"> </span>algoritmo </div><div class="t m0 x3b h7 y214 ff4 fs0 fc0 sc0 ls0 ws0">simétrico aprovado <span class="_ _4"></span>em regulamento editado <span class="_ _4"></span>por instrução normat<span class="_ _0"></span>iva da <span class="_ _0"></span>AC <span class="_ _0"></span>Raiz que <span class="_ _4"></span>defina </div><div class="t m0 x3b h7 y12b ff4 fs0 fc0 sc0 ls0 ws0">os <span class="_ _0"></span>padrões <span class="_ _0"></span>e <span class="_ _0"></span>algoritmos <span class="_ _0"></span>criptográficos <span class="_ _0"></span>da <span class="_ _0"></span>ICP-Brasil e<span class="_ _0"></span> <span class="_ _0"></span>protegida <span class="_ _0"></span>com <span class="_ _0"></span>um n<span class="_ _0"></span>ível de<span class="_ _0"></span> <span class="_ _0"></span>segurança </div><div class="t m0 x3b h7 y12c ff4 fs0 fc0 sc0 ls0 ws0">não inferior àquele definido para a chave original. </div><div class="t m0 x0 h28 y215 ff4 fs0 fc0 sc0 ls0 ws0">6.2.4.4<span class="fff"> <span class="_ _2c"> </span></span>Além <span class="_ _6"></span>das <span class="_ _7"></span>observações <span class="_ _7"></span>acima, <span class="_ _7"></span>a <span class="_ _7"></span>PC <span class="_ _7"></span>deve <span class="_ _7"></span>descrever <span class="_ _7"></span>todos <span class="_ _7"></span>os <span class="_ _7"></span>requisitos <span class="_ _7"></span>e <span class="_ _7"></span>procedimentos </div><div class="t m0 x3b h7 y216 ff4 fs0 fc0 sc0 ls0 ws0">aplicáveis ao processo de geração de uma cópia de segurança. </div><div class="t m0 x0 h27 y12f ff5 fs0 fc0 sc0 ls0 ws0">6.2.5<span class="ffe"> <span class="_ _1"> </span></span>Arquivamento de chave privada </div><div class="t m0 x0 h28 y217 ff4 fs0 fc0 sc0 ls0 ws0">6.2.5.1<span class="fff"> <span class="_ _2c"> </span></span>Neste <span class="_ _17"> </span>it<span class="_ _5"></span>em <span class="_ _1c"> </span>de <span class="_ _17"> </span>uma  PC <span class="_ _17"> </span>que <span class="_ _1c"> </span>defina <span class="_ _1c"> </span>certificados <span class="_ _17"> </span>de  sigilo, <span class="_ _17"> </span>devem <span class="_ _1c"> </span>ser <span class="_ _1c"> </span>descritos, <span class="_ _1c"> </span>quando </div><div class="t m0 x3b h7 y218 ff4 fs0 fc0 sc0 ls0 ws0">cabíveis, <span class="_ _3"></span>os <span class="_ _3"></span>requisitos <span class="_ _6"></span>para <span class="_ _3"></span>arquivamento <span class="_ _3"></span>de <span class="_ _3"></span>chaves <span class="_ _3"></span>privadas. <span class="_ _6"></span>Não <span class="_ _3"></span>devem <span class="_ _3"></span>ser <span class="_ _3"></span>arquivadas </div><div class="t m0 x3b h7 y219 ff4 fs0 fc0 sc0 ls0 ws0">chaves privadas de assinatura digital. </div><div class="t m0 x0 h28 y21a ff4 fs0 fc0 sc0 ls0 ws0">6.2.5.2<span class="fff"> <span class="_ _2c"> </span></span>Define-se arquivamento <span class="_ _4"></span>como o armazenamento da <span class="_ _0"></span>chave privada para <span class="_ _4"></span>seu uso futuro, após </div><div class="t m0 x3b h7 y21b ff4 fs0 fc0 sc0 ls0 ws0">o período de validade do certificado correspondente. </div><div class="t m0 x0 h27 y21c ff5 fs0 fc0 sc0 ls0 ws0">6.2.6<span class="ffe"> <span class="_ _1"> </span></span>Inserção de chave privada em módulo criptográfico </div><div class="t m0 x0 h7 y21d ff4 fs0 fc0 sc0 ls0 ws0">Neste <span class="_ _5"></span>item, <span class="_ _2"></span>quando <span class="_ _5"></span>aplicáveis, <span class="_ _2"></span>devem <span class="_ _5"></span>ser <span class="_ _2"></span>definidos <span class="_ _5"></span>os <span class="_ _2"></span>requisitos <span class="_ _5"></span>para <span class="_ _2"></span>inserção <span class="_ _5"></span>da <span class="_ _2"></span>chave <span class="_ _5"></span>privada <span class="_ _5"></span>de </div><div class="t m0 x0 h7 y21e ff4 fs0 fc0 sc0 ls0 ws0">titular em módulo criptográfico. </div><div class="t m0 x0 h27 y21f ff5 fs0 fc0 sc0 ls0 ws0">6.2.7<span class="ffe"> <span class="_ _1"> </span></span>Armazenamento de chave privada em módulo criptográfico </div><div class="t m0 x0 h7 y220 ff4 fs0 fc0 sc0 ls0 ws0">Ver item 6.1. </div><div class="t m0 x0 h27 y221 ff5 fs0 fc0 sc0 ls0 ws0">6.2.8<span class="ffe"> <span class="_ _1"> </span></span>Método de ativação de chave privada </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf17" class="pf w0 h0" data-page-no="17"><div class="pc pc17 w0 h0"><img class="bi x0 y98 w14 h1f" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">21</span> </div><div class="t m0 x0 h7 yd6 ff4 fs0 fc0 sc0 ls0 ws0">Neste <span class="_ _2"></span>item <span class="_ _5"></span>da <span class="_ _2"></span>PC <span class="_ _2"></span>devem <span class="_ _2"></span>ser <span class="_ _5"></span>descritos <span class="_ _2"></span>os <span class="_ _2"></span>requisitos <span class="_ _5"></span>e <span class="_ _2"></span>os <span class="_ _2"></span>procedimentos <span class="_ _5"></span>n<span class="_ _5"></span>ecessários <span class="_ _2"></span>para <span class="_ _2"></span>a <span class="_ _2"></span>ativação </div><div class="t m0 x0 h7 yd7 ff4 fs0 fc0 sc0 ls0 ws0">da chave privada de enti<span class="_ _0"></span>dade titular. Devem ser defin<span class="_ _0"></span>idos os agentes autorizados a ativ<span class="_ _0"></span>ar essa chave, </div><div class="t m0 x0 h7 yd8 ff4 fs0 fc0 sc0 ls0 ws0">o <span class="_ _6"></span>mét<span class="_ _5"></span>odo <span class="_ _6"></span>de <span class="_ _7"></span>confirmação <span class="_ _6"></span>da <span class="_ _7"></span>identidade <span class="_ _7"></span>desses <span class="_ _7"></span>agentes <span class="_ _6"></span>(senhas, <span class="_ _7"></span>tokens <span class="_ _7"></span>ou <span class="_ _7"></span>biometria) <span class="_ _6"></span>e <span class="_ _7"></span>as <span class="_ _7"></span>ações </div><div class="t m0 x0 h7 yd9 ff4 fs0 fc0 sc0 ls0 ws0">necessárias para a ativação. </div><div class="t m0 x0 h27 yda ff5 fs0 fc0 sc0 ls0 ws0">6.2.9<span class="ffe"> <span class="_ _1"> </span></span> <span class="_ _2e"> </span><span class="ls5">Mét</span>odo de desativação de chave privada </div><div class="t m0 x0 h7 y222 ff4 fs0 fc0 sc0 ls0 ws0">Neste item da <span class="_ _5"></span>PC devem ser <span class="_ _5"></span>descritos os requisitos e <span class="_ _5"></span>os procedimentos necessários <span class="_ _5"></span>para desativação </div><div class="t m0 x0 h7 y223 ff4 fs0 fc0 sc0 ls0 ws0">da <span class="_ _17"></span>chave <span class="_ _7"></span>privada <span class="_ _17"> </span>de <span class="_ _17"> </span>entidade <span class="_ _17"></span>titular. <span class="_ _7"></span>Devem <span class="_ _17"> </span>ser <span class="_ _17"></span>definidos <span class="_ _7"></span>os <span class="_ _17"> </span>agentes <span class="_ _17"></span>autorizados, <span class="_ _7"></span>o <span class="_ _17"> </span>método <span class="_ _17"> </span>de </div><div class="t m0 x0 h7 y224 ff4 fs0 fc0 sc0 ls0 ws0">confirmação da identidade desses agentes e as ações necessárias. </div><div class="t m0 x0 h27 y225 ff5 fs0 fc0 sc0 ls0 ws0">6.2.10<span class="ffe"> <span class="_ _17"></span></span> <span class="_ _2e"> </span>Método de destruição de chave privada </div><div class="t m0 x0 h7 ydf ff4 fs0 fc0 sc0 ls0 ws0">Neste <span class="_ _2"></span>item <span class="_ _5"></span>da <span class="_ _2"></span>PC <span class="_ _2"></span>devem <span class="_ _5"></span>ser <span class="_ _2"></span>descritos <span class="_ _2"></span>os <span class="_ _5"></span>requisitos <span class="_ _2"></span>e <span class="_ _5"></span>os <span class="_ _2"></span>procedimentos <span class="_ _2"></span>necessários <span class="_ _5"></span>para <span class="_ _2"></span>destruição </div><div class="t m0 x0 h7 ye0 ff4 fs0 fc0 sc0 ls0 ws0">da <span class="_ _4"></span>chave <span class="_ _4"></span>privada <span class="_ _4"></span>de <span class="_ _4"></span>titular <span class="_ _4"></span>e <span class="_ _4"></span>de <span class="_ _4"></span>suas <span class="_ _8"></span>cópias <span class="_ _4"></span>de <span class="_ _4"></span>segurança. <span class="_ _4"></span>Devem <span class="_ _4"></span>ser <span class="_ _4"></span>definidos <span class="_ _4"></span>os<span class="_ _5"></span> <span class="_ _4"></span>agentes <span class="_ _4"></span>autorizados, </div><div class="t m0 x0 h7 ye1 ff4 fs0 fc0 sc0 ls0 ws0">o <span class="_ _5"></span>mét<span class="_ _5"></span>odo <span class="_ _5"></span>de <span class="_ _2"></span>confirmação <span class="_ _5"></span>da <span class="_ _2"></span>identidade <span class="_ _5"></span>desses <span class="_ _2"></span>agentes <span class="_ _5"></span>e <span class="_ _2"></span>as <span class="_ _5"></span>ações <span class="_ _2"></span>necessárias, <span class="_ _5"></span>tai<span class="_ _5"></span>s <span class="_ _5"></span>como <span class="_ _2"></span>destruição </div><div class="t m0 x0 h7 ye2 ff4 fs0 fc0 sc0 ls0 ws0">física, sobrescrita ou apagamento das mídias de armazenamento. </div><div class="t m0 x0 h27 ye3 ff5 fs0 fc0 sc0 ls0 ws0">6.3<span class="ffe"> <span class="_ _16"> </span></span>Outros Aspectos do Gerenciamento do Par de Chaves </div><div class="t m0 x0 h27 y1ff ff5 fs0 fc0 sc0 ls0 ws0">6.3.1<span class="ffe"> <span class="_ _1"> </span></span>Arquivamento de chave pública </div><div class="t m0 x0 h7 y226 ff4 fs0 fc0 sc0 ls0 ws0">A PC <span class="_ _5"></span>deve <span class="_ _5"></span>prever que <span class="_ _5"></span>as chaves<span class="_ _5"></span> públicas <span class="_ _5"></span>de titulares <span class="_ _5"></span>dos <span class="_ _5"></span>certificados de <span class="_ _5"></span>assinatura digital <span class="_ _5"></span>e <span class="_ _5"></span>as LCR </div><div class="t m0 x0 h7 y227 ff4 fs0 fc0 sc0 ls0 ws0">serão <span class="_ _2d"> </span>armazenadas <span class="_ _1e"> </span>pela <span class="_ _1b"> </span>AC <span class="_ _1e"> </span>emissora, <span class="_ _2d"> </span>após <span class="_ _2d"> </span>a <span class="_ _1e"> </span>expiração <span class="_ _2d"> </span>dos <span class="_ _2d"> </span>certificados <span class="_ _1e"> </span>correspondentes, </div><div class="t m0 x0 h7 y213 ff4 fs0 fc0 sc0 ls0 ws0">permanentemente, para verificação de assinaturas geradas durante seu período de validade. </div><div class="t m0 x0 h27 y200 ff5 fs0 fc0 sc0 ls0 ws0">6.3.2<span class="ffe"> <span class="_ _1"> </span></span>Períodos de operação do certificado e períodos de uso para as chaves pública e privada </div><div class="t m0 x0 h28 ye9 ff4 fs0 fc0 sc0 ls0 ws0">6.3.2.1<span class="fff"> <span class="_ _2c"> </span></span>Caso <span class="_ _8"></span>a <span class="_ _4"></span>PC <span class="_ _8"></span>se <span class="_ _4"></span>refira <span class="_ _4"></span>a <span class="_ _8"></span>certificados <span class="_ _4"></span>de <span class="_ _8"></span>assinatura <span class="_ _4"></span>digital, <span class="_ _4"></span>ela <span class="_ _8"></span>deve <span class="_ _4"></span>prever <span class="_ _4"></span>que <span class="_ _8"></span>as <span class="_ _4"></span>chaves <span class="_ _8"></span>privadas </div><div class="t m0 x3b h7 yea ff4 fs0 fc0 sc0 ls0 ws0">dos <span class="_ _3"></span>respectivos <span class="_ _6"></span>titulares <span class="_ _3"></span>deverão <span class="_ _3"></span>ser <span class="_ _6"></span>utilizadas <span class="_ _3"></span>apenas <span class="_ _3"></span>durante <span class="_ _6"></span>o <span class="_ _3"></span>período <span class="_ _3"></span>de <span class="_ _6"></span>validade <span class="_ _3"></span>dos </div><div class="t m0 x3b h7 y228 ff4 fs0 fc0 sc0 ls0 ws0">certificados <span class="_ _7"></span>correspondentes. <span class="_ _7"></span>As <span class="_ _7"></span>correspondentes <span class="_ _7"></span>chaves <span class="_ _17"></span>públicas <span class="_ _7"></span>poderão <span class="_ _7"></span>ser <span class="_ _7"></span>utilizadas </div><div class="t m0 x3b h7 y229 ff4 fs0 fc0 sc0 ls0 ws0">durante todo <span class="_ _5"></span>o período <span class="_ _5"></span>de tempo <span class="_ _5"></span>determinado <span class="_ _5"></span>pela legislação <span class="_ _5"></span>aplicável, para <span class="_ _5"></span>verificação de </div><div class="t m0 x3b h7 y12f ff4 fs0 fc0 sc0 ls0 ws0">assinaturas geradas durante o prazo de validade dos respectivos certificados. </div><div class="t m0 x0 h28 y217 ff4 fs0 fc0 sc0 ls0 ws0">6.3.2.2<span class="fff"> <span class="_ _2c"> </span></span>Caso <span class="_ _5"></span>a <span class="_ _2"></span>PC <span class="_ _5"></span>se <span class="_ _2"></span>refira <span class="_ _5"></span>a <span class="_ _5"></span>certificados <span class="_ _2"></span>de <span class="_ _5"></span>sigilo, <span class="_ _2"></span>ela <span class="_ _5"></span>deve <span class="_ _2"></span>definir <span class="_ _5"></span>os <span class="_ _2"></span>períodos de <span class="_ _2"></span>uso <span class="_ _5"></span>das <span class="_ _2"></span>chaves </div><div class="t m0 x3b h7 y218 ff4 fs0 fc0 sc0 ls0 ws0">correspondentes. </div><div class="t m0 x0 h28 y22a ff4 fs0 fc0 sc0 ls0 ws0">6.3.2.3<span class="fff"> <span class="_ _2c"> </span></span>A <span class="_ _5"></span>Tabela <span class="_ _2"></span>6, <span class="_ _5"></span>a <span class="_ _2"></span>seguir, <span class="_ _2"></span>define <span class="_ _5"></span>os <span class="_ _2"></span>perío<span class="_ _0"></span>dos <span class="_ _2"></span>máximos <span class="_ _5"></span>de <span class="_ _2"></span>validade <span class="_ _5"></span>admitidos <span class="_ _2"></span>para <span class="_ _5"></span>cada <span class="_ _2"></span>tipo <span class="_ _5"></span>de </div><div class="t m0 x3b h7 y21a ff4 fs0 fc0 sc0 ls0 ws0">certificado previsto pela ICP-Brasil: </div><div class="t m0 x0 h7 y22b ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x41 h2a y21c ff5 fs0 fc0 sc0 ls0 ws0">Tabela 6 <span class="ff9">–</span> Períodos de Validade dos Certificados<span class="ff4"> </span></div></div><div class="c x0 y22c w15 h33"><div class="t m0 x42 h2a y22d ff12 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff10">T<span class="_ _4"></span>ipo de Certificado<span class="ff8"> </span></span></div></div><div class="c x43 y22c w16 h33"><div class="t m0 x44 h2a y22d ff8 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff10">Período Máximo de V<span class="_ _f"></span>alidade do Certificado (em anos)<span class="ff8"> </span></span></div></div><div class="c x0 y22e w15 h33"><div class="t m0 x7 h2a y22d ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">A1 e S1<span class="ff5"> </span></span></div></div><div class="c x43 y22e w16 h33"><div class="t m0 x8 h2a y22d ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc">1<span class="ff4"> </span></span></div></div><div class="c x0 y22f w15 h34"><div class="t m0 x7 h2a y230 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">A2 e S2<span class="ff5"> </span></span></div></div><div class="c x43 y22f w16 h34"><div class="t m0 x8 h2a y230 ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc">2<span class="ff4"> </span></span></div></div><div class="c x0 y231 w15 h33"><div class="t m0 x23 h2a y22d ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">A3, S3, <span class="_ _0"></span>T3<span class="ff5"> </span></span></div></div><div class="c x43 y231 w16 h33"><div class="t m0 x8 h2a y22d ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc">5<span class="ff4"> </span></span></div></div><div class="c x0 y232 w15 h35"><div class="t m0 x23 h2a y233 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9">A4, S4, <span class="_ _0"></span>T4<span class="ff5"> </span></span></div></div><div class="c x43 y234 w16 h36"><div class="t m0 x44 h2a y6b ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc">1<span class="_ _4"></span>1 (para cadeias hierárquicas completas em Curvas </span></div><div class="t m0 x45 h7 yec ffc fs0 fc0 sc0 ls0 ws0">Elípticas)<span class="ff4"> </span></div></div><div class="c x43 y232 w16 h2b"><div class="t m0 x6 h7 yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc">6 (para as demais hierarquias)<span class="ff4"> </span></span></div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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+gDIvnJTCR5Qvdd9+ymrgAAyO7tqCPXbpp3X3t09qvfvOEXm1bNlfpK3YQRYycOHd0Yld6N2fvumnvnpewWctRSvmbund1RbviapIg8bej4/UZNSRGPrJo/u2VRHvCiFTk9fdKhQyp13t8AAHtidvc80+Lu1cd/441zyxXb9BCpPoqRDcMOG7fv6dOOe9aUI4/Za79qquxev5QcEa3RPe3LZ66Kto1+X5Hzew97+X+del6OOP/aCz91y/cH3r+hrN79tv/dZ8g4728AgF3ETr2kMuXIKUdETlGmbbp7kdujtrBr1cL5t1w5/5b6WvGFU97z90eelZ70XJRd6rNQz9/KIpd5QJGnKFPvfpmR0iZfxpxiR2wYBADANtu563Y/udU6cupXnxER0VkpP3Ttt759x6UdAwN1N5BTDMzu9WmezAYHAJDdT6o3Bz9Yu7pc+96rvvCrR67dDRM05QHnlAYGOAAAu75dbnP4lKNaVvrFZc5FLjcY6t640TsqtR/efvnZM59V2Y3KuxLpqKEz15QdG11nWuSY3jAujHMDAMjuJyEfOXrmhWd8uNJX2bVcrupqndey9Lt3X3rVwts2cYdIkeKvj9/RWmsfUWna1A36LSDYb/nC3PeTvvW5c46U1q8xmPLGS/r1/TH3/ieliA3W297g9v12wMm9x9nvs0Tqfeocm1mxuzGqV775y5sc0i4kNwCA7H5y0pBq46Hj9q5u3LtxxIT9jrnoTR3VclN3is7o7qx1RaWpjNxa69jEhYY5hlUaipRyxLLu1pvm3Hvz3PvKHJNHjnv2PkfPaJ5Q9G1yWUZuLTuXdbY8tOixR5bNXb62pbVjbZnLukplaMOQofUNE4eN3XvslL1HThpZGVKJ/msXbvCsKaWeuTLLutY8sPSxeasXzVmxaFV7a1etVq1UGyr1U0aOO3SvmXuPnjSq53EGWFPr3OQYf0NUmoo6k0wAAGT3k7ThFuo5RcpTR4yvy5WO2FR259xU1jXVNUbkJWtXnfbtd6ytr6Xe+/X8NVXKdPmbvrRv84Sr59/95l9+Ym7X8u4iR0TKMe7qYa856PR/OeENo5uGzWlb/tXrfvLrh65Z0LK0rdpdK2LgJOqUU32t2Ktx1On7Pv2sA045dfpR9VEZcH1j7sjlVY/d9qsH/vSbh/+6sHNld5F7VnHpf5YNtcro6rDXHP68Dz7rDaMrQ/rfvy26T/r2W9eU7TFgl583HfqCj570ZiPeAACye5t7e8MdJHNESjnlFLGgdVl3T3MPWL+jWlZee/QLhkRdROrO5eNdy1cXnRs9cF0tteXuS2fd8I4rL5hXLo1KWvc8C8vVlz567f7jZ3z/nsvvWPzwmuiMFNGwqWPrmQqScltRm1Vb+s0HLv3O/ZeduNehH336m0+edkQ1ip6lWrpy7dKH//r5m/7nhiX3lynntLmXObfV1ebFys/f+eML77n0vKNe9i9Pf11j0XPTVEZ+rGvpgHW7IyKW1Vq9cQEAnlp2sZVMUs8iJr3TM3KKMnJX5CXda8+/5jsddbV1Qb7ui5TjOeOP/OjJf1dscc/5HHHFglte838fm9exdKNsr0Zx8oHHv/+PX/7rknvXpM7NTpwe+PgpakW+evFdZ/7yg1+6+eKybyr3xff/6ZWXfeyvy+6rVcqcNp4t0/fF+k8POcWysvWTN3//09de1GWPeACA3dGuNNqdI1K6a8Wjz/rxO1PfNJNaWa7qWLNk7YqVtTUbT3TOUS3Ty/Y5+cun/9OISuOWH7u7yB//w9fWVjp7l0Tpdw3k2KEjf3b3la3Ruck7NkbdxCGjh1abUsTi9hXL2ld3D1jXr63S9Ynrvvvs6UcfM36/tbnrczf+qKuSe4O6r7Dry8pZM086ZMyMMufZqxbevuTBu1bMKtf3dy5TfPHWn04cPu4dR5zpokkAANm9w6SIiJbuthuW3Le5n64/7lycOuHItx7z0pfse2JdKgbz4Gu62vtWLumdwpJTKnIeVTfs/rXL10/OzuvH0Y8evs+FL/n4gaOmpkgRuSvyb2fd8MZLzx/Y6GtS5+8eveGY8TNvWfjgPStnrf9/EXJEiqJMbzvszC+e+p6id7WU1BG1l/3iXy+fd2PqfeKUI9YUnZ/407dfuv/JE5tGemsCAMjuv70pwye87PDTj9xr/2JTi/dtprxTRBQ5ZjZMPGHa4UOqDdc8fse85QuPG3tA65rVy9pbalGWKcpUlilyxNi64T8+5zP7Dp3Q1+2pLseL9376IWP2vWHZfRs1fc7x6OoFOWJ+y+Laxp8WUhExpL4xInoWCkwRjVF522Evaa40rT/snCOiktOKlpWyGwBAdv9t9eb17JYFf3/lZxuiesqUo99++Eues/exzZX6rZR3jhTxT4e/8vyTzm0s6lJEV66tblszoqm5u6y11zpXtrWu7Wxb0dm6sr1lTVfbyPrmfYaOT5FzjkjRUdbmtix5cPnjHWXXJg4qYtHa5WXEmKYRldhovZXcXcRXbr34sVWLjh6/36ShYycOHTOysfnIifs/Z99jG4q6oi/Pe86u8K4EAJDdO0GRBzRt2sRe6GWKtuj+zbwbr5xz07PHHvnzV312WKVhS4+bYnxuft/TXzOkqO+J3IZUHTdkRESur1SGVOpH1zdH75Y60bOWSBmxsGPVTXPvuX3+Q5c/+tc7lj/cVcll2vSS2V1ld4p4+tTDJjaOfrxzWb/x9xQRbanrJ49e9ZNHr0o5UqQUUV8rJjaNOXD0tDcc8aIX7X/ikKgmyQ0AILt3jklNY86Z+ex11xTmnNd0ty9Zs+Lm+ffO616RNzWlpLvIVy29/YqHr3/5ASdvsebT8ZMOHts4fMuTUWopltfWPLp03tWzbvnTnFvvWPjQknJ1LeUy5b5Xa9MP0BPjQ6Pu5KlH/+CR38VmVlbJqXeVxLZq7dGuxbMWLf79b2552o0Hff70fzhuwv4upQQAkN07w4zmvS445Z3Vfisb5pwjxaqutT+774//fsP3H2tbPLBoa0X+7l2XnnXASdG76/smVMo4+8BTK7GJPd9rUd4w/94rZt344IrH71z2yGMrFnak7t4ltyOi6Btyjy3NIU99f/34iW9Z1dH62zk3dqba5m+4/tk7i3zNintf+Iv3ffj4N73liBcOrzZ6XwIAyO4dK0XvHIz130kpIkbVDT338Bd2lt3vvfqLm9qpMm5efN/yrjURvYtnD9SU646YvP/An7aXXf961de/ce+vOtZVcmVdEvfeuIio1oppTeNOmHL4Xatm37bsoS2cwr4jJv7ipZ/+9h2XfvLq7y6ptXQX5YA93vMG/Z0iIpZ2t7z/L/9954IHv/nCD9SlircmAIDs/tvIEV3dm91PZnXX2lXtrUOK+ryZuzfk6pjmUQMf8zPX/eAr9/xfudGM8sgpp1HV5mdPPfppex08ffheh47be++Rk+qK6qt+/fEtZ3dEVCK9/YgXv+rg0+atXnL3kkceWjl38dqVs1sWPLZq4ZzWxa1dbbVUlik2GjyvFfl/H77yHQvPOn7iQd6aAACy+2+gjHzdovsuuP6H5WYuO0yRipRybHazyrqyMrRu4/kba6Lrort/M6C5IyIdMXKfy1/1xQn1w/ptXpO7I1a0twzieFNEHlnXNHLM9EPGTF+X+LUo15Zd9y+dfd/S2T+664qrFt5W6/fUKaKzKO9eMkt2AwDI7h2c1yk6otbdM9kkomc56zW19t88+Nd//v1XFsfqTRRujpxiWHXI8MahnR2dmxvtrqSiiI2bfW7LkiXtq6JIMWBG+Ev2O2mv+o2uv0ztuXP2qgWbO/jWrvb7Fj/WkbtrUZZRdketzLlW1nJZHj5u32nN4ys5DS8ajhu//3HjDzjrgJNfefGHr1x067qlUXLkiGITCxQCACC7t58cETcvuX+fb5zdL4Fzd63WXuvqjO5aT55uOC86InLKEXH0+P1HVYcu6uh8QouBLF61rCu6I+eBE1e6at3R84OcU0pduXbjwge+csvPHlu7aHNXVXan/MHff/naFfdttOJhijhixL6/ePlnpjWPi8g988uHFvXHTznkDwtvLdO6008p8oQho7wvAQBk945TROSuXFvctXrDFk/rdmvPaeDE7p69J9PrDj6jGk94/b29Ro6tj2p36hq4RsnX7/jl1BETnjfzhGoqFq1d/vUbf/79B37bVZTrt5HfUBkxrNr4rhNe+ZfLz+8/daTngW9tefjVl3zsgue+94DRU6tFpbWr/aLbL/vcTT/qruT+JzKybDxu8sHelwAAsnvH2eT0kPWBu6n1QFLPYPfMugnPn/mMbXjKqc3jJw0Z83D7goElvaJcc95V/zXqD18vUtHa3dZWV8vFukPaxKSU7lp3inT6zKdNbBg1t2v5RmeQI65bdt9pPzxv0tAxdZXqyrUtS8uWvubu7fhqmc458LSJQ0d7XwIA7Gaeotsi5nWpOr5u+MeOeeMf3vDfYxqat+GBGqNy3jHn1JXFJpu/VuSllbWLi9a19bWccuRoLCsnTTi8b8ebDSxes7wW5fDU+P7jX7PJB8wp2uq6H+lcdH/bvIVp9Ubj3MOLpk8+/a3/cdp5lWzPHACA3U31qXfIOVKkSk4jcsNRex3wudPec+TYfdNmhsq3KkW866iX1qXqv1zztZbo2NxtIqJSFieMOehjz37btOYJR3739Wvruje62cOr59+1bNaxY2a+66izRzYO/+ervrI0t+Qt7K/T8+A5R6TRuem/T//AKw54drGtJwIAgOzeQFOqe+3Bp68s257QvepT3bC6puaGpjGNw8c2jZwybPw+oyePqBtSSSn1i+Oh1YZzD39hW2UT20OOKhsbYuAmlVFNxTuOOvP4yQdf+vC1j6ya98jKecvaV3WWXSlSU6V+3JBRe4+YOH3YXidNOfLEqYfVp2oZ+T9PefcdKx4ZWOf3zH3oiDH71KXiDQc/9+SpR1z9+O2zVi14cOWceWuWtrSvbe1e217rLMuyqBT1qTqivnnSsHFTm8c9Y+Khz93nuHGNI4p+J1IXxVsOeUFb3sSqJidOPKzn88dx4w94+8FnbuKXmoth1SZvbgCAXUfKeaeOruacU0qxtTHggffrV6Rbu2F6oj/LkVPPhZI5ooxcRs4RtZwjoi5SNRUbH0rvWQzyqXMZUUbk2OC1LiJV4om8Fhsst5K28TUAAGAPyO7cty7JEyjDPLBxc98ifBs2Zs/6gmkrj5xzjv4PuFFGr3u6dfPH0xMI3HWv5vonyJts9A1Ob6MN7fPm2rr3k0FsYVOgwT0pAAC7dXYPLMveVq1FXtm5ZlHrskdWzJu9euH81qVL2leu6W5f29XRWevKkRuKuqF1jUOqjeOHjJrSPG6fERP3GzNt/NBRzdXG1DNmnCP1W9ov55xSb7n2/3pzxT/wu2XOEVGktLXe3mwlbymFN/y0kDZ/YOvumDf8RLHxx42NFlfZ6qcPAAD2gOzuzcZa5GWdrTfOv+e7t17y5zm3t+aO7qLsW8kjp57rJwcedETkqK9VRtc1n33AKW899uz9R05uTNUtxysAAOxZ2V1GfnjlvMsfuf63s6+/YeG9Ld1ra6lvO5zBTXNed/wpR32uTBw65jnTjn3x3iecMuPo4XVDdDcAAHtedvcbgC4jP9y68Ns3/fKbd17SUnRs+dh67ty7OeUgFDkOHzbjC8973zMmHtLwVF2SHAAA2f3k0ruMuOThv7zzN59bnFeXaZNHE09mr5ieySdDy7oX7fPMzz/33ZObbPcIAMAelt1zWpd++Kpv/Pyxa9ZG57oQHxjn1ZyGVhonNY+dMHTMsPqmYfVDGir1Eamr1tXStXZ159r5LYvntS5dW3aUm19kJOXYt3ni2w59yZn7P2u/kZMKs70BANgzsjtqkX943+/f9rvPdha1jZfdiKgr0+T6Mc+ccsTLDzntWdOOGFZtrERKG66TlyNy5O7ISztWXfHQDd+/87Lblzy0OrWXm1mhJEUMq9V/70UfP2vmibobAIA9IrsjojPymRd/4IoFN/aL7lQti/HF8A+c8Lo3HqRAkqsAABjASURBVPmi5kpDzw4ymxkKX/+9MnJX5NktC//j6ov+98ErOypl7lk9MPdf07qMKGY0jPu/cy44bOT0wjrWAADsCdkdEfcse+zVv/7YPasfyxFTGse95sDTzjng2QeOmzGkqIsYVBf3X/06Ry4jP7568Y0L7vvhvVf8bs5NnansP46eInLOI1LTv534tr8/6qy65DpLAAD2gOzOEfM7Vrz+px+dMWbKF874h+GVxu01BN0d5Z/n3fnWy/99VvuiiKJnK/XeazRT1NXSB49+3b8+841Nvct7AwDAbpzdOUdKLZ1r6yt1DZVqbLhP+5Nv+lmrF371tp//8sE/z25bvNGiKNUynTDhkG+e8cEDR031iwcAYHfO7vUTtHfkbpLLa2vP/PH7r11+70ZLEqbIz93r2F+fc0G9Vb0BANiJdnp9pgFf7ACjK0MueM67R+XGyKn/iik54o/zb/vRvVd2R/a7BwBgp6mcf/75u+N55cnNY8/c/+Syq3bX0kdqUevN/JzKovzDozeubltz4tQj6ooih/VNAADY4Xb6JJOdq4z8riv/65v3/7rnJNctXFgt0/dP/8irD3rOhgsOAgDADlHs7qeXzjvm5cO7G3r+uO4TRneRf/bgH2s7dIL5jpO38mcAAHY1u/lod0SUka+df89rLv343I5l/b/fGNXPnvTOY8bs91Qs7xRRX6nOHDN1VP3QyJFTpKfmJwgAANm9W/nPm3/8z3/9Rr9FTXJEpJ7lvZ+Kv7ZIKcdhw6f/6tX/OaVxTPTbQggAANkdA1YQzP1mXKcd93xL21vO/vm/XLvs3jKVu8+wcI69G8df+IIPnzz5CNUNACC7B+Zi7s5lNVX6WjHnSLXIlR12eWOOmN229NQL3zG7XBqxW03I2Lth3B9f//VpTWNTRDbsDQCwS9rZl1TmnOd3rPre3b9716UXdEeZe5s4dUXt7T/55Geu+8GC9pU75ONFxLSmMW8/9uyijN1sEvRj7Ute+9OPzGlfniNSSi6wBADYBVV3TmxHpDLnHPmuxbN+/eBf/vOOn8wYvte62R4pooy4bvF931t01QPLHv/YM8+dMWJCZXuP2hYR7zr2ZQ8uf+xnD/2pvezMaX1995/jstFSgxu1e/+fbu6vG9194EMNfKJNzrbZ5JGkiDJyWfR7YVP8ddX9J33/7Rc+/8PPnnpkT3gb8QYA2KXspEkmtVzOW7uijFyJqEWc+MO3jmsadf0bvtMQqWcRjvaoHfOV190fC/7t6X/3+oOfV8lpeMOQYXWNkWP7zpqoRZ63dvnc1iXt3R1P0d/Z72fd+Lmb/6dW5I1my0yvH/vH1399xpBxmhsAYE/M7jLyZ6774b/dcGEt5Z6x25yiua7pGXsd+vwpT3v3cS//7u2/vvjRq/8698610ZFypIjIaXrTuA89401vPOx5lbR9ZsL0rLO3LlWfmtOgc0Rqq3V+645fffHmn8xuX9J/WDvlmNYw7t1Hv/ydR7+0qVLvzQ0AsOvYGXO7u8rapKYxn3jm20dUh5Ypelbxa+1qu3LOTbctfzhH3Ldyzu/n3LQ2OiIipyhTjGoY9p6nvbq7q2tNZ9t2+4SxfkpLRMRT89LDFBFNlfr3HP3yq9/wzb0bx/efgZIjP9a59IPXfeOrt/48m+INALCnZXe1qLzhyOe/9pDT61N1g0xMUUYuNxWIzXVNbzvyzHOPObO5YYhf0kZ6huunNI76h+NeVemd5b1+cngt5S/d+rNH1iz2QgEA7Dp2+CSTua1LX3vJ+bVK7sq1O5c93Fl29//pyPphU4eMW9C2fGn7yn572URjUXfk2P2KSNObJ3zvRR+py4WLBDdq7xypo9b17Tt/ff71313evab380yOSClyTG0Ye9Prvz1hyCivFADArmCHr2SypGVFe2d7z56QhzXPyJEjpTlrlyzpWhURKztbVna2RKyfAjKtafzYumEpUnd7Z0TMWTu/tewYVTRFzvGUmRayfm2SQcwg38q6I7lnVk7fwis5IvXGdTRW6s476uzI8Y/XfKV39k7fPJo5nUvvXPLIc6cf6y0OALAr2OGj3WXkjihT5ByRIuXItcjfvP4Xlz1+3SZv/95jX3HGPsfn9R0e9VEU/S6F3PWDO0f/xQk3V9ZP4HT633Tg3VZ1t535sw/8Zcld5YbP+YsXfOql+z7LWxwAYFewM9btLiKib6Q6RUqRTph2+JRRm17n7qDR09OmB4ifAkPdOUekfNfS2VfNvrmz7D587D5Pm3LoyPqhG/VyjogcbbWOPz526wPL53Tn2lHjZz5r6pENlbqNTrIW+bHVi3736A3L21cfNm6f0/d5Wt/8+PU3vHfprMdbFpYDDmZIpcH7GwBgT8nu6x+/+82//nTPTIm+PSljadmyOq/dRLamGB/DhxdN675T31389u1fm9I4apcd7e5/WF0pXzHrxrdc9qmluTUiKmXap2H8xa/4j8NHz4i0fsnCFNGV8gf+9LVv3PurWso9t/zYsW/8yIlv6n+GbWX3f1z/oy/d9ONVqS2nqJbFi6Yc/7kz/mHm0Akp9T7zqlr7O6/4/OyOpZF6Z570vMj1tcpBY2Z4fwMA7CIq559//g59gs5cu2LeTU1DhszuWLyge+XyvGZFXtMRXesGv+tyJVLkvvnKa6JjeV6zJnXsPXbK0CFDpo2e+IZDn19N69br2OX07SiZ/zr/nnN/85kv3Prj1bm9dx52iuXlmssfurZWlnsNGzuysTkidZSdP73vjx/4039fPOvqWurdqTOnuHHhvavb1swcM3Vkw9Ay4sEVc8+78r++fe8lbUV3z6OVKT+weu7/3vnb+kr9kXsdUEnFwyvnn/PLD9+84qHoifmeGS6RxlSav/Lsf3zW1MOTC1EBAHaRaNw52+WUEc/9yT9cveiOft/OEen1BzzvG2d84B//8KVv3X1J/0Qc3zDywbf+ZGhR35PmaV2V75I6o7zskev+7jf/vjyviYiBV3+mHMPKhv8965OnzzjuI3/+1ufv+HEt1SKK1Hu9ZO8LknKanEZe+rov/fTOK/77totXVzoHPFVOOaUcZ0w45oIX/9MHr/jy5XNvyBvO+y5yXHDCO//x2FcobgCAXcfOmNu9or3l5/f+aeHaZRsVf0TUR7Uuivqi2vednmnP0VbruPCOyxpz9az9njlh2OjYhYdt28qu86+58Gu3Xdxa6eqd4rHx54OcU1pd6XjX7y543ZEv+srtF9eK3DPjPW8U5ynmxcqX/fyDj7Uu6q6UmxrdT7mInOOKxbfe/P2/X9HVusEjpEg5Dh86/Q2HPU9zAwDscdk9vKH5+oX3PLR67voOTdFY1M0YttfEIaNTxOSmMQeMnProqvldUYuIIkdrV9tHr/7mWw87c/iQ5u14JGXELYse+M0j161qb61FpH7rpfT8fd3Ulw02Xe+9wjPFutv3u/FtSx76/byby0oMmH2eY8N9MWe3L/n09f8vF5ucpN63ZX3EI20LoxIbXICZNroeM8qUl3Sv3uhhGqJy3uEve9/TXjWmYbh3NgDALmVnTDKJiBWdrT+643fdKaeIx1Yv+u+7fnrQ6L3/+vrvNEYqcsop1kb3sV99/YPlwmdNOOKl+5yUIo7Z64BnTD64krbnPpr3r5538g//fnGtJXbw3umVMppSw5rUkSP1f6404IlTzy43KW32kFKulEVDqmvLnXmLg9hv3f+FXz/j/RXzuQEAdj3VnfM0o+qb33Xc2T1pee28e752x8UpohqpyClFShHVKIocEemIsTPfc+zL+q5I3J46o/a5a74/cJB4EHJsceHw1LeHTe9rWqbXzTz9JYecfO4ln1qR1vafe73RKdWV6UXTTpzftuzGZfdt7nNAKouzZ5z0tqef88aff3R+94rNvsK1xnce8zKbeQIA7NHZHb3dmm9f+PBP7//DjJGT6stqxAYLdNfVKpOaRkXOj6yYt+/ISUVsn4soe5K4FvGNW3/144f+kCvbduyxhXVU1sV0kWNyw5jzTzz39YeeUY3iqHMvuuSBq794209ntS3a8AFyyukZYw/+9ElvP2HyoY+3LP6HK7/023k39CwmuK7vi5yOHr3faw467S2HvWh4/ZDLXv75T1x74e/n3NyaO1JE7rses4g4feKx55/01sPH7i26AQB2TTtpkkl/ZUR31GavXDhz5KR1o7Nl5NmrFo0fNnpoUb9927GnYe9b8fjxF527pujMO2w9lLqyOPfAF3zslLfu1TAirY/nuHflnFf+7EP3tc1dV9V1ZXHqhKN/8NLzxzUM61nMuzNqr73kEz9//JrcN2he5HjVPs/5zgv/tSlVc1/116K8eenD51z8r3O6lkf0XnN50rhDf/PKLw5JVe9mAADZHTFgo8YNhn/Xb6i+8Y+e9LPmzshv/e1/fP+h3/ZeFRkROVLEfiOmjGsc2bt8Sl53hLlnOZXc71B7b5EGfD9HRC5SMW7IyNcccNrLDzy1bsBk9Jzzqu62q2bf/OP7//B4y6K9R0x6w8HPO2X6UU1FXf9TXbh2xddv++VtSx5c2rZ6xvCJz5p8+GsOee6IuqbctwnOunW571r66Ddvv+T+lY931bqPGLPvece8/IBRUzb5KgMAsCdm999EGfkbd/76vX/8QnfR/0zTmKL5tnO/P7lx5BPK1Nzvssj+X6QNVjfZ9EeNMueeRVLS5h+8J/gHM0W7jBwRxQ76rAIAwHa1m89MyBEPrZz3kau+vmFzR0R+zrRjJjeOTOvL9ck/VRpQ2v1+nHORIm9xunra6O9bfKqiN/uzNzEAwK6v2I3PrYz8aMvCt/32syuKtvXFmiMiJhTD33/8q9P2GR/OOW9Q2mmjlO7dQicNclh9o6W/t3KLSLn/aDsAALuk3Xa0uxb50lnXv/PSz87Pq9YXaUoRMb4cetFZHz92wgFp82X7RKStXKW5fhD7CZdxGsTP5TYAgOze2daNKF+34J63/OrfVqa2DaZu5FytFec/++3PmXpU35zoJFsBAJDdg0nt3LfWRyojP7xi3i8f+vOXb794+fq5JREROUclp386+lVvPeLF67Zy1NwAAMjuQVV36ptrUYv83Tsve99VX15T6cz9szwiIjWUxdsOecknnnVuVWwDALBz7QILCK5bknob751rOS9pW3XJg9f8zwNX3rDo3s5UG3izQ4ZN+/zJ7z51xtH1vetqK28AAPao7I7cEfm3D1136r7HNRV1lYgUqWfvxr4qj+jZmCZtcFViGdEVtWvn3n3BtRddu+Du1qIzp4GnFxGxd93Yy179hQNHTvX7BgBgD83uHHHtwnvP+J93T2ke/+zpx55zyKnPmHJYXRTVKFJE//7uufyxFrk78oMr5vzqgWuueezWaxbc1VZ0bRzcef3ejgc2Tf6/V31+/+aJxrcBANhDsztHzF6z+Jyf/ustLQ9HSpGjmovmauO04RMmDR3bXN/UXDekMdXniO7obu1uX9PZtrhtxZyWxcvaVnalnFPfxo4DJo0UOR08fNoL9znhHUedNX3YhFi/+TwAAOxh2d0d5Zt/9an/mf2nMpURkXoWJUkpcl6/9/omDjo2Gt7u/50UUV8r3nvkOeef/NamVPU7BgDgb+5vVqU555TiloUP/HLW1WVR9n5z3XSS2NI+NgPncOeUI1JDWTlx8uEvn3nKiVMOO3jMjGoq/IIBANijszulFDnmrFg0LIZ0li1dPXucb8PjRKScGrurZ+9/yodOevP+wydWctH7g2wzHAAAdgl/40kmtcgLO1f9ZdZtF95+6XXz7mwvuruLnNNgjjtSpLpaOmjE9FcfevppM48/ZNSMhlTp/XHuWcREcwMAILtjXSTn7lwu72hdsHrpwyvmzGpZOL916dL2VWu62tu6OzprXWWO+kqlsVLfVG0Y0zh84tAxU5vH7zty8sThYyc3j20o6mL9gicAACC7t57gG4xR596J3j3fTGEEGwCAp6BqRCxYsEt/MPBLgq2aODF2+X+WAWCP/p9pa30AAMAOJ7sBAEB2AwCA7AYAAGQ3AADIbgAAkN0AAIDsBgAA2Q0AAMhuAACQ3QAAILsBAADZDQAAshsAAGQ3AAAguwEAQHYDAACyGwAAZDcAAMhuAABAdgMAgOwGAADZDQAAyG4AAJDdAACA7AYAANkNAAC7i5Rz9ioAAMAOZbQbAAB2uGpELFjgdYCntokTwz/LALAr/8+00W4AANjhZDcAAMhuAACQ3QAAgOwGAADZDQAAshsAAJDdAAAguwEAANkNAACyGwAAZDcAACC7AQBAdgMAgOwGAABkNwAAyG4AAEB2AwCA7AYAANkNAADIbgAAkN0AACC7AQAA2Q0AALIbAACQ3QAAsJOknLNXAQAAdiij3QAAILsBAEB2AwAAshsAAGQ3AADIbgAAQHYDAIDsBgAAZDcAAMhuAACQ3QAAgOwGAADZDQAAshsAAJDdAAAguwEAANkNAACyGwAAZDcAACC7AQBAdgMAgOwGAABkNwAAyG4AAEB2AwCA7AYAANkNAADIbgAAkN0AACC7AQAA2Q0AALIbAACQ3QAAILsBAEB2AwAAshsAAGQ3AADIbgAAQHYDAIDsBgAAZDcAAMhuAACQ3QAAgOwGAADZDQAAshsAAJDdAAAguwEAANkNAACyGwAAZDcAACC7AQBAdgMAgOwGAABkNwAAyG4AAEB2AwDATpa8BAAAsG1yzoPN7sHfFAAA2DYmmQAAgOwGAADZDQAAyG4AAJDdAAAguwEAANkNAACyGwAAkN0AACC7AQBAdgMAALIbAABkNwAAyG4AAEB2AwCA7AYAAGQ3AADIbgAAkN0AAIDsBgAA2Q0AALIbAACQ3QAAILsBAADZDQAAshsAAHYXyUsAwPaVc/YiAGyc3f7LEQAAdjSTTAAAQHYDAIDsBgAAZDcAAMhuAACQ3QAAgOwGAADZDQAAyG4AAJDdAAAguwEAANkNAACyGwAAZDcAACC7AQBAdgMAALIbAABkNwAAyG4AAEB2AwCA7AYAANkNAADIbgAAkN0AAIDsBgAA2Q0AALIbAACQ3QAAILsBAEB2AwAAshsAAGQ3AAAguwEAQHYDAIDsBgAAZDcAAMhuAACQ3QAAgOwGAADZDQAAyG4AAJDdAAAguwEAANkNAACyGwAAZDcAACC7AQBAdgMAALIbAABkNwAAyG4AAEB2AwCA7AYAANkNAADIbgAAkN0AAIDsBgAA2Q0AALIbAACQ3QAAILsBAEB2AwAAshsAAGQ3AAAguwEAQHYDAIDsBgAAZDcAAMhuAACQ3QAAgOwGAADZDQAAyG4AAJDdAAAguwEAANkNAACyGwAAZDcAACC7AQBAdgMAALIbAABkNwAAyG4AAEB2AwCA7AYAANkNAADIbgAAkN0AAIDsBgAA2Q0AALIbAACQ3QAAILsBAEB2AwAAshsAAGQ3AAAguwEAQHYDAIDsBgAAZDcAAMhuAADYg1W9BLAN6v/uai8CAGyk8zsneRE2J+WcvQoAALBDmWQCAACyGwAAZDcAACC7AQBAdgMAgOwGAABkNwAAyG4AAEB2AwCA7AYAANkNAADIbgAAkN0AACC7AQAA2Q0AALIbAACQ3QAAILsBAEB2AwAAshsAAGQ3AADIbgAAQHYDAIDsBgAAZDcAAMhuAACQ3QAAgOwGAADZDQAAe4zkJQAAgG2Tcx5sdg/+pgAAwLYxyQQAAGQ3AADIbgAAQHYDAIDsBgAA2Q0AAMhuAACQ3QAAgOwGAADZDQAAshsAAJDdAAAguwEAQHYDAACyGwAAZDcAACC7AQBAdgMAgOwGAABkNwAAyG4AAJDdAACA7AYAANkNAADIbgAAkN0AALC7SF4CgD1TztmLALDzstt/7QIAwI5mkgkAAMhuAACQ3QAAgOwGAADZDQAAshsAAJDdAAAguwEAANkNAACyGwAAZDcAACC7AQBAdgMAgOwGAABkNwAAyG4AAEB2AwCA7AYAANkNAADIbgAAkN0AACC7AQAA2Q0AALIbAACQ3QAAILsBAEB2AwAAshsAAGQ3AADIbgAAQHYDAIDsBgAAZDcAAMhuAACQ3QAAgOwGAADZDQAAshsAAJDdAAAguwEAANkNAACyGwAAZDcAACC7AQBAdgMAgOwGAABkNwAAyG4AAEB2AwCA7AYAANkNAADIbgAAkN0AACC7AQAA2Q0AALIbAACQ3QAAILsBAEB2AwAAshsAAGQ3AADIbgAAQHYDAIDsBgAAZDcAAMhuAACQ3QAAgOwGAADZDQAAshsAAJDdAAAguwEAANkNAACyGwAAZDcAACC7AQBAdgMAgOwGAABkNwAAyG4AAEB2AwCA7AYAANkNAADIbgAAkN0AACC7AQAA2Q0AALIbAACQ3QAAILsBAEB2AwAAshsAAGQ3AADIbgAAQHYDAIDsBgAAZDcAAMhuAACQ3QAAgOwGAADZDQAAe7CqlyAi6v/uai8CAGyk8zsneRFge/n/Mz4kZpmXiXwAAAAASUVORK5CYII="/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">22</span> </div></div><div class="c x0 y236 w15 h2b"><div class="t m0 x1e h1a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff13">A<span class="_ _8"></span> CF-e-<span class="_ _5"></span>SA<span class="_ _8"></span>T<span class="ffa"> </span></span></div></div><div class="c x43 y236 w16 h2b"><div class="t m0 x8 h7 yec ffa fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc">5<span class="ff4"> </span></span></div></div><div class="c x0 y237 w15 h2c"><div class="t m0 x2f h1a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff13 ls2">OM<span class="ls0">-<span class="ls1">BR</span><span class="ffa"> </span></span></span></div></div><div class="c x43 y237 w16 h2c"><div class="t m0 x45 h7 yec ffa fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc">10<span class="ff4"> </span></span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y238 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y239 ff4 fs0 fc0 sc0 ls0 ws0">6.3.2.4 <span class="_ _4"></span>O período <span class="_ _4"></span>máximo <span class="_ _4"></span>de validade <span class="_ _4"></span>dos <span class="_ _4"></span>Certificados de <span class="_ _4"></span>Assinatura <span class="_ _4"></span>de Código <span class="_ _4"></span>será <span class="_ _4"></span>de até <span class="_ _4"></span>39 <span class="_ _4"></span>(t<span class="_ _5"></span>rinta </div><div class="t m0 x0 h7 y23a ff4 fs0 fc0 sc0 ls0 ws0">e nove) meses, conforme princípios e critérios <span class="ff6">Webtrust</span>. </div><div class="t m0 x0 h28 y23b ff4 fs0 fc0 sc0 ls0 ws0">6.3.2.4<span class="fff"> <span class="_ _2c"> </span></span>Neste <span class="_ _17"> </span>item, <span class="_ _1c"> </span>quando <span class="_ _17"> </span>aplicável, <span class="_ _1c"> </span>a <span class="_ _17"> </span>PC <span class="_ _17"> </span>deve <span class="_ _1c"> </span>informar <span class="_ _17"> </span>o <span class="_ _1c"> </span>período <span class="_ _17"> </span>máximo <span class="_ _17"> </span>de <span class="_ _1c"> </span>validade <span class="_ _17"> </span>dos<span class="_ _5"></span> </div><div class="t m0 x3b h7 y23c ff4 fs0 fc0 sc0 ls0 ws0">Certificados <span class="_ _1c"> </span>de <span class="_ _1c"> </span>Assinatura <span class="_ _1c"> </span>de  Códi<span class="_ _0"></span>go, <span class="_ _1c"> </span>até <span class="_ _1c"> </span>o  limite <span class="_ _17"> </span>máximo  admitido <span class="_ _17"> </span>nos  princípios <span class="_ _1c"> </span>e </div><div class="t m0 x3b h2a y23d ff4 fs0 fc0 sc0 ls0 ws0">critérios <span class="ff5">Webtrust </span><span class="fc1">(Redação dada pela Resolução CG ICP-Brasil n° 196, de 2021)</span> </div><div class="t m0 x0 h7 y167 ff4 fs0 fc0 sc0 ls0 ws0">6.3.2.5 O período <span class="_ _5"></span>máximo de validade dos <span class="_ _5"></span>Certificados SSL/TLS será <span class="_ _5"></span>de até 825 (oitoce<span class="_ _5"></span>ntos e vinte </div><div class="t m0 x0 h7 y23e ff4 fs0 fc0 sc0 ls0 ws0">cinco) dias, conforme princípios e critérios Webtrust. </div><div class="t m0 x0 h28 y13f ff4 fs0 fc0 sc0 ls0 ws0">6.3.2.5<span class="fff"> <span class="_ _2c"> </span></span>Neste <span class="_ _17"> </span>item, <span class="_ _1c"> </span>quando <span class="_ _17"> </span>aplicável, <span class="_ _1c"> </span>a <span class="_ _17"> </span>PC <span class="_ _17"> </span>deve <span class="_ _1c"> </span>informar <span class="_ _17"> </span>o <span class="_ _1c"> </span>período <span class="_ _17"> </span>máximo <span class="_ _17"> </span>de <span class="_ _1c"> </span>validade <span class="_ _17"> </span>dos<span class="_ _5"></span> </div><div class="t m0 x3b h2a y23f ff4 fs0 fc0 sc0 ls0 ws0">Certificados <span class="_ _2"></span>SSL/TLS, <span class="_ _2"></span>até <span class="_ _2"></span>o <span class="_ _2"></span>limite <span class="_ _5"></span>máximo <span class="_ _2"></span>admi<span class="_ _5"></span>tido <span class="_ _2"></span>nos <span class="_ _2"></span>princípios <span class="_ _2"></span>e <span class="_ _2"></span>critérios <span class="_ _2"></span><span class="ff5">Webtrust</span>. </div><div class="t m0 x3b h7 y240 ff4 fs0 fc1 sc0 ls0 ws0">(Redação dada pela Resolução CG ICP-Brasil n° 196, de 2021)<span class="fc0"> </span></div><div class="t m0 x0 h27 y241 ff5 fs0 fc0 sc0 ls0 ws0">6.4<span class="ffe"> <span class="_ _16"> </span></span>Dados de Ati<span class="_ _5"></span>vação </div><div class="t m0 x0 h7 y242 ff4 fs0 fc0 sc0 ls0 ws0">Nos <span class="_ _3"></span>itens <span class="_ _3"></span>seguintes <span class="_ _3"></span>da <span class="_ _2"></span>PC <span class="_ _3"></span>devem <span class="_ _3"></span>ser <span class="_ _3"></span>descritos <span class="_ _3"></span>os <span class="_ _3"></span>requisitos <span class="_ _2"></span>de <span class="_ _3"></span>segurança <span class="_ _3"></span>referentes <span class="_ _3"></span>aos <span class="_ _3"></span>dados <span class="_ _2"></span>de </div><div class="t m0 x0 h7 y243 ff4 fs0 fc0 sc0 ls0 ws0">ativação. <span class="_ _3"></span>Os <span class="_ _6"></span>dados <span class="_ _3"></span>de <span class="_ _6"></span>ativação, <span class="_ _3"></span>distintos <span class="_ _6"></span>das <span class="_ _3"></span>chaves <span class="_ _6"></span>criptográficas, <span class="_ _3"></span>são <span class="_ _3"></span>aqueles <span class="_ _6"></span>requeridos <span class="_ _3"></span>para <span class="_ _6"></span>a </div><div class="t m0 x0 h7 y244 ff4 fs0 fc0 sc0 ls0 ws0">operação de alguns módulos criptográficos. </div><div class="t m0 x0 h27 y245 ff5 fs0 fc0 sc0 ls0 ws0">6.4.1<span class="ffe"> <span class="_ _1"> </span></span>Geração e instalação dos dados de ativação </div><div class="t m0 x0 h7 y246 ff4 fs0 fc0 sc0 ls0 ws0">A <span class="_ _5"></span>PC <span class="_ _2"></span>deve <span class="_ _5"></span>garantir <span class="_ _2"></span>que <span class="_ _5"></span>os <span class="_ _2"></span>dados <span class="_ _5"></span>de <span class="_ _2"></span>ativação <span class="_ _5"></span>da <span class="_ _5"></span>chave <span class="_ _2"></span>privada <span class="_ _5"></span>da <span class="_ _2"></span>entidade <span class="_ _5"></span>titular <span class="_ _2"></span>do <span class="_ _5"></span>certificado, <span class="_ _5"></span>se </div><div class="t m0 x0 h7 y247 ff4 fs0 fc0 sc0 ls0 ws0">utilizados, serão únicos e aleatórios. </div><div class="t m0 x0 h27 y248 ff5 fs0 fc0 sc0 ls0 ws0">6.4.2<span class="ffe"> <span class="_ _1"> </span></span>Proteção dos dados de ativação </div><div class="t m0 x0 h7 y249 ff4 fs0 fc0 sc0 ls0 ws0">A <span class="_ _5"></span>PC <span class="_ _2"></span>deve <span class="_ _5"></span>garantir <span class="_ _2"></span>que <span class="_ _5"></span>os <span class="_ _2"></span>dados <span class="_ _5"></span>de <span class="_ _2"></span>ativação <span class="_ _5"></span>da <span class="_ _5"></span>chave <span class="_ _2"></span>privada <span class="_ _5"></span>da <span class="_ _2"></span>entidade <span class="_ _5"></span>titular <span class="_ _2"></span>do cer<span class="_ _5"></span>tifi<span class="_ _5"></span>cado, <span class="_ _5"></span>se </div><div class="t m0 x0 h7 y24a ff4 fs0 fc0 sc0 ls0 ws0">utilizados, serão protegidos contra uso não autorizado. </div><div class="t m0 x0 h27 y24b ff5 fs0 fc0 sc0 ls0 ws0">6.4.3<span class="ffe"> <span class="_ _1"> </span></span>Outros aspectos dos dados de ativação </div><div class="t m0 x0 h7 y24c ff4 fs0 fc0 sc0 ls0 ws0">Neste item, quando for <span class="_ _0"></span>o caso, devem <span class="_ _0"></span>ser definidos outros <span class="_ _0"></span>aspectos referentes aos da<span class="_ _0"></span>dos de ativação. </div><div class="t m0 x0 h7 y24d ff4 fs0 fc0 sc0 ls0 ws0">Entre <span class="_ _5"></span>esses outros <span class="_ _5"></span>aspectos <span class="_ _5"></span>podem <span class="_ _5"></span>ser <span class="_ _5"></span>considerados a<span class="_ _5"></span>lguns <span class="_ _5"></span>daqueles <span class="_ _5"></span>tratados, <span class="_ _5"></span>em <span class="_ _5"></span>relação às <span class="_ _5"></span>chaves, </div><div class="t m0 x0 h7 y24e ff4 fs0 fc0 sc0 ls0 ws0">nos itens de 6.1 a 6.3. </div><div class="t m0 x0 h27 y24f ff5 fs0 fc0 sc0 ls0 ws0">6.5<span class="ffe"> <span class="_ _16"> </span></span>Controles<span class="_ _5"></span> de Segurança Computacional </div><div class="t m0 x0 h27 y250 ff5 fs0 fc0 sc0 ls0 ws0">6.5.1<span class="ffe"> <span class="_ _1"> </span></span>Requisitos técnicos específicos de segurança computacional </div><div class="t m0 x0 h7 y251 ff4 fs0 fc0 sc0 ls0 ws0">A <span class="_ _5"></span>PC <span class="_ _5"></span>deve <span class="_ _5"></span>descrever <span class="_ _5"></span>os <span class="_ _5"></span>requisitos <span class="_ _5"></span>de <span class="_ _5"></span>segurança <span class="_ _5"></span>computacional <span class="_ _5"></span>do <span class="_ _5"></span>equipamento <span class="_ _5"></span>onde <span class="_ _5"></span>serão <span class="_ _5"></span>ge<span class="_ _5"></span>rados </div><div class="t m0 x0 h7 y252 ff4 fs0 fc0 sc0 ls0 ws0">os  pares <span class="_ _1c"> </span>de  chaves  criptográficas <span class="_ _1c"> </span>dos  titulares <span class="_ _1c"> </span>de  certificados,  observados <span class="_ _1c"> </span>os  requisitos  gerais </div><div class="t m0 x0 h7 y253 ff4 fs0 fc0 sc0 ls0 ws0">previstos na DPC. </div><div class="t m0 x0 h27 y254 ff5 fs0 fc0 sc0 ls0 ws0">6.5.2<span class="ffe"> <span class="_ _1"> </span></span>Classificação da segurança computacional </div><div class="t m0 x0 h7 y255 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span>Item não aplicável. </div></div><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao196_DOC-ICP-04_v.8.1.htm"><div class="d m1" style="border-style:none;position:absolute;left:191.630000px;bottom:588.530000px;width:308.550000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao196_DOC-ICP-04_v.8.1.htm"><div class="d m1" style="border-style:none;position:absolute;left:97.650000px;bottom:507.540000px;width:308.550000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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BKdFOW4jk9rlP3vVFCBoGGKDtE8fvxxQkBKjYhTkGAFf+gTabhCo1ADUJWpYfxH95iUMrrSXAgBCQWOq+54o5s2fmPpoTu/f7bYXutIXECC2I1hN/ea+PdhM6M1YUXm2ne2fr08f1OZodosSjLzo2CRUCmzBHXUxG5Dp2WNGZc+UAmCzxJIVuLrT+9ddmzD6hNbym31EiPv7WYEKlmIFsNu7n/5YyNnRgsh7r83gzTqo9mN3OLrJN7R94qnRt3ZAZqHPP1QAkAkJAQoM9ZIDuh9VnqRC7fkXBECCgCUiJ+x1+qZd16CQkYzSSsKtt+zbn4JrwahmTsu5/oVpzb3iMtYdHjV/soTjWADBFD5ezaHfkAyM7lArv7g2IqPj64cntD3qaF3jk4bIIIzoc9O8ooTW17Z+d/tVUc5EgXcQEVmhVwC9a8c+GrB4RVzB17796G3ql2bWDjQaXu1j70PAFAjGzuGYUZnzTxyRZI4kB2oSjLN2/SxVSF7LPtOKOCyuOynRv+p5cKNBLC2bPfN/3u6xFrtNXoisNE9hzzy85tbqvIa0RZQqfpeH0FmtLHy4NTvH3tj12LuUvOLj264YeXTW2qOyAInRH/2ogcPRAg13PjcrkUvbF5ob1fCQWybvkE8WHdq5Ff3okv3yJw3WBurTHX1cqO3EiQQOV7bdfSbEx+KENQtX1ti9MxP75oEm1t5DCcCMaGR3x5aFyiNRw2KxJDoUFGDAJWWuhqLXvIxBM2C/dmtn4xNzxkU191E9pd3fGEXyOWhOIFWcmFa5qg+ugxOVNhQvq/q+MG6At48DMQRXt/zTWJ47D0DprZXqoTYJsEHAINk3l51JLAD2MT5sHHx2bMHXXN1t+FBbUVHaLRbmgLoDr1GiIwoShF21FTbrLipeVblhHddcPUzPaNSHXS3HWhNwfbbV8zzHapGtP1wavuguMzd5ccP1xc0z3kXjXx3v6mvj3uAOe0qtIJ87Xf/WFWyw5WCiQTQyGzPbvjomh6jEzWRvzv6bWkp4fHX9p+YndCD+bP2WlAdjCBTlTgsrX+IqNp0Zn9JbfngmCxjo77GYpCBcwSOnCMQQIwi/KsZL3YLjW/y0xUEV3UZ2kfXbXvNEV8S/JS+jABKDZWyt9AgAwhRqpuiEQigBuHufldrBU3zYxMBgEBYZ6g/b9F3olxoKPvzupdUII5JyZnT/+rLuuRqBWUrA0CAAA/1v2HeqFlqpkAAO8l6c2OERitx2SLb6s1Gk81cZzPWWwyNdnOkUts1NA4dkXMEK5eLDVXHa89Yud2vjVZhquUAOk2EAF6WGUkM3tqz+HRDRU5c96TQmMRQXaRam53Y47JuuSrmSARvlqF2DMaeDfqMfLrmry4HRzCDtLpkx7qinWNjspfc+FKYoGpZ+cSR9uGhN4cwpaOvKhRjQyIASCkIIYIyWql1eWROq4MDlFsbdhYf3leav+rUlv21J+wC8QDRTjuXEGBoar9EdfQZW43bbEQAMKP961Prvz613pGtjwBKmSVqdD2j02YOmDKlx/AQEBHbOQzeZvSTNLoZmWOblh0iapQsVY11u0rzSqQ68qdnJEbrq/etPbHtuqzRLQ4qDknqHaMOb1lDyQi1cuOp6pKNBbs3FO3ZX55fxfUyEkdy9QZbcFJCQTE6Neezkz9AABusKahpFuVT9sqCisofV+++ZEevVyb+ZXB8Dzy36GdoE+aPudc9mkpEgNBgN3175Od/bV902lzp2zGZ0ScHV0zLGgVu1Si9mRMO03uOE8APgSAD316at7Zgx/G6MwdqTp6uK7ei5DTVHWaze9lsbIkXRoBnht/VYDWuKdphQxlasx8IwMZoU13eld89/MSQO+4acGW4qD5n6GNT2UU3lx0AohShs/pfaePSgxtf97thblflkVp7IwSOxGpIMSC5h++nFm7/x/r33s9bZm0CS/CmiBiAKLM0TeywlP4HGwr31uS30IVuEYnfXfPCR/tXPLfxkyrZIDHuQxh4RiMQAKBaMjzy69sHyo5/cOWjinaKF7VzhRi7FNAd0dtNDRZjCFMGIkBUJOq0Ub7XfHHrZ28d/h/3zjohJIwStWNTcy5J6J0entA3tkuXyCQFE29c/kzL6DsYyjkDrrqx9/gSfdWhqpP59cWVpvpCQ9nphvIiY6XRbpaRc58NLzKjL0+su6d82pDEXucX+hxoa8WR+ds+D5Qv7igiRRDQ5VVwIVThPakbwb7w0GruJ+EHB0R2XXXj6/HKMDffhySAOoshuDlMkQpNpC69jy7dXcWZuP1odeGR6sIvDq5dX77XPdcIAWyMH6oqOGfocwQryFIzZUgE0ChbVh/f8rcf36oEvd+QACGEiSHh6lCb1RZI9gVkzIf5KDZUVVkagPkJ6F/dfVSC0muJRgvZChvKAj280W45UnnaSpIMnAOXQOZEMpeJ8/6x3dK0cQJhOFMNjusxOC5rWtboGxY/sa5iT5MRRUAAzI9F+7ugTwCwq+po1/enu5dBkGTZItttIMkBkjMd3GFOXI8oMbTCamuT2VDZUGMHye/ed7ssOVO7iBDRTvKO8mNv7f72tKki0MIrIT3245ub6454mcgIMCCi23fXvZimjW3aSB7KlENS+vxUvoe7ZbYgUHxI1DlBnwGQneRKj2qPzRlNzuRWf8E2Rnhr70li2+mRhMgYJYgS2n2tmff2f58aEX955jARWYWp9r0dSxYdW2NnPFA8lQOEier7ht3w66p5HrmLBICwx3DipqVPz5/wYFZ0qsgEo92ycN/Kl3d+IQketG4kVw9O7n3OZL8F+8yf5YAO0c9UxE/OvPQsni9VG5cUojthKfMFtI43zl3/atRP7zFkRslsVsiuXV3oN/VIkiUEnJh5SaIqqthe69UDAthac2T853OTQnUKQaw3Gaq5wQW9czhFjjN6jk8MjW4v9Dsoh7mZoY1ThD896PafZr6tU2nP4kJqEOYOmqFoTvz3diOqBVMlM5qUMiEBgZoLo+L7+92nXdlYKwMPR/UjQ272e0FCMCukk7aKo+aSctR7SX040zw3dPa/x88V6JwwzEEjj4ACYQSpBiZkvTz+geyYbme9gQoB7ht4jQLFv2961wDWFtwogbNhul5Pj707TRuf/cltJoXk9bUT+tKDNQW5usz7Bk6PVIf/bf1b1WSg1ug/JALAaNK8PfHR67PGsnbd+OEHfQ0qbuk9sZ6b23QhJSrCFBqtSqNTh8doIlPC4rpGJ0coQgRXQNrxd6iomtX/SrPgx8mM4moV+Lq6ICK7Z+DUIcm9V5zYfLKh5GR9SY2lwcbtCKgRlLEhUV0iEtPDEkalZA9P7adEkQP9Z8z9++tO+g7S4eL8AbquCmQze08YnTpg45l9BQ1lx+uLShqrDRaTUTJZZBvnnAlMiWKEUpsUFpuqjb00se+EroNj1RHMrSMKYHf1ucJMfuyf4Yn9HGI4OC5rTu+pfkAnFiZqIHAWbVsjOEGnqrV04UCfNVc6IAAO5DhFRCYCAAWg6El+BTxgLOCtiYMjH9MDC8fZcW3AwsMww2Aw8EKfXBZMG9D3k3DhnjHrdiVXPKnVE/k8sv690Gy6XdPagm0Y66beIrbw/N7d82JHKBDErno1LfiUHjfFAPvKvCYEyED1tsYKY83JupJCfXmpsbrKUt8oWUx2q022E5CKKUIV6hBRHRcSlaKN7RqR2F2XFhcapRXVDl7IK8m/iSj2eh1o4H3f5UQAECBc7JWXDsFMTY9h8BSalgk8xw+9krS9pc7LDHMMacBdfeQ8XK/GZtxReviTPUt/KdpnJKsbJ+WIiqL/ZZBAKQvRCu30rDGzc6f3iExWo4hBBrkumuYffQ50or5k1cltawq3bS/PM0gmGdtUX6hZ3JBASUJiqO6ytNyrugwbk5ETrgjphN8NfTdx5EAnjOUf7fz+gwNLDczamjXo5BGCtIAZQf+wjNcuf/jSxD4qYJ3oN8k+ASAHWHri13tXv1xJer+J58EDHXC4CEK5YkrXEa9MuD9ZE92JvhP9ImP1E+vfX3J6k8mZjuFPQROIhKGCOkkbEx+qC1NqwpQhKkEJgHbZbrCb9DZTqaGyxFht4lYe2BxBgm7axLv7Xj21x8jukUnsYl0JmvW+DPT5kR/v/uElG5N9eRIFx2SlbkTKgOv6jB+ZNiBMVAuOUx686QWSgKqtDWvzty86sHJfVb4eLTyALYMAYbLy0ynPTMscjhc5+gBgA5q6+NG1ZTvcsEeRszgW/uiwW2/PnqIVVA4HJMDEaH7PkWFYaCj/98aFXx5fZxW48wAoj2NmOQDLUMX+b8b8fpHpDPGiRh8ADtecvmn504f1pwkgRR17c8/xM7LG9ozNCGEKgKDg8crB50Bn9JU7yo58nrf2h6KdNuSexf2AiCJQ88/hd/954DQFsosafQIotdbd9s1TGbqU1yb9JVxQt5dASsB/KTkwe9W/CiwVAMzhlzeFBBQyPpZz6z9G3K5xugUXJ/pEgGiwmZSCQiWIQO1Z5oMACvTl7+xd8v3xXwrNleSdaI7D4vt8MOmxnlGpF6u3RS07/O3TamXT1K8e2Vyb52XDItCEhNzlM+YrLw5vgPl3oaBj6YBoIWT+ZfdHkdpr0yUB/Fy694u8ddLFcSSCMG/evHNxX0rWxkztMZrb5YPVJ2WQXUQWcsZ/OrVDb24cnjpAwRjBhWwJ4bmtncWB7lv36gdHl3vRgCLHRROfvKnXZZ4W6gWveX7v2+PcQdeFS6omzeM0kBh9e/xn+Q9KiFIr/z9fZN8h/ptLD9+84plia437+2oQXxp17yBd9z/iACCAUhAzdalRytAWipDjeVK17z+7vvrblve9Kj2gwy34Iyp0QCToF56+7Kb/pKh1ECB85ou+l8lJnvV5OmSaIkC1xTB9yd831+Rx5HABlfHpoo5bcMUTo5MHIAateQhIIi6i4LZnCWUgocNWQAIoNFePW3BPIa++wOJfXVSxP9/2XpomBn1iyMyXpSm1Nnx66If7VsyXgLu4f7SDPOfr517c+lmZpb6DFGWaRjcndzrjcIGFHk9bqm755skiSy059jq4SbvYNPs5EQEdrCxYfvzX/+z/OiM8gbvt9+AAWyuPfFqx/ljNmadHzMqIiBfaexowgPtyrz1ee/rb/A0WbnMPYvqtGuj3vHP3TwP9DT7V3/we3xroUi0/CTpyXlizWuUIWxqOjlo0Z8HkJ8amZiP6ZJTIxEtMdRxIAJABhn8+O1YTtW3mxypHOT4AC8iD3rr1KJT9c+ifbut9uUAYrgoJU6jblwgCABmoxFRbbKyySNY/qLD/WLDj5V3/lZl34cN0ZczPt72XERKL7nqfA7249fN/bl8go2vzNoJWobk0oe/klEvuH3zdJ/uWLz61cUvxARNYnRvBCdM1sY9fesft/S4X2okWdsXsyS3N5A+ngggAzbLtw/3LXt/1daGlyl2JIkGaKvb+nOvuzblGIyidet/O5SSN7tkRcyLEUI5O1stoN68r2rm39gQBHKkv+rFopwms4CrZFqUKe+CSmyS7vdFmbj/V755yCPiHdHERADSC8oGc6zbO/KCLOs7jWACg07bqx7a+/86eJdRUl01kwszsybf0mahE0ePb6Ezb872JVqG5O3vqrEFTtaoQ6Gz+bOgUddRfBt8ocOa1fMhIb+z59mRjJQBgkaHqlqXzZIHsJB+oOWHjHqm/kcqw1JDYMnNttaXenY5XM0V2THcGmK6N/3TKkwpinSlS3sYjoFW2f3Rg+bxtn9RKja48Ssf+F0hVxey87SOxylBnsVkcnmU/bQYBAWKRqarK3gAA9TZDvc3grhfSNHExijAElCw2ACgylRq5NYpp/lB0mFt5sdZXF2otJdZR4BHd0g0dGINaUMwdOB0I/rrpLadKdynXIlv1gaqTKBO3AkdX/iwByUAfbPtu5Zmtfm/2YO71k7oOcS+ArATGAP8gLpL/I/9ayxEIajAD/axBMk/99tFfqw56pkjRd1c8L7o8rqYse0TAYWn9U6Ji/d68V3Q6BiAt/hDqAJAOVmvEP9oAAAlnSURBVBeuL9xl41L/mK6XpPSNVIZ6weZIQzbL1p9P7zlWWySRPDAuc2RqtkpQoI99fFpf8cOp7bUWfb/YrhO7XuJaO5u/mFddcMZQ7ruDPERQidvOHLpz+QtNhzk47l3NDXoy+Xl6hDgID2fNpQWVElsz590U5zGEeN5qGUezI60t2HHXyueryQgAAseuqrjF1/+7f3QGYLONiwB2pEc3vPt+3jLHRkyB49O5tz85/A6P0mxc+ve2L97Y+VUDmglB5GxKypCXJ/0lMzS+KeumQbbcu/aVQmu1g+RsAlkpC710GcLjzzy5tmSnJiSk0FpZJtXXUmMdNVrB3jQVFCQ4yvo5ftwI1lpqbERrl5iU0JCQtOjEmX0nu/YvnI/oN9Xu21J6eNbqF1/b85WeLK5IGtTyxlX5m2XOE8JiItVaALRy2zdHfn50w9uLCzbKLsqPEHaU5+nNjZm61EhVKAc4Xlc8d92rH+UtNTPJcTWOdExf/OWBNUpBmZ2QJSA7UV864/sndtXlu5eXBECdoH1r7F9HpvZ3elscYMLXf9lYsd9LaG7Luvz9SY/+9ac3Pjy01B3bOFXk8dlfhzJlE5tKcP4uujbgK09u/dPqf9VSo8se8awOSRDGVV9Oe25ixuAnf/nwlf1fySgDMM+YPyFhMkauuPWNbw6sfXvvYr1g86MdCJFgUvyg+Vc99NjaN1cVbyfPNYERzB92719zr3cW46uzGJbkbSg31fgKjRJEBTClqxBfU6VRs2xdsH+lmsRp3UfEh0Wfz2edmLl93qYF7+5dbBTsznnvLSZEiHrBet8P82/NnvLWvsUyI8dqSF5jhFAC9dcueey0sUIS/DLhSAyIYG3lnl2L/lxnN3pcAQEJ+oemz+x3OTaxbOEq7bbyw/n6Ynf9rmaKjLCExJBoBEjW6LIiU081lNpBBgBGYLSbn9r4wex+U8NDtO2IFAfYXXFs9cmtDRaj7KqH4q5BmvShhwfvNAKw2TB2+/LeqvwfS3ZxASBQ7VrXm4WWqhe2/R/5P5nNxX8AnDSXgwCeW1u8N6pwpCpJ73UZFQhz+1/78CU36lThHvx+nc34xf4fJCQEOK2vePvgN72iu2y57WM1ICMkBBNIue/cdpyXj4wfcE3XUQgwKCHr0uTeQrvm/h3Vl4z+/M+VsqGjT+gTOGhQ1YhW8uQo/fCdzs1mgfe8IgmcqVBhJlvL6fWze1z53qRH3ItRO3eMRim19w2e7rjD5pLD7+5fjAAiICNnorIIzFEbdkBM5gO517oWrfbVzvLLmxb5ikybvKcA+HjULhM53po58eo+o2ctfb4OTe562atLCo5T0oaXmmt21BwJJA7I2fSMUXcPnXH7kqdKpYBHRkTJ6nsHXcu8S416DDvtKz/xzdGfMiKTlFwE8DDsFbKQpIkCopN1Jd0ikxi0zzrrQEYGeH/Psq/yf6KzqTuELVtcTZgygmSVbt7wWbf1nSQCGzhr4dJjG1/f+02BucLzAoSEl8b0fmHUnGHJfc8YKv+y7o01Jdtl9CgcwAhzorvf3Gv8Xf2mhCtDVl73yrObF/xYtMtIVnTb08MAJibmzhs1u39MF/QWC5/IIgeQQC6sL89029fAgQobKuLCokNdJeva1x4/UndmyMJZjcxGHWY5KTib1fOKp8fMTlBFuCfB59UX3fDt40fMxU3gKjgbF5/z2TXzYlVhDifABvItS59dcmZTU1kzRnBj18s+vvIfGhSbwiwy8F3VJ2Ys/keRvRbAuSyPiu27+obXQ9Dv0WY+Jz75RJPcyXdo/wg7kQ1o9pp/L8pf41YJFRCge0RKrDrStWO3eaI4DC/y8EybzgHzfJ8AgBiy2JDIm7PGX9dznG+SOhE1SOb1hbu+OvrTGUNFl4ikmb0vH5M+sKmOuKOr5aa69/Z+v7fqeLVZnxGeODK5/819JkQoNNS8o9q5/h6sPvXBvqVH68/YZWmArtvcQddlRaX4df/Oi3ye9w8sf/Dn1zxPS0cd0+6dtShZHdnm85l8Yn5up5+3ROdwR1J7YH3q0jtBMbrcyeC3JLLiuYWeAPLrS55c/57PQfV0WdqgZHUktuUwgSAZB/8WJRHDVjaZY5CMlsOrAmz1iBR2bqX+lKH87jUv1TGzm4YDAIhn4Y8MuQnbR8GRs1qtXzoQmzywYE/L81szIDDf6AjF+u/KOZN9GWhFwbZ7V7xUSg1uaesIAHE8dOG0Z3LjszBwB9tkEbWykDeLdNvPmg3i8xa+I/7+qsbxNFvLDt+17J/1aPaYz0SizOaNnXNZ6kCXvryQM8jF3wXxprOIkQOdqCv5Pv+XN/ctrmVmL/JdIHwo58bZA64S3Eskd6L/W8B3nd8DMtAnB1Y+vP7NRsFG3soTVZzd3efqZ0fOEi+aGHEQFudvO2CTgGSiKnPD0uOb/nts3faKPL/Vj/uEpb0y+v5xGTnK8zhUcC7QB7ICrcnfOq7bYA1TCADofYiVU294cY8cwA7y5uJD8zcv3Fx2yMj8kFAO77KLImblTa/1jLxYtiq2AX0C2FyeN+m/96do48am587oM+7SlH4KYKKjQKzbMDhWSBlIAjpeV7Ts2KZNp/dsKjtoZnafI1maPcSemuT/3fhKD23iRZiS0gr6BFDYWDnjm3/sNpxwJKKIxLSiOi08Pik0RqvUaBUhalQSgASSUbI02syV5roiQ2WNud6OTSdY+dFbjLB3eNqVXYfdM3Baelg8XEin77YX+hLwO5c9/9/CDRw5NFebxSZSJRCj6yXs7u84jnV4MHvGvNGzNSjCRdzEFhxERNhdfuz7go2c8SbzBdwZr8BWjs87BIAqLgxP7n9d5pjhKf166zJEvNgLJIktOYgERXUVYRBi4wY70tkpBgRAQrUkTu8x5vFRd/YITxTIdYwMXdi+1G/WPDJQua3h14K9C/at2FpywMIkiVEwMS3H2TEKGXtFpN/Ud+L4zCF9ojJUTUc2UDBn/3baPC6bXSJeazWW6atP1BUVGMpLjdXVloZGu8UsWW2ynRMoBUEtKDWiSqcOTwzVpWrjukUmJ4bHJGtjVEwBf8hk/PMDfb9ETdPAuFHXCJ3y3JYW7LrnGCQiP1XeGSBzVglrc5ydw8VRDqO9ZL99mwzECC5apXSObb6LXE2J5xp9vJhHQOyU/YtX83TaPJ2tE/1O9DtbJ/qd6He2TvQ70e9sneh3ot/ZOtHvRL+ztVP7f+qB+PG97qNGAAAAAElFTkSuQmCC"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">23</span> </div><div class="t m0 x0 h27 yd6 ff5 fs0 fc0 sc0 ls0 ws0">6.6<span class="ffe"> <span class="_ _16"> </span></span>Controles<span class="_ _5"></span> Técnicos do Ciclo de Vida </div><div class="t m0 x0 h7 y17f ff4 fs0 fc0 sc0 ls0 ws0">Caso <span class="_ _7"></span>a <span class="_ _7"></span>AC <span class="_ _17"></span>responsável <span class="_ _7"></span>exija <span class="_ _7"></span>um <span class="_ _17"></span>software <span class="_ _7"></span>específico <span class="_ _7"></span>para <span class="_ _7"></span>a <span class="_ _17"></span>utilização <span class="_ _7"></span>dos <span class="_ _7"></span>certificados <span class="_ _7"></span>emitido<span class="_ _5"></span>s </div><div class="t m0 x0 h7 y11c ff4 fs0 fc0 sc0 ls0 ws0">segundo <span class="_ _1e"> </span>a <span class="_ _1e"> </span>PC, <span class="_ _34"> </span>nos <span class="_ _1e"> </span>itens <span class="_ _1e"> </span>seguintes <span class="_ _1e"> </span>devem <span class="_ _34"> </span>ser <span class="_ _1e"> </span>descritos <span class="_ _1e"> </span>os <span class="_ _34"> </span>controles <span class="_ _1e"> </span>implementados <span class="_ _1e"> </span>no </div><div class="t m0 x0 h7 y11d ff4 fs0 fc0 sc0 ls0 ws0">desenvolvimento e no gerenciamento de segurança referentes a esse software. </div><div class="t m0 x0 h27 y256 ff5 fs0 fc0 sc0 ls0 ws0">6.6.1<span class="ffe"> <span class="_ _1"> </span></span>Controles de desenvolvimento de sistema </div><div class="t m0 x0 h7 y257 ff4 fs0 fc0 sc0 ls0 ws0">Neste <span class="_ _2"></span>item <span class="_ _5"></span>da <span class="_ _2"></span>PC <span class="_ _5"></span>devem <span class="_ _2"></span>ser <span class="_ _2"></span>abordados <span class="_ _5"></span>aspectos <span class="_ _2"></span>tais <span class="_ _5"></span>como: <span class="_ _2"></span>segurança <span class="_ _5"></span>do <span class="_ _2"></span>ambiente <span class="_ _5"></span>e <span class="_ _2"></span>do <span class="_ _5"></span>pess<span class="_ _5"></span>oal <span class="_ _2"></span>de </div><div class="t m0 x0 h7 y258 ff4 fs0 fc0 sc0 ls0 ws0">desenvolvimento, <span class="_ _5"></span>práticas <span class="_ _5"></span>de <span class="_ _5"></span>engenharia <span class="_ _5"></span>de <span class="_ _2"></span>software adotadas, <span class="_ _5"></span>metodologia <span class="_ _2"></span>de desenvolvimento <span class="_ _5"></span>de </div><div class="t m0 x0 h7 ydd ff4 fs0 fc0 sc0 ls0 ws0">software, entre outros. </div><div class="t m0 x0 h27 y259 ff5 fs0 fc0 sc0 ls0 ws0">6.6.2<span class="ffe"> <span class="_ _1"> </span></span>Controles de gerenciamento de segurança </div><div class="t m0 x0 h7 y102 ff4 fs0 fc0 sc0 ls0 ws0">Neste <span class="_ _2"></span>item <span class="_ _2"></span>devem <span class="_ _2"></span>ser <span class="_ _2"></span>descritos <span class="_ _2"></span>os <span class="_ _2"></span>procedimentos <span class="_ _2"></span>e <span class="_ _2"></span>as <span class="_ _2"></span>ferramentas <span class="_ _2"></span>empregados <span class="_ _2"></span>para <span class="_ _2"></span>garantir <span class="_ _2"></span>que <span class="_ _5"></span>o </div><div class="t m0 x0 h7 ye ff4 fs0 fc0 sc0 ls0 ws0">software e seu ambiente operacional implementem os níveis configurados de segurança. </div><div class="t m0 x0 h27 y1fc ff5 fs0 fc0 sc0 ls0 ws0">6.6.3<span class="ffe"> <span class="_ _1"> </span></span>Controles de segurança de ciclo de vida </div><div class="t m0 x0 h7 y211 ff4 fs0 fc0 sc0 ls0 ws0">Neste <span class="_ _5"></span>item <span class="_ _5"></span>deve <span class="_ _5"></span>ser <span class="_ _5"></span>inf<span class="_ _5"></span>ormado, <span class="_ _5"></span>quando <span class="_ _2"></span>disponível, o <span class="_ _2"></span>n<span class="_ _0"></span>ível <span class="_ _5"></span>de <span class="_ _5"></span>maturidade <span class="_ _5"></span>atribuído <span class="_ _2"></span>ao ciclo <span class="_ _2"></span>de vida </div><div class="t m0 x0 h7 y1fe ff4 fs0 fc0 sc0 ls0 ws0">do <span class="_ _5"></span>software, <span class="_ _5"></span>com <span class="_ _2"></span>base em <span class="_ _2"></span>critérios como: <span class="_ _2"></span><span class="ff6">Trusted <span class="_ _5"></span>Software <span class="_ _5"></span>Development <span class="_ _5"></span>Methodology</span> <span class="_ _2"></span>(TSDM) ou </div><div class="t m0 x0 h7 y1ff ff4 fs0 fc0 sc0 ls0 ws0">o <span class="ff6">Capability Maturity</span> <span class="ff6">Model do Software Engineering Institute </span>(CMM-SEI). </div><div class="t m0 x0 h27 y25a ff5 fs0 fc0 sc0 ls0 ws0">6.6.4<span class="ffe"> <span class="_ _1"> </span></span>Controles na Geração de LCR </div><div class="t m0 x0 h7 y25b ff4 fs0 fc0 sc0 ls0 ws0">Antes <span class="_ _2"></span>de <span class="_ _5"></span>publi<span class="_ _5"></span>cadas, <span class="_ _2"></span>todas <span class="_ _5"></span>as <span class="_ _2"></span>LCRs <span class="_ _2"></span>geradas <span class="_ _2"></span>pela <span class="_ _5"></span>AC <span class="_ _2"></span>devem <span class="_ _2"></span>ser <span class="_ _2"></span>checadas <span class="_ _5"></span>quanto <span class="_ _2"></span>à <span class="_ _2"></span>consistência <span class="_ _2"></span>de </div><div class="t m0 x0 h7 y25c ff4 fs0 fc0 sc0 ls0 ws0">seu <span class="_ _2"></span>conteúdo, <span class="_ _2"></span>comparando-o <span class="_ _2"></span>com <span class="_ _2"></span>o <span class="_ _5"></span>conte<span class="_ _5"></span>údo <span class="_ _2"></span>esperado <span class="_ _2"></span>em <span class="_ _5"></span>relação <span class="_ _2"></span>a <span class="_ _2"></span>número <span class="_ _2"></span>da <span class="_ _2"></span>LCR, <span class="_ _2"></span>data/hora <span class="_ _2"></span>de </div><div class="t m0 x0 h7 y200 ff4 fs0 fc0 sc0 ls0 ws0">emissão e outras informações relevantes. </div><div class="t m0 x0 h27 y25d ff5 fs0 fc0 sc0 ls0 ws0">6.7<span class="ffe"> <span class="_ _16"> </span></span>Controles<span class="_ _5"></span> de Segurança de Rede </div><div class="t m0 x0 h7 y25e ff4 fs0 fc0 sc0 ls0 ws0">Caso <span class="_ _8"></span>o <span class="_ _4"></span>ambiente <span class="_ _4"></span>de <span class="_ _8"></span>utilização <span class="_ _4"></span>do <span class="_ _4"></span>certificado <span class="_ _8"></span>definido <span class="_ _4"></span>pela <span class="_ _8"></span>PC <span class="_ _4"></span>exija <span class="_ _4"></span>controles <span class="_ _8"></span>específicos <span class="_ _4"></span>de <span class="_ _8"></span>segurança<span class="_ _5"></span> </div><div class="t m0 x0 h7 y25f ff4 fs0 fc0 sc0 ls0 ws0">de <span class="_ _2"></span>rede, <span class="_ _2"></span>esses <span class="_ _2"></span>controles <span class="_ _2"></span>devem <span class="_ _2"></span>ser <span class="_ _2"></span>descritos <span class="_ _2"></span>neste <span class="_ _5"></span>it<span class="_ _5"></span>em <span class="_ _2"></span>da <span class="_ _2"></span>PC, <span class="_ _2"></span>de <span class="_ _2"></span>acordo <span class="_ _2"></span>com <span class="_ _2"></span>as <span class="_ _2"></span>normas, <span class="_ _5"></span>critérios, </div><div class="t m0 x0 h7 y260 ff4 fs0 fc0 sc0 ls0 ws0">práticas e procedimentos da ICP-Brasil. </div><div class="t m0 x0 h27 y261 ff5 fs0 fc0 sc0 ls0 ws0">6.8<span class="ffe"> <span class="_ _16"> </span></span>Carimbo do Tempo </div><div class="t m0 x0 h7 y152 ff4 fs0 fc0 sc0 ls0 ws0">Em <span class="_ _3"></span>acordo <span class="_ _3"></span>com <span class="_ _3"></span>os <span class="_ _3"></span>REQUISITOS<span class="_ _0"></span> <span class="_ _3"></span>MÍNIMOS <span class="_ _3"></span>PARA <span class="_ _3"></span>AS <span class="_ _3"></span>DECLARAÇÕES <span class="_ _2"></span>DE <span class="_ _3"></span>PRÁTICAS <span class="_ _3"></span>DAS </div><div class="t m0 x0 h7 y262 ff4 fs0 fc0 sc0 ls0 ws0">AUTORIDADES DE CARIMBO DO TEMPO DA ICP-BRASIL[2]. </div><div class="t m0 x0 h26 y263 ff5 fs1 fc0 sc0 ls0 ws0">7<span class="ffe"> <span class="_ _2c"> </span></span>PERFIS DE CERTIFICADO, LCR E OCS<span class="_ _5"></span>P </div><div class="t m0 x0 h7 y264 ff4 fs0 fc0 sc0 ls0 ws0">Os <span class="_ _0"></span>itens seguintes <span class="_ _0"></span>devem <span class="_ _0"></span>especificar os <span class="_ _4"></span>formatos dos <span class="_ _0"></span>certificados <span class="_ _0"></span>e das <span class="_ _4"></span>LCR/OCSP gerados segundo </div><div class="t m0 x0 h7 y265 ff4 fs0 fc0 sc0 ls0 ws0">a <span class="_ _5"></span>PC. <span class="_ _5"></span>Devem <span class="_ _5"></span>ser <span class="_ _5"></span>incluídas <span class="_ _5"></span>informações <span class="_ _5"></span>sobre <span class="_ _5"></span>os <span class="_ _5"></span>padrões <span class="_ _5"></span>adotados, <span class="_ _5"></span>seus <span class="_ _5"></span>perfis, <span class="_ _5"></span>versões <span class="_ _5"></span>e <span class="_ _5"></span>extensões. </div><div class="t m0 x0 h7 y198 ff4 fs0 fc0 sc0 ls0 ws0">Os <span class="_ _5"></span>requisitos <span class="_ _2"></span>mínimos estabelecidos <span class="_ _5"></span>nos <span class="_ _2"></span>itens <span class="_ _5"></span>seguintes <span class="_ _5"></span>deverão <span class="_ _2"></span>ser obrigatoriamente <span class="_ _2"></span>atendidos em </div><div class="t m0 x0 h7 y266 ff4 fs0 fc0 sc0 ls0 ws0">todos os tipos de certificados admitidos no âmbito da ICP-Brasil. </div><div class="t m0 x0 h27 y19a ff5 fs0 fc0 sc0 ls0 ws0">7.1<span class="ffe"> <span class="_ _16"> </span></span>Perfil do certificado </div><div class="t m0 x0 h7 y19b ff4 fs0 fc0 sc0 ls0 ws0">Todos <span class="_ _5"></span>os <span class="_ _5"></span>certificados <span class="_ _5"></span>emitidos <span class="_ _5"></span>pela <span class="_ _5"></span>AC <span class="_ _5"></span>responsável, <span class="_ _5"></span>segundo <span class="_ _5"></span>a <span class="_ _5"></span>PC, <span class="_ _5"></span>deverão <span class="_ _5"></span>estar <span class="_ _5"></span>em <span class="_ _5"></span>conformidade </div><div class="t m0 x0 h7 y267 ff4 fs0 fc0 sc0 ls0 ws0">com o formato definido pelo padrão ITU X.509 ou ISO/IEC 9594-8. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">24</span> </div><div class="t m0 x0 h27 yd6 ff5 fs0 fc0 sc0 ls0 ws0">7.1.1<span class="ffe"> <span class="_ _1"> </span></span>Número de versão </div><div class="t m0 x0 h7 y17f ff4 fs0 fc0 sc0 ls0 ws0">Todos os certificados <span class="_ _5"></span>emitidos pela AC <span class="_ _5"></span>responsável, <span class="_ _5"></span>segundo a PC, deverão <span class="_ _5"></span>implementar a versão <span class="_ _5"></span>3 </div><div class="t m0 x0 h7 y11c ff4 fs0 fc0 sc0 ls0 ws0">de certificado definida no padrão ITU X.509, de acordo com o perfil estabelecido na RFC 5280. </div><div class="t m0 x0 h27 y181 ff5 fs0 fc0 sc0 ls0 ws0">7.1.2<span class="ffe"> <span class="_ _1"> </span></span>Extensões de certificado </div><div class="t m0 x0 h28 yfd ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.1<span class="fff"> <span class="_ _2c"> </span></span>Neste <span class="_ _27"> </span>item, <span class="_ _27"> </span>a <span class="_ _27"> </span>PC <span class="_ _27"> </span>deve <span class="_ _27"> </span>descrever <span class="_ _27"> </span>todas <span class="_ _27"> </span>as <span class="_ _27"> </span>extensões <span class="_ _27"> </span>de <span class="_ _27"> </span>certificado <span class="_ _15"> </span>uti<span class="_ _5"></span>lizadas <span class="_ _27"> </span>e <span class="_ _27"> </span>sua </div><div class="t m0 x3b h7 y257 ff4 fs0 fc0 sc0 ls0 ws0">criticalidade. </div><div class="t m0 x0 h28 y268 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.2<span class="fff"> <span class="_ _2c"> </span></span>A ICP-Brasil define como obrigatórias as seguintes extensões: </div><div class="t m0 x32 h28 y20f ff4 fs0 fc0 sc0 ls5 ws0">a)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">&quot;<span class="ff8">Authority Key Identifier<span class="_ _5"></span></span>&quot;, <span class="ff5">não crítica<span class="_ _5"></span></span>: o <span class="_ _5"></span>campo <span class="ff6">keyIdentifier</span> deve <span class="_ _5"></span>conter o <span class="_ _5"></span><span class="ff6">hash</span> SHA-1 da </span></span></div><div class="t m0 x36 h7 y259 ff4 fs0 fc0 sc0 ls0 ws0">chave pública da AC; </div><div class="t m0 x32 h28 y269 ff4 fs0 fc0 sc0 ls0 ws0">b)<span class="fff"> <span class="_ _28"> </span></span>&quot;<span class="ff8">Key Usage</span>&quot;, <span class="ff5">crítica</span>: configurados conforme disposto no item 7.1.2.7 deste documento; </div><div class="t m0 x32 h28 y26a ff4 fs0 fc0 sc0 ls5 ws0">c)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff8">&quot;Certificate <span class="_ _2"></span>Policies<span class="_ _5"></span><span class="ff4">&quot;, <span class="_ _3"></span><span class="ff5">não</span> <span class="_ _2"></span><span class="ff5">crítica</span>: <span class="_ _3"></span>deve <span class="_ _3"></span>conter <span class="_ _2"></span>o <span class="_ _3"></span>OID <span class="_ _2"></span>da <span class="_ _3"></span>PC <span class="_ _3"></span>correspondente <span class="_ _2"></span>e <span class="_ _3"></span>o <span class="_ _3"></span>endereço </span></span></span></div><div class="t m0 x36 h7 y26b ff4 fs0 fc0 sc0 ls0 ws0">Web <span class="_ _6"></span>da <span class="_ _6"></span>DPC <span class="_ _7"></span>da <span class="_ _6"></span>AC <span class="_ _6"></span>q<span class="_ _5"></span>ue <span class="_ _6"></span>emite <span class="_ _6"></span>o <span class="_ _7"></span>certificado. <span class="_ _6"></span>Certificados <span class="_ _6"></span>de <span class="_ _6"></span>assinatura <span class="_ _7"></span>de <span class="_ _6"></span>código <span class="_ _6"></span>(<span class="_ _2"></span><span class="ff6">Code</span> </div><div class="t m0 x36 h7 y26c ff6 fs0 fc0 sc0 ls0 ws0">Signing<span class="ff4">) <span class="_ _2"></span>e <span class="_ _2"></span>de <span class="_ _5"></span>autenticação <span class="_ _2"></span>de <span class="_ _2"></span>servidor <span class="_ _5"></span>(SSL/TLS) <span class="_ _2"></span>devem <span class="_ _2"></span>conter <span class="_ _2"></span>ainda <span class="_ _5"></span>o <span class="_ _2"></span>OID <span class="_ _2"></span>da <span class="_ _5"></span>pol<span class="_ _5"></span>ítica <span class="_ _2"></span>de </span></div><div class="t m0 x36 h7 y26d ff4 fs0 fc0 sc0 ls0 ws0">certificado <span class="_ _2"></span>de <span class="_ _2"></span>identificação <span class="_ _5"></span>dos <span class="_ _2"></span>requisitos <span class="_ _2"></span>do <span class="_ _2"></span>CA/B <span class="_ _2"></span><span class="ff6">Forum <span class="_ _2"></span>Guidelines</span> <span class="_ _2"></span>(2.23.140.1.1, <span class="_ _2"></span>se <span class="_ _2"></span>EV </div><div class="t m0 x36 h7 y26e ff4 fs0 fc0 sc0 ls0 ws0">SSL; <span class="_ _6"></span>2.23.140.1.2.2, <span class="_ _7"></span>se <span class="_ _7"></span>OV <span class="_ _6"></span>SS<span class="_ _5"></span>L; <span class="_ _6"></span>2.23.140.1.3, <span class="_ _7"></span>se <span class="_ _7"></span>EV <span class="_ _7"></span><span class="ff6">Code <span class="_ _7"></span>Signing</span>; <span class="_ _7"></span>e <span class="_ _6"></span>2.23.140.1.4.1, <span class="_ _7"></span><span class="ls5">se </span></div><div class="t m0 x36 h7 y26f ff6 fs0 fc0 sc0 ls0 ws0">Baseline Requirement Code Signing<span class="ff4 lsf">);<span class="ls0"> </span></span></div><div class="t m0 x32 h28 y212 ff4 fs0 fc0 sc0 ls0 ws0">d)<span class="fff"> <span class="_ _28"> </span></span>&quot;<span class="ff8">CRL <span class="_ _3"></span>Distribution <span class="_ _6"></span>Points</span>&quot;, <span class="_ _3"></span><span class="ff5">não <span class="_ _6"></span>crítica</span>: <span class="_ _3"></span>deve <span class="_ _3"></span>conter <span class="_ _6"></span>02 <span class="_ _3"></span>(dois) <span class="_ _3"></span>endereços <span class="_ _6"></span>na <span class="_ _3"></span>Web <span class="_ _3"></span>onde <span class="_ _6"></span>se </div><div class="t m0 x36 h7 y270 ff4 fs0 fc0 sc0 ls0 ws0">obtém a LCR correspondente; </div><div class="t m0 x32 h28 y271 ff4 fs0 fc0 sc0 ls5 ws0">e)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">&quot;<span class="ff5">Authority <span class="_ _5"></span>Information <span class="_ _5"></span>Access</span><span class="ls2">&quot;,</span><span class="ff5"> <span class="_ _2"></span>não críti<span class="_ _5"></span>ca</span>: <span class="_ _5"></span>A <span class="_ _5"></span>primeira <span class="_ _2"></span>entrada deve <span class="_ _5"></span>conte<span class="_ _5"></span>r <span class="_ _5"></span>o <span class="_ _5"></span>método <span class="_ _5"></span>d<span class="_ _5"></span>e </span></span></div><div class="t m0 x36 h7 y272 ff4 fs0 fc0 sc0 ls0 ws0">acesso <span class="_ _2"></span>id-<span class="ls5">ad</span>-caIssuer, <span class="_ _2"></span>utilizando <span class="_ _2"></span>um <span class="_ _2"></span>dos <span class="_ _2"></span>seguintes <span class="_ _2"></span>protocolos <span class="_ _2"></span>de <span class="_ _2"></span>acesso, <span class="_ _2"></span>HTTP, <span class="_ _2"></span>HTTPS <span class="_ _2"></span>ou </div><div class="t m0 x36 h7 y273 ff4 fs0 fc0 sc0 ls0 ws0">LDAP, <span class="_ _4"></span>par<span class="_ _5"></span>a <span class="_ _0"></span>a <span class="_ _0"></span>recuperação <span class="_ _0"></span>da <span class="_ _0"></span>cadeia <span class="_ _4"></span>de certificação. <span class="_ _4"></span>A segunda <span class="_ _4"></span>entrada deve <span class="_ _4"></span>conter o <span class="_ _4"></span>método </div><div class="t m0 x36 h7 y274 ff4 fs0 fc0 sc0 ls0 ws0">de <span class="_ _2"></span>acesso <span class="_ _2"></span>id-<span class="ls5">ad</span>-<span class="_ _5"></span>ocsp, <span class="_ _2"></span>com <span class="_ _2"></span>o <span class="_ _3"></span>respectivo <span class="_ _2"></span>endereço <span class="_ _2"></span>do <span class="_ _2"></span>respondedor <span class="_ _2"></span>OCSP, <span class="_ _3"></span>utilizando <span class="_ _2"></span>um <span class="_ _2"></span>dos </div><div class="t m0 x36 h7 y275 ff4 fs0 fc0 sc0 ls0 ws0">seguintes <span class="_ _2"></span>protocolos <span class="_ _2"></span>de <span class="_ _2"></span>acesso, <span class="_ _2"></span>HTTP, <span class="_ _2"></span>HTTPS <span class="_ _2"></span>ou <span class="_ _2"></span>LDAP, <span class="_ _2"></span>para <span class="_ _2"></span>certificados <span class="_ _2"></span>de <span class="_ _2"></span>autenticação </div><div class="t m0 x36 h7 y276 ff4 fs0 fc0 sc0 ls0 ws0">de <span class="_ _7"></span>ser<span class="_ _5"></span>vidor <span class="_ _7"></span>(SSL/TLS). <span class="_ _17"> </span>Todos <span class="_ _7"></span>os <span class="_ _17"> </span>outros <span class="_ _7"></span>ti<span class="_ _5"></span>pos <span class="_ _7"></span>de <span class="_ _17"></span>certificado <span class="_ _7"></span>podem <span class="_ _17"> </span>conter <span class="_ _7"></span>essa <span class="_ _17"></span>segunda </div><div class="t m0 x36 h7 y277 ff4 fs0 fc0 sc0 ls0 ws0">entrada. Essas extensões somente são aplicáveis para certificados de usuário final. </div><div class="t m0 x0 h28 y278 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.3<span class="fff"> <span class="_ _2c"> </span></span>A <span class="_ _0"></span>I<span class="ls1">CP</span>-Brasil também de<span class="_ _0"></span>fine como o<span class="_ _0"></span>brigatória a <span class="_ _0"></span>extensão &quot;<span class="ff8">Subject Alter<span class="_ _0"></span>native Name<span class="ff4">&quot;, <span class="ff5">não </span></span></span></div><div class="t m0 x3b h2a y279 ff5 fs0 fc0 sc0 ls0 ws0">crítica<span class="ff4">, e com os seguintes formatos: </span></div><div class="t m0 x32 h28 y27a ff4 fs0 fc0 sc0 ls5 ws0">a)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">Para certificado de pessoa física: </span></span></div><div class="t m0 x0 h7 y27b ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span>a.1) 3 (três) campos <span class="ff6">otherName</span>, obrigatórios, contendo: </div><div class="t m0 x0 h7 y27c ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> </div><div class="t m0 x33 h2a y27d ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _27"> </span>= <span class="_ _15"> </span>2.16.76.1.3.1 <span class="_ _27"> </span>e <span class="_ _27"> </span>conteúdo<span class="ff4"> <span class="_ _15"> </span>= <span class="_ _27"> </span>nas <span class="_ _27"> </span>primeiras <span class="_ _27"> </span>8 <span class="_ _15"> </span>(oito) <span class="_ _27"> </span>posições, <span class="_ _15"> </span>a <span class="_ _27"> </span>data <span class="_ _27"> </span>de </span></div><div class="t m0 x33 h7 y27e ff4 fs0 fc0 sc0 ls0 ws0">nascimento do <span class="_ _5"></span>titular, <span class="_ _5"></span>no formato <span class="_ _5"></span>ddmmaaaa; <span class="_ _5"></span>nas 11 <span class="_ _5"></span>(onze) <span class="_ _5"></span>posições subsequentes, <span class="_ _5"></span>o </div><div class="t m0 x33 h7 y27f ff4 fs0 fc0 sc0 ls0 ws0">Cadastro <span class="_ _3"></span>de <span class="_ _3"></span>Pessoa <span class="_ _3"></span>Física <span class="_ _3"></span>(CPF) <span class="_ _3"></span>do <span class="_ _3"></span>titular; <span class="_ _3"></span>nas <span class="_ _3"></span>11 <span class="_ _3"></span>(onze) <span class="_ _3"></span>posições <span class="_ _3"></span>subsequentes, <span class="_ _3"></span>o </div><div class="t m0 x33 h7 y17b ff4 fs0 fc0 sc0 ls0 ws0">Número <span class="_ _5"></span>de <span class="_ _5"></span>Identificação <span class="_ _5"></span>Social <span class="_ _2"></span>- <span class="_ _5"></span>NIS <span class="_ _5"></span>(PIS, <span class="_ _5"></span>PASEP <span class="_ _5"></span>ou <span class="_ _2"></span>CI); <span class="_ _5"></span>nas <span class="_ _5"></span>15 <span class="_ _5"></span>(quinze) <span class="_ _5"></span>posições </div><div class="t m0 x33 h7 y280 ff4 fs0 fc0 sc0 ls0 ws0">subsequentes, <span class="_ _7"></span>o <span class="_ _7"></span>númer<span class="_ _5"></span>o <span class="_ _7"></span>do <span class="_ _7"></span>Registro <span class="_ _17"></span>Geral <span class="_ _7"></span>- <span class="_ _17"></span>RG <span class="_ _7"></span>do <span class="_ _7"></span>titular; <span class="_ _17"></span>nas <span class="_ _7"></span>10 <span class="_ _7"></span>(dez) <span class="_ _17"></span>posições </div><div class="t m0 x33 h7 y281 ff4 fs0 fc0 sc0 ls0 ws0">subsequentes, as siglas do órgão expedidor do RG e respectiva UF. </div><div class="t m0 x33 h2a y282 ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _7"></span>= <span class="_ _7"></span>2.16.76.1.3.6 <span class="_ _7"></span>e <span class="_ _7"></span>conteúdo<span class="ff4"> <span class="_ _7"></span>= <span class="_ _7"></span>nas <span class="_ _7"></span>12 <span class="_ _7"></span>(doze) <span class="_ _7"></span>posições <span class="_ _7"></span>o <span class="_ _7"></span>número <span class="_ _7"></span>do <span class="_ _7"></span>Cadastro </span></div><div class="t m0 x33 h7 y283 ff4 fs0 fc0 sc0 ls0 ws0">Especifico do INSS (CEI) da pessoa física titular do certificado. </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf1b" class="pf w0 h0" data-page-no="1b"><div class="pc pc1b w0 h0"><img class="bi x24 y284 w17 h38" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">25</span> </div><div class="t m0 x33 h2a yd6 ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _6"></span>= <span class="_ _3"></span>2.16.76.1.3.5 <span class="_ _6"></span>e <span class="_ _6"></span>conteúdo<span class="ff4"> <span class="_ _6"></span>= <span class="_ _3"></span>nas <span class="_ _6"></span>primeiras <span class="_ _6"></span>12 <span class="_ _3"></span>(doze) <span class="_ _6"></span>posições, <span class="_ _6"></span>o <span class="_ _3"></span>número <span class="_ _6"></span>de </span></div><div class="t m0 x33 h7 yd7 ff4 fs0 fc0 sc0 ls0 ws0">inscrição <span class="_ _4"></span>do Título <span class="_ _4"></span>de <span class="_ _4"></span>Eleitor; <span class="_ _0"></span>nas <span class="_ _4"></span>3 <span class="_ _0"></span>(três) <span class="_ _4"></span>posi<span class="_ _5"></span>ções <span class="_ _4"></span>subsequentes, <span class="_ _0"></span>a <span class="_ _4"></span>Zona Eleitoral; <span class="_ _4"></span>nas </div><div class="t m0 x33 h7 yd8 ff4 fs0 fc0 sc0 ls0 ws0">4 (quatro) posições seguintes, a Seção; nas 22 (vinte e duas) posições subsequentes, o </div><div class="t m0 x33 h7 yd9 ff4 fs0 fc0 sc0 ls0 ws0">município e a UF do Título de Eleitor. </div><div class="t m0 x36 h7 y11e ff4 fs0 fc0 sc0 ls0 ws0">a.2) 1 (um) campo <span class="ff6">otherName</span>, obrigatório para c<span class="_ _0"></span>ertificados digitais cujas titularidades foram </div><div class="t m0 x36 h7 y285 ff4 fs0 fc0 sc0 ls0 ws0">validadas <span class="_ _2"></span>pela <span class="_ _5"></span>AR <span class="_ _2"></span>dos <span class="_ _2"></span>conselhos <span class="_ _2"></span>de <span class="_ _5"></span>classes <span class="_ _2"></span>profissionais <span class="_ _2"></span>regulamentados <span class="_ _2"></span>por <span class="_ _5"></span>lei<span class="_ _5"></span> <span class="_ _2"></span>específica, </div><div class="t m0 x36 h7 y286 ff4 fs0 fc0 sc0 ls0 ws0">contendo: </div><div class="t m0 x33 h2a y11f ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _5"></span>= <span class="_ _2"></span>2.16.76.1.4.2.n e <span class="_ _2"></span>conteúdo <span class="_ _5"></span><span class="ff4">= <span class="_ _2"></span>de <span class="_ _5"></span>tamanho <span class="_ _5"></span>variável <span class="_ _2"></span>correspondente ao <span class="_ _2"></span>número </span></div><div class="t m0 x33 h7 y1e2 ff4 fs0 fc0 sc0 ls0 ws0">de <span class="_ _1c"> </span>identificação <span class="_ _17"> </span>profissional <span class="_ _1c"> </span>emitido <span class="_ _17"> </span>por <span class="_ _1c"> </span>conselho <span class="_ _1c"> </span>de <span class="_ _17"> </span>classe <span class="_ _1c"> </span>profissional <span class="_ _1c"> </span>e <span class="_ _17"> </span>outras </div><div class="t m0 x33 h7 y287 ff4 fs0 fc0 sc0 ls0 ws0">informações, se necessário. </div><div class="t m0 x0 h7 y288 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h7 y123 ff4 fs0 fc0 sc0 ls0 ws0">a.3) 1 <span class="_ _5"></span>(um) <span class="_ _5"></span>campo <span class="_ _5"></span><span class="ff6">otherName</span>, obri<span class="_ _5"></span>gatório, para <span class="_ _5"></span>certificados <span class="_ _5"></span>vinculados ao <span class="_ _5"></span>Documento <span class="_ _5"></span>RIC, </div><div class="t m0 x36 h7 y124 ff4 fs0 fc0 sc0 ls0 ws0">contendo: </div><div class="t m0 x36 h7 y125 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> </div><div class="t m0 x33 h2a y289 ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _6"></span>= <span class="_ _3"></span>2.16.76.1.3.9 <span class="_ _6"></span>e <span class="_ _6"></span>conteúdo<span class="ff4"> <span class="_ _6"></span>= <span class="_ _3"></span>nas <span class="_ _6"></span>primeiras <span class="_ _6"></span>11 <span class="_ _3"></span>(onze) <span class="_ _6"></span>posições, <span class="_ _6"></span>o <span class="_ _3"></span>número <span class="_ _6"></span>de </span></div><div class="t m0 x33 h7 y28a ff4 fs0 fc0 sc0 ls0 ws0">Registro de Identidade Civil. </div><div class="t m0 x36 h7 y1b8 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h7 y129 ff4 fs0 fc0 sc0 ls0 ws0">a.4) <span class="_ _3"></span>1 <span class="_ _2"></span>(um) <span class="_ _3"></span>campo <span class="_ _3"></span><span class="ff6">otherName</span>, <span class="_ _2"></span>obrigatório <span class="_ _3"></span>para <span class="_ _2"></span>certificados <span class="_ _3"></span>digitais <span class="_ _2"></span>emitidos <span class="_ _3"></span>para <span class="_ _3"></span>servidor </div><div class="t m0 x36 h7 y28b ff4 fs0 fc0 sc0 ls0 ws0">público e militar, contendo: </div><div class="t m0 x36 h7 y28c ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> </div><div class="t m0 x33 h2a y28d ff5 fs0 fc0 sc0 ls0 ws0">OID = 2.16.76.1.3.11 e conteúdo<span class="ff4"> = nas primeiras 10 (dez) posições, o cadastro único </span></div><div class="t m0 x33 h7 y28e ff4 fs0 fc0 sc0 ls0 ws0">do <span class="_ _2"></span>servidor <span class="_ _5"></span>público <span class="_ _2"></span>da <span class="_ _5"></span>ativa <span class="_ _2"></span>e <span class="_ _2"></span>militares <span class="_ _5"></span>da <span class="_ _2"></span>União <span class="_ _5"></span>constante <span class="_ _2"></span>no <span class="_ _2"></span>Sistema <span class="_ _5"></span>de <span class="_ _2"></span>Gestão <span class="_ _5"></span>de<span class="_ _5"></span> </div><div class="t m0 x33 h7 y28f ff4 fs0 fc0 sc0 ls0 ws0">Pessoal <span class="_ _28"> </span>(SIGEPE) <span class="_ _28"> </span>mant<span class="_ _5"></span>ido <span class="_ _28"> </span>pelo <span class="_ _28"> </span>Mini<span class="_ _5"></span>stério <span class="_ _28"> </span>do <span class="_ _28"> </span>Planej<span class="_ _5"></span>amento <span class="_ _28"> </span>ou <span class="_ _28"> </span>nos <span class="_ _1b"> </span>sistemas </div><div class="t m0 x33 h7 y290 ff4 fs0 fc0 sc0 ls0 ws0">correlatos, <span class="_ _4"></span>no <span class="_ _4"></span>âmbito <span class="_ _4"></span>da <span class="_ _4"></span>esfera <span class="_ _4"></span>estadual <span class="_ _4"></span>e <span class="_ _4"></span>do <span class="_ _4"></span>Distrito <span class="_ _4"></span>Federal, <span class="_ _4"></span>e <span class="_ _4"></span>nos <span class="_ _4"></span>Sistemas <span class="_ _4"></span>de <span class="_ _4"></span>Gestã<span class="_ _5"></span>o </div><div class="t m0 x33 h7 y291 ff4 fs0 fc0 sc0 ls0 ws0">de Pessoal das Forças Armadas. </div><div class="t m0 x32 h28 y292 ff4 fs0 fc0 sc0 ls0 ws0">b)<span class="fff"> <span class="_ _28"> </span></span>Para <span class="_ _6"></span>certificado <span class="_ _6"></span>de <span class="_ _6"></span>pessoa <span class="_ _3"></span>jurídica, <span class="_ _6"></span>4 <span class="_ _6"></span>(quatro) <span class="_ _6"></span>campos <span class="_ _6"></span><span class="ff6">otherName</span>, <span class="_ _6"></span>obrigatórios, <span class="_ _6"></span>contendo, </div><div class="t m0 x36 h7 y293 ff4 fs0 fc0 sc0 ls0 ws0">nesta ordem: </div><div class="t m0 x33 h2a y294 ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _27"> </span>= <span class="_ _15"> </span>2.16.76.1.3.4 <span class="_ _27"> </span>e <span class="_ _27"> </span>conteúdo<span class="ff4"> <span class="_ _15"> </span>= <span class="_ _27"> </span>nas <span class="_ _27"> </span>primeiras <span class="_ _15"> </span>8 <span class="_ _27"> </span>(oito) <span class="_ _27"> </span>posições, <span class="_ _15"> </span>a <span class="_ _27"> </span>data <span class="_ _27"> </span>de </span></div><div class="t m0 x33 h7 y295 ff4 fs0 fc0 sc0 ls0 ws0">nascimento <span class="_ _7"></span>do <span class="_ _7"></span>responsável <span class="_ _7"></span>pelo <span class="_ _17"></span>certificado, <span class="_ _6"></span>no <span class="_ _17"></span>formato <span class="_ _6"></span>ddmmaaaa; <span class="_ _17"></span>nas <span class="_ _6"></span>11 <span class="_ _17"></span>(onze) </div><div class="t m0 x33 h7 y296 ff4 fs0 fc0 sc0 ls0 ws0">posições <span class="_ _7"></span>subsequentes, <span class="_ _7"></span>o <span class="_ _7"></span>Cadastro <span class="_ _6"></span>de <span class="_ _7"></span>Pessoa<span class="_ _5"></span> <span class="_ _7"></span>Física <span class="_ _6"></span>(CPF) <span class="_ _7"></span>do <span class="_ _7"></span>responsável;<span class="_ _5"></span> <span class="_ _7"></span>nas <span class="_ _7"></span>11 </div><div class="t m0 x33 h7 y297 ff4 fs0 fc0 sc0 ls0 ws0">(onze) <span class="_ _2"></span>posições <span class="_ _2"></span>subsequentes, <span class="_ _2"></span>o <span class="_ _5"></span>número <span class="_ _2"></span>de <span class="_ _2"></span>Identificação <span class="_ _2"></span>Social <span class="_ _2"></span><span class="ffc">–</span> <span class="_ _2"></span>NIS <span class="_ _2"></span>(PIS, <span class="_ _2"></span>PASEP </div><div class="t m0 x33 h7 y298 ff4 fs0 fc0 sc0 ls0 ws0">ou <span class="_ _5"></span>CI); <span class="_ _2"></span>nas <span class="_ _5"></span>15 <span class="_ _5"></span>(quinze)<span class="_ _5"></span> <span class="_ _5"></span>posições <span class="_ _2"></span>subsequentes, o <span class="_ _2"></span>número <span class="_ _5"></span>do <span class="_ _2"></span>RG do <span class="_ _2"></span>responsável; <span class="_ _5"></span>nas </div><div class="t m0 x33 h7 y299 ff4 fs0 fc0 sc0 ls0 ws0">10 (dez) posições subsequentes, as siglas do órgão expedidor do RG e respectiva UF; </div><div class="t m0 x33 h2a y29a ff5 fs0 fc0 sc0 ls0 ws0">OID = 2.16.76.1.3.2 e conteúdo<span class="ff4"> = nome do responsável pelo certificado; </span></div><div class="t m0 x33 h2a y29b ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _5"></span>= <span class="_ _5"></span>2.16.76.1.3.3 <span class="_ _2"></span>e conteúdo <span class="_ _2"></span><span class="ff4">= <span class="_ _5"></span>nas <span class="_ _5"></span>14 <span class="_ _5"></span>(quatorze) <span class="_ _2"></span>posições o <span class="_ _2"></span>número do <span class="_ _2"></span>Cadastro </span></div><div class="t m0 x33 h7 y29c ff4 fs0 fc0 sc0 ls0 ws0">Nacional de Pessoa Jurídica (CNPJ) da pessoa jurídica titular do certificado; </div><div class="t m0 x33 h2a y29d ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _7"></span>= <span class="_ _7"></span>2.16.76.1.3.7 <span class="_ _7"></span>e <span class="_ _7"></span>conteúdo <span class="_ _7"></span><span class="ff4">= <span class="_ _7"></span>nas <span class="_ _7"></span>12 <span class="_ _7"></span>(doze) <span class="_ _7"></span>posições <span class="_ _7"></span>o <span class="_ _7"></span>número <span class="_ _7"></span>do <span class="_ _7"></span>Cadastro </span></div><div class="t m0 x33 h7 y29e ff4 fs0 fc0 sc0 ls0 ws0">Específico do INSS (CEI) da pessoa jurídica titular do certificado. </div><div class="t m0 x24 h7 y29f ff4 fs0 fc0 sc0 ls0 ws0">c) Para certificado de equipamento ou aplicação: </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">26</span> </div><div class="t m0 x36 h7 yd6 ff4 fs0 fc0 sc0 ls0 ws0">c.1) 4 (quatro) campos <span class="ff6">otherName</span>, obrigatórios, contendo, nesta ordem: </div><div class="t m0 x33 h7 y17f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x33 h2a y180 ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _3"></span>= <span class="_ _3"></span>2.16.76.1.3.8 <span class="_ _3"></span>e <span class="_ _3"></span>conteúdo <span class="_ _3"></span><span class="ff4">= <span class="_ _2"></span>nome <span class="_ _3"></span>empresarial <span class="_ _3"></span>constante <span class="_ _3"></span>do <span class="_ _3"></span>CNPJ <span class="_ _3"></span>(Cadastro </span></div><div class="t m0 x33 h7 y2a1 ff4 fs0 fc0 sc0 ls0 ws0">Nacional de Pessoa Jurídica), <span class="_ _0"></span>sem abreviações, se o certificado <span class="_ _0"></span>for de pessoa jurídica; </div><div class="t m0 x33 h2a y256 ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _5"></span>= <span class="_ _5"></span>2.16.76.1.3.3 <span class="_ _2"></span>e conteúdo<span class="_ _5"></span><span class="ff4"> <span class="_ _5"></span>= <span class="_ _5"></span>nas <span class="_ _2"></span>14 (quatorze) <span class="_ _2"></span>posições o <span class="_ _2"></span>número do <span class="_ _2"></span>Cadastro </span></div><div class="t m0 x33 h7 y222 ff4 fs0 fc0 sc0 ls0 ws0">Nacional de Pessoa Jurídica (CNPJ), se o certificado for de pessoa jurídica; </div><div class="t m0 x33 h2a y258 ff5 fs0 fc0 sc0 ls0 ws0">OID = 2.16.76.1.3.2 e conteúdo<span class="ff4"> = nome do responsável pelo certificado; </span></div><div class="t m0 x33 h2a y2a2 ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _27"> </span>= <span class="_ _15"> </span>2.16.76.1.3.4 <span class="_ _27"> </span>e <span class="_ _27"> </span>conteúdo <span class="_ _15"> </span><span class="ff4">= <span class="_ _27"> </span>nas <span class="_ _27"> </span>primeiras <span class="_ _15"> </span>8 <span class="_ _27"> </span>(oito) <span class="_ _27"> </span>posições, <span class="_ _15"> </span>a <span class="_ _27"> </span>data <span class="_ _27"> </span>de </span></div><div class="t m0 x33 h7 y225 ff4 fs0 fc0 sc0 ls0 ws0">nascimento <span class="_ _7"></span>do <span class="_ _7"></span>responsável <span class="_ _7"></span>pelo <span class="_ _17"></span>certificado, <span class="_ _6"></span>no <span class="_ _17"></span>formato <span class="_ _6"></span>ddm<span class="_ _5"></span>maaaa; <span class="_ _7"></span>nas <span class="_ _17"></span>11 <span class="_ _6"></span>(onze) </div><div class="t m0 x33 h7 y2a3 ff4 fs0 fc0 sc0 ls0 ws0">posições <span class="_ _7"></span>subsequentes, <span class="_ _7"></span>o <span class="_ _7"></span>Cadastro <span class="_ _6"></span>de <span class="_ _7"></span>Pessoa<span class="_ _5"></span> <span class="_ _7"></span>Física <span class="_ _6"></span>(CPF) <span class="_ _7"></span>do <span class="_ _7"></span>responsável; <span class="_ _7"></span>nas <span class="_ _7"></span>11 </div><div class="t m0 x33 h7 y2a4 ff4 fs0 fc0 sc0 ls0 ws0">(onze) <span class="_ _2"></span>posições <span class="_ _2"></span>subsequentes, <span class="_ _2"></span>o <span class="_ _5"></span>número <span class="_ _2"></span>de <span class="_ _2"></span>Identificação <span class="_ _2"></span>Social <span class="_ _2"></span><span class="ffc">–</span> <span class="_ _2"></span>NIS <span class="_ _2"></span>(PIS, <span class="_ _2"></span>PASEP </div><div class="t m0 x33 h7 y2a5 ff4 fs0 fc0 sc0 ls0 ws0">ou <span class="_ _5"></span>CI); <span class="_ _2"></span>nas <span class="_ _5"></span>15 <span class="_ _5"></span>(quinze)<span class="_ _5"></span> <span class="_ _5"></span>posições <span class="_ _2"></span>subsequentes, o <span class="_ _2"></span>número <span class="_ _5"></span>do <span class="_ _2"></span>RG do <span class="_ _2"></span>responsável; <span class="_ _2"></span>nas </div><div class="t m0 x33 h7 y2a6 ff4 fs0 fc0 sc0 ls0 ws0">10 (dez) posições subsequentes, as siglas do órgão expedidor do RG e respectiva UF. </div><div class="t m0 x36 h7 y2a7 ff4 fs0 fc0 sc0 ls0 ws0">c.2) Para <span class="_ _4"></span>certificados do <span class="_ _4"></span>ti<span class="_ _5"></span>po SSL<span class="_ _0"></span>/TLS, Campo <span class="_ _4"></span>dNSName, obrigatório, <span class="_ _0"></span>contendo um <span class="_ _4"></span>ou mais </div><div class="t m0 x36 h7 y289 ff4 fs0 fc0 sc0 ls0 ws0">domínios pertencentes ou controlados pelo titular, seguindo as regras defini<span class="_ _5"></span>das na RFC 5280 </div><div class="t m0 x36 h7 y28a ff4 fs0 fc0 sc0 ls0 ws0">e RFC 2818, em conformidade com os princípios e critérios WebTrust. </div><div class="t m0 x32 h28 y1b8 ff4 fs0 fc0 sc0 ls5 ws0">c)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">Para certificado de equipamento ou aplicação: <span class="fc1">(Redação <span class="_ _5"></span>dada pela Resolução CG ICP-Brasil </span></span></span></div><div class="t m0 x36 h7 y2a8 ff4 fs0 fc1 sc0 ls0 ws0">n° 196, de 2021)<span class="fc0"> </span></div><div class="t m0 x36 h7 y2a9 ff4 fs0 fc0 sc0 ls0 ws0">c.1) Para <span class="_ _0"></span>certificados do <span class="_ _4"></span>tipo SSL/TLS, Campo <span class="_ _4"></span>dNSName<span class="_ _5"></span>, obrigatório, <span class="_ _0"></span>contendo um <span class="_ _4"></span>ou mais </div><div class="t m0 x36 h7 y2aa ff4 fs0 fc0 sc0 ls0 ws0">domínios pertencentes ou controlados pelo titular, seguindo <span class="_ _5"></span>as regras definidas na RFC 528<span class="_ _5"></span>0 </div><div class="t m0 x36 h7 y2ab ff4 fs0 fc0 sc0 ls0 ws0">e RFC <span class="_ _5"></span>2818 <span class="_ _5"></span>e em <span class="_ _5"></span>conformidade <span class="_ _5"></span>com os <span class="_ _5"></span>princípios <span class="_ _5"></span>e <span class="_ _5"></span>critérios WebTrust.<span class="_ _2"></span> <span class="fc1">(Redação dada <span class="_ _5"></span>pela </span></div><div class="t m0 x36 h7 y2ac ff4 fs0 fc1 sc0 ls0 ws0">Resolução CG ICP-Brasil n° 196, de 2021)<span class="fc0"> </span></div><div class="t m0 x36 h7 y2ad ff4 fs0 fc0 sc0 ls0 ws0"> c.2) <span class="_ _6"></span>Para <span class="_ _6"></span>os <span class="_ _3"></span>demais <span class="_ _6"></span>tipos <span class="_ _6"></span>de <span class="_ _6"></span>certificado <span class="_ _6"></span>de <span class="_ _6"></span>equipamento <span class="_ _3"></span>ou <span class="_ _6"></span>aplicação, <span class="_ _6"></span>4 <span class="_ _6"></span>(quatro) <span class="_ _6"></span>campos </div><div class="t m0 x36 h7 y2ae ff4 fs0 fc0 sc0 ls0 ws0">otherName, <span class="_ _6"></span>obrigatórios, <span class="_ _6"></span>contendo, <span class="_ _6"></span>nesta <span class="_ _7"></span>ordem: <span class="_ _6"></span><span class="fc1">(Redaçã<span class="_ _5"></span>o <span class="_ _6"></span>dada <span class="_ _6"></span>pela <span class="_ _7"></span>Resolução <span class="_ _6"></span>CG <span class="_ _6"></span>ICP-</span></div><div class="t m0 x36 h7 y2af ff4 fs0 fc1 sc0 ls0 ws0">Brasil n° 196, de 2021)<span class="fc0"> </span></div><div class="t m0 x33 h2a y2b0 ff5 fs0 fc0 sc0 ls0 ws0">OID<span class="ff4"> <span class="_ _3"></span><span class="ls5">= <span class="_ _3"></span></span></span>2.16.76.1.3.8 <span class="_ _3"></span>e <span class="_ _3"></span>conteúdo<span class="ff4"> <span class="_ _3"></span>= <span class="_ _2"></span>nome <span class="_ _3"></span>empresarial <span class="_ _3"></span>constante <span class="_ _3"></span>do <span class="_ _3"></span>CNPJ <span class="_ _3"></span>(Cadastro </span></div><div class="t m0 x33 h7 y2b1 ff4 fs0 fc0 sc0 ls0 ws0">Nacional de Pessoa Jurídica), <span class="_ _0"></span>sem abreviações, se o certificado for de <span class="_ _0"></span>pessoa jurídica; </div><div class="t m0 x33 h7 y2b2 ff4 fs0 fc1 sc0 ls0 ws0">(Redação dada pela Resolução CG ICP-Brasil n° 196, de 2021)<span class="fc0"> </span></div><div class="t m0 x33 h2a y5d ff5 fs0 fc0 sc0 ls0 ws0">OID<span class="ff4"> <span class="_ _5"></span><span class="ls5">= <span class="_ _5"></span></span></span>2.16.76.1.3.3 <span class="_ _2"></span>e conteúdo<span class="_ _5"></span><span class="ff4"> <span class="_ _5"></span>= <span class="_ _5"></span>n<span class="_ _5"></span>as <span class="_ _5"></span>14 <span class="_ _5"></span>(quatorze) <span class="_ _2"></span>posições o <span class="_ _2"></span>número <span class="_ _5"></span>do <span class="_ _5"></span>Cadastro </span></div><div class="t m0 x33 h7 y2b3 ff4 fs0 fc0 sc0 ls0 ws0">Nacional de Pessoa Jurídica <span class="_ _5"></span>(CNPJ), se o certificado for <span class="_ _5"></span>de pessoa jurídica;<span class="_ _5"></span> <span class="fc1">(Redação </span></div><div class="t m0 x33 h7 y2b4 ff4 fs0 fc1 sc0 ls0 ws0">dada pela Resolução CG ICP-Brasil n° 196, de 2021)<span class="fc0"> </span></div><div class="t m0 x33 h2a y298 ff5 fs0 fc0 sc0 ls0 ws0">OID<span class="ff4"> <span class="_ _3"></span><span class="ls5">= <span class="_ _2"></span></span></span>2.16.76.1.3.2 <span class="_ _3"></span>e <span class="_ _3"></span>conteúdo<span class="ff4"> <span class="_ _2"></span>= <span class="_ _3"></span>nome <span class="_ _3"></span>do <span class="_ _2"></span>responsável <span class="_ _3"></span>pelo <span class="_ _2"></span>certificado;<span class="_ _5"></span> <span class="_ _3"></span><span class="fc1">(Redação </span></span></div><div class="t m0 x33 h7 y299 ff4 fs0 fc1 sc0 ls0 ws0">dada pela Resolução CG ICP-Brasil n° 196, de 2021)<span class="fc0"> </span></div><div class="t m0 x33 h2a y29a ff5 fs0 fc0 sc0 ls0 ws0">OID<span class="ff4"> <span class="_ _27"> </span><span class="ls5">= <span class="_ _15"> </span></span></span>2.16.76.1.3.4 <span class="_ _27"> </span>e <span class="_ _27"> </span>conteúdo<span class="ff4"> <span class="_ _15"> </span>= <span class="_ _27"> </span>nas <span class="_ _27"> </span>primeiras <span class="_ _27"> </span>8 <span class="_ _15"> </span>(oito) <span class="_ _27"> </span>posições, <span class="_ _27"> </span>a <span class="_ _15"> </span>data<span class="_ _5"></span> <span class="_ _27"> </span>de </span></div><div class="t m0 x33 h7 y2b5 ff4 fs0 fc0 sc0 ls0 ws0">nascimento <span class="_ _7"></span>do <span class="_ _7"></span>responsável <span class="_ _7"></span>pelo <span class="_ _17"></span>certificado, <span class="_ _6"></span>no <span class="_ _17"></span>formato <span class="_ _6"></span>ddmmaaaa; <span class="_ _17"></span>nas <span class="_ _6"></span>11 <span class="_ _17"></span>(onze) </div><div class="t m0 x33 h7 y2b6 ff4 fs0 fc0 sc0 ls0 ws0">posições <span class="_ _7"></span>subsequentes, <span class="_ _7"></span>o <span class="_ _7"></span>Cadastro <span class="_ _6"></span>de <span class="_ _7"></span>Pessoa<span class="_ _5"></span> <span class="_ _7"></span>Física <span class="_ _6"></span>(CPF) <span class="_ _7"></span>do <span class="_ _7"></span>responsável; <span class="_ _7"></span>nas <span class="_ _7"></span>11 </div><div class="t m0 x33 h7 y2b7 ff4 fs0 fc0 sc0 ls0 ws0">(onze) <span class="_ _2"></span>posições <span class="_ _2"></span>subsequentes, <span class="_ _2"></span>o <span class="_ _5"></span>número <span class="_ _2"></span>de <span class="_ _2"></span>Identificação <span class="_ _2"></span>Social <span class="_ _2"></span><span class="ffc">–</span> <span class="_ _2"></span>NIS <span class="_ _2"></span>(PIS, <span class="_ _2"></span>PASEP </div><div class="t m0 x33 h7 y2b8 ff4 fs0 fc0 sc0 ls0 ws0">ou <span class="_ _5"></span>CI); <span class="_ _2"></span>nas <span class="_ _5"></span>15 <span class="_ _5"></span>(quinze)<span class="_ _5"></span> <span class="_ _5"></span>posições <span class="_ _2"></span>subsequentes, o <span class="_ _2"></span>número <span class="_ _5"></span>do <span class="_ _2"></span>RG do <span class="_ _2"></span>responsável; <span class="_ _5"></span>nas </div><div class="t m0 x33 h7 y2b9 ff4 fs0 fc0 sc0 ls0 ws0">10 (dez) <span class="_ _5"></span>posições subsequentes, <span class="_ _5"></span>as <span class="_ _5"></span>siglas do <span class="_ _5"></span>órgão expedidor <span class="_ _5"></span>do RG <span class="_ _5"></span>e <span class="_ _5"></span>respectiva UF.<span class="_ _5"></span> </div><div class="t m0 x33 h7 y2ba ff4 fs0 fc1 sc0 ls0 ws0">(Redação dada pela Resolução CG ICP-Brasil n° 196, de 2021)<span class="fc0"> </span></div></div><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao196_DOC-ICP-04_v.8.1.htm"><div class="d m1" style="border-style:none;position:absolute;left:315.230000px;bottom:442.340000px;width:228.620000px;height:13.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao196_DOC-ICP-04_v.8.1.htm"><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:420.550000px;width:120.620000px;height:21.790000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" 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<div id="pf1d" class="pf w0 h0" data-page-no="1d"><div class="pc pc1d w0 h0"><img class="bi x6 y46 w7 hc" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">27</span> </div><div class="t m0 x32 h28 yd6 ff4 fs0 fc0 sc0 ls0 ws0">d)<span class="fff"> <span class="_ _28"> </span></span>Para <span class="_ _17"> </span>certificado <span class="_ _17"> </span>de <span class="_ _17"> </span>equipamento <span class="_ _17"> </span>A <span class="_ _17"> </span>CF-<span class="_ _5"></span>e-SAT, <span class="_ _17"> </span>3 <span class="_ _17"> </span>(três) <span class="_ _17"> </span>campos <span class="_ _17"> </span>otherName, <span class="_ _17"> </span>obrigatórios, </div><div class="t m0 x36 h7 yd7 ff4 fs0 fc0 sc0 ls0 ws0">contendo, nesta ordem: </div><div class="t m0 x33 h2a y2bb ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _3"></span>= <span class="_ _3"></span>2.16.76.1.3.8 <span class="_ _3"></span>e <span class="_ _3"></span>conteúdo<span class="ff4"> <span class="_ _3"></span>= <span class="_ _2"></span>nome <span class="_ _3"></span>empresarial <span class="_ _3"></span>constante <span class="_ _3"></span>do <span class="_ _3"></span>CNPJ <span class="_ _3"></span>(Cadastro </span></div><div class="t m0 x33 h7 y239 ff4 fs0 fc0 sc0 ls0 ws0">Nacional <span class="_ _3"></span>de <span class="_ _3"></span>Pessoa <span class="_ _3"></span>Jurídica), <span class="_ _2"></span>sem <span class="_ _3"></span>abreviações, <span class="_ _3"></span>idêntico <span class="_ _3"></span>ao <span class="_ _3"></span>constante <span class="_ _3"></span>no <span class="_ _3"></span>certificado </div><div class="t m0 x33 h7 y23a ff4 fs0 fc0 sc0 ls0 ws0">digital <span class="_ _4"></span>de <span class="_ _8"></span>pessoa <span class="_ _4"></span>jurídica <span class="_ _4"></span>requisitante <span class="_ _8"></span>deste <span class="_ _4"></span>ou <span class="_ _4"></span>quando <span class="_ _4"></span>o <span class="_ _8"></span>requisitante <span class="_ _4"></span>for <span class="_ _4"></span>uma <span class="_ _4"></span>Secretaria </div><div class="t m0 x33 h7 y2bc ff4 fs0 fc0 sc0 ls0 ws0">Estadual da Fazenda, o CNPJ do contribuinte a quem foi atribuído o certificado; </div><div class="t m0 x33 h2a y23c ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _5"></span>= <span class="_ _5"></span>2.16.76.1.3.3 <span class="_ _2"></span>e conteúdo <span class="_ _2"></span><span class="ff4">= <span class="_ _5"></span>nas <span class="_ _5"></span>14 <span class="_ _5"></span>(quatorze) <span class="_ _2"></span>posições o <span class="_ _2"></span>número do <span class="_ _2"></span>Cadastro </span></div><div class="t m0 x33 h7 y23d ff4 fs0 fc0 sc0 ls0 ws0">Nacional <span class="_ _3"></span>de <span class="_ _3"></span>Pessoa <span class="_ _3"></span>Jurídica <span class="_ _3"></span>(CNPJ), <span class="_ _3"></span>idêntico <span class="_ _3"></span>ao <span class="_ _3"></span>constante <span class="_ _3"></span>no <span class="_ _3"></span>certificado <span class="_ _3"></span>digital <span class="_ _6"></span>de </div><div class="t m0 x33 h7 y2bd ff4 fs0 fc0 sc0 ls0 ws0">pessoa <span class="_ _4"></span>jurídica requisitan<span class="_ _0"></span>te <span class="_ _0"></span>deste <span class="_ _4"></span>ou quando <span class="_ _4"></span>o <span class="_ _4"></span>requisi<span class="_ _5"></span>tante <span class="_ _4"></span>for <span class="_ _0"></span>uma <span class="_ _0"></span>Secretaria <span class="_ _4"></span>Estadual </div><div class="t m0 x33 h7 y7e ff4 fs0 fc0 sc0 ls0 ws0">da Fazenda, o CNPJ do contribuinte a quem foi atribuído o certificado; </div><div class="t m0 x33 h2a y2be ff5 fs0 fc0 sc0 ls0 ws0">OID = 2.16.<span class="_ _5"></span>76.1.3.10 e <span class="_ _5"></span>conteúdo<span class="ff4"> <span class="_ _5"></span>= nas <span class="_ _5"></span>primeiras 10 (dez) <span class="_ _5"></span>posições, <span class="_ _5"></span>número de série </span></div><div class="t m0 x33 h7 y2bf ff4 fs0 fc0 sc0 ls0 ws0">do <span class="_ _3"></span>equipamento <span class="_ _6"></span>emissor <span class="_ _3"></span>de <span class="_ _6"></span>CF-e-SAT; <span class="_ _3"></span>nas <span class="_ _6"></span>14 <span class="_ _3"></span>(quatorze) <span class="_ _6"></span>posições <span class="_ _6"></span>subsequentes, <span class="_ _3"></span>o </div><div class="t m0 x33 h7 y2c0 ff4 fs0 fc0 sc0 ls0 ws0">número  da <span class="_ _1c"> </span>inscrição  es<span class="_ _0"></span>tadual  da <span class="_ _1c"> </span>pessoa  jurídica <span class="_ _1c"> </span>emissora  do <span class="_ _1c"> </span>CF-e-SAT;  nas  14 </div><div class="t m0 x33 h7 y1c3 ff4 fs0 fc0 sc0 ls0 ws0">(quatorze) posições subsequentes, <span class="_ _0"></span>o número da <span class="_ _0"></span>inscrição municipal <span class="_ _0"></span>da pessoa jurídica </div><div class="t m0 x33 h7 y1c4 ff4 fs0 fc0 sc0 ls0 ws0">emissora do CF-e-SAT. </div><div class="t m0 x0 h2a y2c1 ff5 fs0 fc0 sc0 ls0 ws0">NOTA<span class="ff4">: <span class="_ _5"></span>Uma <span class="_ _5"></span>Secretaria <span class="_ _5"></span>Estadual <span class="_ _5"></span>de <span class="_ _5"></span>Fazenda <span class="_ _5"></span>tem <span class="_ _5"></span>a <span class="_ _5"></span>compe<span class="_ _5"></span>tência <span class="_ _5"></span>institucional <span class="_ _5"></span>de <span class="_ _5"></span>promover <span class="_ _5"></span>a <span class="_ _5"></span>gestão </span></div><div class="t m0 x0 h7 y2c2 ff4 fs0 fc0 sc0 ls0 ws0">tributária <span class="_ _5"></span>e <span class="_ _5"></span>financeira <span class="_ _5"></span>estadual, <span class="_ _5"></span>bem <span class="_ _5"></span>como <span class="_ _5"></span>supervisionar, <span class="_ _5"></span>coordenar <span class="_ _5"></span>e <span class="_ _5"></span>executar <span class="_ _5"></span>a <span class="_ _5"></span>política <span class="_ _5"></span>tributária <span class="_ _5"></span>e </div><div class="t m0 x0 h7 y1c7 ff4 fs0 fc0 sc0 ls0 ws0">fiscal do Estado. </div><div class="t m0 x0 h7 y2c3 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x32 h28 y2c4 ff4 fs0 fc0 sc0 ls5 ws0">e)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">Para <span class="_ _4"></span>certificado <span class="_ _0"></span>de <span class="_ _4"></span>equipamento <span class="_ _0"></span>OM-BR, <span class="_ _4"></span>3 <span class="_ _4"></span>(três<span class="_ _5"></span>) <span class="_ _4"></span>campos <span class="ff6">oth<span class="_ _0"></span>erName<span class="ff4">, <span class="_ _4"></span>obrigatórios, <span class="_ _0"></span>contendo, </span></span></span></span></div><div class="t m0 x36 h7 y2c5 ff4 fs0 fc0 sc0 ls0 ws0">nesta ordem: </div><div class="t m0 x33 h2a y2c6 ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _3"></span>= <span class="_ _3"></span>2.16.76.1.3.8 <span class="_ _3"></span>e <span class="_ _3"></span>conteúdo<span class="ff4"> <span class="_ _3"></span>= <span class="_ _2"></span>nome <span class="_ _3"></span>empresarial <span class="_ _3"></span>constante <span class="_ _3"></span>do <span class="_ _3"></span>CNPJ <span class="_ _3"></span>(Cadastro </span></div><div class="t m0 x33 h7 y2c7 ff4 fs0 fc0 sc0 ls0 ws0">Nacional <span class="_ _3"></span>de <span class="_ _3"></span>Pessoa <span class="_ _3"></span>Jurídica), <span class="_ _2"></span>sem <span class="_ _3"></span>abreviações, <span class="_ _3"></span>idêntico <span class="_ _3"></span>ao <span class="_ _3"></span>constante <span class="_ _3"></span>no <span class="_ _3"></span>certificado </div><div class="t m0 x33 h7 y2c8 ff4 fs0 fc0 sc0 ls0 ws0">digital de pessoa jurídica requisitante deste; </div><div class="t m0 x33 h2a y2c9 ff5 fs0 fc0 sc0 ls0 ws0">OID <span class="_ _5"></span>= <span class="_ _5"></span>2.16.76.1.3.3 <span class="_ _2"></span>e conteúdo<span class="_ _5"></span><span class="ff4"> <span class="_ _5"></span>= <span class="_ _5"></span>nas<span class="_ _5"></span> <span class="_ _5"></span>14 <span class="_ _5"></span>(quatorze) <span class="_ _2"></span>posições o <span class="_ _2"></span>número do <span class="_ _2"></span>Cadastro </span></div><div class="t m0 x33 h7 y2ca ff4 fs0 fc0 sc0 ls0 ws0">Nacional <span class="_ _3"></span>de <span class="_ _3"></span>Pessoa <span class="_ _3"></span>Jurídica <span class="_ _3"></span>(CNPJ), <span class="_ _3"></span>idêntico <span class="_ _3"></span>ao <span class="_ _3"></span>constante <span class="_ _3"></span>no <span class="_ _3"></span>certificado <span class="_ _3"></span>digital <span class="_ _6"></span>de </div><div class="t m0 x33 h7 y2cb ff4 fs0 fc0 sc0 ls0 ws0">pessoa jurídica requisitante deste; </div><div class="t m0 x33 h2a y2cc ff5 fs0 fc0 sc0 ls0 ws0">OID  =  2.16.76.1.3.12  e  conteúdo<span class="_ _5"></span><span class="ff4">  =  nas  primeiras<span class="_ _5"></span>  8  (oito)  posições,  a  data<span class="_ _5"></span>  de </span></div><div class="t m0 x33 h7 y2cd ff4 fs0 fc0 sc0 ls0 ws0">fabricação <span class="_ _7"></span>do <span class="_ _17"></span>equipamento, <span class="_ _7"></span>no <span class="_ _7"></span>formato <span class="_ _17"></span>ddmmaaaa; <span class="_ _7"></span>nas <span class="_ _7"></span>posições <span class="_ _17"></span>subsequentes, <span class="_ _7"></span>os </div><div class="t m0 x33 h7 y2ce ffc fs0 fc0 sc0 ls0 ws0">dados de identificação do equipamento.” (NR)<span class="ff4"> </span></div><div class="t m0 x0 h7 y2cf ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> </div><div class="t m0 x0 h28 y2d0 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.4<span class="fff"> <span class="_ _2c"> </span></span>Os campos <span class="_ _5"></span><span class="ff6">otherName</span> <span class="_ _5"></span>definidos <span class="_ _2"></span>como obrigatórios <span class="_ _5"></span>pela <span class="_ _5"></span>ICP-Brasil <span class="_ _5"></span>devem <span class="_ _5"></span>estar <span class="_ _5"></span>de <span class="_ _5"></span>acordo </div><div class="t m0 x3b h7 y2d1 ff4 fs0 fc0 sc0 ls0 ws0">com as seguintes especificações: </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">28</span> </div><div class="t m0 x32 h28 yd6 ff4 fs0 fc0 sc0 ls5 ws0">a)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">O <span class="_ _5"></span>conjunto <span class="_ _2"></span>de <span class="_ _5"></span>informações <span class="_ _2"></span>definido em <span class="_ _2"></span>cada <span class="_ _5"></span>campo <span class="_ _2"></span><span class="ff6">otherName</span> <span class="_ _5"></span>deve <span class="_ _2"></span>ser <span class="_ _5"></span>armazenado <span class="_ _5"></span>como </span></span></div><div class="t m0 x36 h7 yd7 ff4 fs0 fc0 sc0 ls0 ws0">uma cadeia de caracteres do tipo ASN.1 <span class="ff6">OCTET STRING</span> ou <span class="ff6">PRINTABLE STRING</span>; </div><div class="t m0 x32 h28 y2bb ff4 fs0 fc0 sc0 ls0 ws0">b)<span class="fff"> <span class="_ _28"> </span></span>Quando os <span class="_ _5"></span>números <span class="_ _5"></span>de <span class="_ _5"></span>CPF, NIS <span class="_ _5"></span>(PIS, <span class="_ _5"></span>PASEP o<span class="_ _5"></span>u CI), <span class="_ _5"></span>RG, <span class="_ _5"></span>CNPJ, CEI, <span class="_ _5"></span>ou <span class="_ _5"></span>Título <span class="_ _5"></span>de Eleitor </div><div class="t m0 x36 h7 y239 ff4 fs0 fc0 sc0 ls0 ws0">não estiverem <span class="_ _5"></span>disponíveis, <span class="_ _5"></span>os <span class="_ _5"></span>campos <span class="_ _5"></span>correspondentes <span class="_ _5"></span>devem <span class="_ _5"></span>ser integralmente <span class="_ _5"></span>preenchidos </div><div class="t m0 x36 h7 y23a ff4 fs0 fc0 sc0 ls0 ws0">com caracteres &quot;zero&quot;; </div><div class="t m0 x32 h28 y2d2 ff4 fs0 fc0 sc0 ls5 ws0">c)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">Se o número do RG não <span class="_ _5"></span>estiver disponível, não <span class="_ _5"></span>se deve preencher o campo de órgã<span class="_ _5"></span>o emissor </span></span></div><div class="t m0 x36 h7 y2d3 ff4 fs0 fc0 sc0 ls0 ws0">e UF. <span class="_ _5"></span>O mesmo <span class="_ _5"></span>ocorre <span class="_ _5"></span>para o <span class="_ _5"></span>campo de <span class="_ _5"></span>município <span class="_ _5"></span>e UF, <span class="_ _5"></span>se <span class="_ _5"></span>não houver<span class="_ _5"></span> número <span class="_ _5"></span>de inscrição </div><div class="t m0 x36 h7 y2d4 ff4 fs0 fc0 sc0 ls0 ws0">do Título de Eleitor; <span class="_ _1b"> </span> </div><div class="t m0 x32 h28 yde ff4 fs0 fc0 sc0 ls0 ws0">d)<span class="fff"> <span class="_ _28"> </span></span>Quando <span class="_ _2"></span>a <span class="_ _5"></span>identificação <span class="_ _5"></span>profissional <span class="_ _2"></span>não <span class="_ _5"></span>estiver <span class="_ _2"></span>disponível, <span class="_ _5"></span>não <span class="_ _5"></span>dever<span class="_ _5"></span>á <span class="_ _5"></span>ser <span class="_ _2"></span>inserido <span class="_ _5"></span>o <span class="_ _2"></span>campo </div><div class="t m0 x36 h7 y2d5 ff4 fs0 fc0 sc0 ls0 ws0">(OID) <span class="_ _3"></span>correspondente, <span class="_ _2"></span>exceto <span class="_ _3"></span>nos <span class="_ _3"></span>casos <span class="_ _2"></span>de <span class="_ _3"></span>certificado <span class="_ _3"></span>digital <span class="_ _2"></span>cuja <span class="_ _3"></span>titularidade <span class="_ _3"></span>foi <span class="_ _2"></span>validada </div><div class="t m0 x36 h7 y122 ff4 fs0 fc0 sc0 ls0 ws0">pela AR de conselho de classe profissional; </div><div class="t m0 x32 h28 y2d6 ff4 fs0 fc0 sc0 ls5 ws0">e)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">Todas <span class="_ _7"></span>informações <span class="_ _17"> </span>de <span class="_ _7"></span>tamanho <span class="_ _17"></span>variável <span class="_ _7"></span>referentes <span class="_ _17"></span>a <span class="_ _7"></span>números, <span class="_ _17"></span>tais <span class="_ _7"></span>como <span class="_ _17"></span>RG, <span class="_ _7"></span>devem <span class="_ _17"></span>ser </span></span></div><div class="t m0 x36 h7 y2d7 ff4 fs0 fc0 sc0 ls0 ws0">preenchidas <span class="_ _6"></span>com <span class="_ _17"></span>caracteres <span class="_ _6"></span>&quot;zero&quot; <span class="_ _7"></span>a <span class="_ _7"></span>sua <span class="_ _7"></span>esquerda <span class="_ _7"></span>para <span class="_ _7"></span>que <span class="_ _7"></span>seja <span class="_ _7"></span>completado <span class="_ _7"></span>seu <span class="_ _6"></span>máximo </div><div class="t m0 x36 h7 y2d8 ff4 fs0 fc0 sc0 ls0 ws0">tamanho possível; </div><div class="t m0 x32 h28 y2d9 ff4 fs0 fc0 sc0 ls2 ws0">f)<span class="fff ls0"> <span class="_ _20"> </span><span class="ff4">As <span class="_ _4"></span>10 <span class="_ _4"></span>(dez) <span class="_ _4"></span>posições <span class="_ _4"></span>das <span class="_ _4"></span>informações <span class="_ _8"></span>sobre <span class="_ _4"></span>órgão <span class="_ _4"></span>emissor <span class="_ _4"></span>do <span class="_ _4"></span>RG <span class="_ _4"></span>e <span class="_ _4"></span>UF <span class="_ _4"></span>referem-se <span class="_ _4"></span>ao <span class="_ _4"></span>tamanho </span></span></div><div class="t m0 x36 h7 y2da ff4 fs0 fc0 sc0 ls0 ws0">máximo, <span class="_ _3"></span>devendo <span class="_ _6"></span>ser <span class="_ _3"></span>utilizadas <span class="_ _3"></span>apenas <span class="_ _6"></span>as <span class="_ _3"></span>posições <span class="_ _3"></span>necessárias <span class="_ _6"></span>ao <span class="_ _3"></span>seu <span class="_ _6"></span>armazenamento, <span class="_ _3"></span>da </div><div class="t m0 x36 h7 y2db ff4 fs0 fc0 sc0 ls0 ws0">esquerda <span class="_ _3"></span>para <span class="_ _3"></span>a <span class="_ _6"></span>direita. <span class="_ _3"></span>O <span class="_ _3"></span>mesmo <span class="_ _3"></span>se <span class="_ _3"></span>aplica <span class="_ _6"></span>às <span class="_ _3"></span>22 <span class="_ _3"></span>(vinte <span class="_ _3"></span>e <span class="_ _3"></span>duas) <span class="_ _6"></span>posições <span class="_ _3"></span>das <span class="_ _3"></span>informações </div><div class="t m0 x36 h7 y16d ff4 fs0 fc0 sc0 ls0 ws0">sobre município e UF do Título de Eleitor; </div><div class="t m0 x32 h28 y28b ff4 fs0 fc0 sc0 ls0 ws0">g)<span class="fff"> <span class="_ _28"> </span></span>Apenas <span class="_ _2"></span>os <span class="_ _2"></span>caracteres <span class="_ _2"></span>de <span class="_ _2"></span>A <span class="_ _2"></span>a <span class="_ _2"></span>Z, <span class="_ _2"></span>de <span class="_ _2"></span>0 <span class="_ _2"></span>a <span class="_ _2"></span>9, <span class="_ _2"></span>observado <span class="_ _5"></span>o <span class="_ _2"></span>disposto <span class="_ _2"></span>no <span class="_ _2"></span>item <span class="_ _2"></span>7.1.5.2, <span class="_ _2"></span>poderão <span class="_ _2"></span>ser </div><div class="t m0 x36 h7 y2dc ff4 fs0 fc0 sc0 ls0 ws0">utilizados, não sendo permitidos os demais caracteres especiais; </div><div class="t m0 x32 h28 y2dd ff4 fs0 fc0 sc0 ls0 ws0">h)<span class="fff"> <span class="_ _28"> </span></span> Quando o <span class="_ _4"></span>número da <span class="_ _4"></span>inscrição estad<span class="_ _0"></span>ual e <span class="_ _4"></span>o nú<span class="_ _0"></span>mero <span class="_ _0"></span>da inscr<span class="_ _0"></span>ição <span class="_ _0"></span>municipal da <span class="_ _4"></span>pessoa <span class="_ _0"></span>jurídica </div><div class="t m0 x36 h7 y2de ff4 fs0 fc0 sc0 ls0 ws0">emissora do CF-e-SAT não estiverem disponíveis não precisam ser preenchidos. </div><div class="t m0 x0 h28 y57 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.5<span class="fff"> <span class="_ _2c"> </span></span>Campos <span class="_ _8"></span><span class="ff6">other<span class="_ _5"></span>Name<span class="ff4"> <span class="_ _4"></span>adicionais, <span class="_ _4"></span>contendo <span class="_ _4"></span>informações <span class="_ _4"></span>específicas <span class="_ _4"></span>e <span class="_ _4"></span>forma <span class="_ _4"></span>de <span class="_ _4"></span>preenchimento </span></span></div><div class="t m0 x3b h7 y2df ff4 fs0 fc0 sc0 ls0 ws0">e <span class="_ _27"> </span>armazenamento <span class="_ _27"> </span>definidas <span class="_ _15"> </span>pela <span class="_ _27"> </span>AC, <span class="_ _27"> </span>poderão <span class="_ _27"> </span>ser <span class="_ _27"> </span>utilizados <span class="_ _15"> </span>com <span class="_ _27"> </span>OID <span class="_ _27"> </span>atribuídos <span class="_ _27"> </span>ou </div><div class="t m0 x3b h7 y2e0 ff4 fs0 fc0 sc0 ls0 ws0">aprovados pela AC Raiz. </div><div class="t m0 x0 h28 y2e1 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.6<span class="fff"> <span class="_ _2c"> </span></span>Os  outros  campos <span class="_ _15"> </span>que  compõem <span class="_ _15"> </span>a  extensão <span class="_ _15"> </span>&quot;<span class="ff6">Subject <span class="_ _15"> </span>Alternative  Name</span>&quot; <span class="_ _15"> </span>poderão  ser </div><div class="t m0 x3b h7 y2e2 ff4 fs0 fc0 sc0 ls0 ws0">utilizados, na forma e com os propósitos definidos na RFC 5280. </div><div class="t m0 x0 h28 y2e3 ff4 fs0 fc0 sc0 ls0 ws0">7.1.2.7<span class="fff"> <span class="_ _2c"> </span><span class="ffc">As extensões <span class="_ _5"></span>“<span class="ff6">Key <span class="_ _5"></span>Usage</span>” <span class="_ _5"></span>e <span class="_ _5"></span><span class="ff9">“Extended <span class="_ _5"></span>Key <span class="_ _5"></span>Usage</span>” <span class="_ _5"></span>para <span class="_ _5"></span>os ref<span class="_ _5"></span>eridos tipos <span class="_ _5"></span>de <span class="_ _5"></span>certificado </span></span></div><div class="t m0 x3b h7 yf0 ff4 fs0 fc0 sc0 ls0 ws0">são <span class="_ _8"></span>obri<span class="_ _5"></span>gatórias <span class="_ _8"></span>e <span class="_ _4"></span>devem <span class="_ _8"></span>obedecer <span class="_ _4"></span>aos <span class="_ _4"></span>propósitos <span class="_ _8"></span>de <span class="_ _4"></span>uso <span class="_ _8"></span>e <span class="_ _4"></span>a <span class="_ _4"></span>criticalidade <span class="_ _8"></span>conforme <span class="_ _4"></span>descrição </div><div class="t m0 x3b h7 y2e4 ff4 fs0 fc0 sc0 ls0 ws0">abaixo: </div><div class="t m0 x32 h28 y2e5 ff4 fs0 fc0 sc0 ls5 ws0">a)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">para certificados de Assinatura de Código (<span class="ff6">codeSigning</span><span class="ls2">):</span> </span></span></div><div class="t m0 x0 h2a y179 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc">“<span class="ff5">Key Usage</span>”, <span class="ff5">crítica</span></span>: somente o bit <span class="ff6">digitalSignature</span> deve estar ativado; </div><div class="t m0 x36 h2a y17a ffc fs0 fc0 sc0 ls0 ws0">“<span class="ff5">Extended <span class="_ _3"></span>Key <span class="_ _2"></span>Usage</span>”, <span class="_ _3"></span><span class="ff5">não <span class="_ _3"></span>crítica<span class="ff4">: <span class="_ _2"></span>somente <span class="_ _3"></span>o <span class="_ _3"></span><span class="ff6">codeSigning</span> <span class="_ _2"></span>OID <span class="_ _3"></span>= <span class="_ _3"></span>1.3.6.1.5.5.7.3.3 <span class="_ _2"></span>deve </span></span></div><div class="t m0 x36 h7 y2e6 ff4 fs0 fc0 sc0 ls0 ws0">estar presente; </div><div class="t m0 x32 h28 y280 ff4 fs0 fc0 sc0 ls0 ws0">b)<span class="fff"> <span class="_ _28"> </span></span>para certificados de Autenticação de Servidor (SSL/TLS): </div><div class="t m0 x36 h7 y22 ffc fs0 fc0 sc0 ls0 ws0">“<span class="ff9">Key <span class="_ _2"></span>Usage”, <span class="_ _5"></span>crí<span class="_ _5"></span>tica<span class="ff4">: <span class="_ _2"></span>somente <span class="_ _2"></span>os <span class="_ _5"></span>bits <span class="_ _2"></span><span class="ff6">digitalSignature, <span class="_ _2"></span>keyEncipherment</span> <span class="_ _2"></span>ou <span class="_ _5"></span><span class="ff6">keyAgreement<span class="_ _5"></span></span> </span></span></div><div class="t m0 x36 h7 y2e7 ff4 fs0 fc0 sc0 ls0 ws0">podem estar ativado; </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf1f" class="pf w0 h0" data-page-no="1f"><div class="pc pc1f w0 h0"><img class="bi x0 y2e8 w19 h3a" alt="" 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/TYja9u8ggAgJjepo5cvWHRPe3R2a9p8+Y/DK0mV+oqtVPGTJw6cnxDVHq38u57aO6dGbJbyFFN+aqFt3dHufl7kiLyrJGT9xk3I0U8tG7x/OZledCbVuT01GkHj6jU+nwDAOw+Md3zSsu71x/79dcvLNds11OkuijG1o86ZNLep8465hkzDj9qj31qUmX3+qPkiGiJ7llfOn1dtA34e0XO7z7kpf998jk54tyrz//kTd8b/Pj6subOt/xorxGTfL4BAHaonXoBYsqRU46InKJM2/XwIrdHdWnXuqWLb7p88U111eLzJ73rHw8/Iz3u2SBPqm84Pf8qi1zmQZ2doky9ezFGSkO+jTnFjti2BgCAAXbuOtOPb8WKnPo1ZUREdFbKD179zW/ddnHH4OzcDeQUg2N6U3Ans6wBAP6eYnrYFTn8gdX1Zeu7r/j8rx66ejcMy5QHnVManNUAAPytPOm2E085aspKv2TMucjlZsPSA8u7o1L9wa2Xnjn3GZXdqKcrkY4YOXdD2THgqswix+z6SWFMGgBATA8u48PHzz3/tA9V+tq5mst1XS2Lmld+586Lr1h6yxAPiBQp/vrobS3V9jGVxqHu0G9pvH4L8+W+3/StJ51zpLRp9byUBy5W1/efufd/KUVstj70Zvfvtw9L7j3Oft8QUu9L59jCCtMNUXP5G7805PBzIaQBAMT0UNKImoaDJ+1ZM7Bi47Ap+xx1wRs6asqhHhSd0d1Z7YpKYxm5pdoxxGV5OUZV6ouUcsSq7pYbFtx948J7yhzTx0565l5HzmmaUvRtoFhGbik7V3U2P7DskYdWLVzd2tzS0VrmsrZSGVk/YmRd/dRRE/ecOGPPsdPGVkZUov+qfJu9akqpZ7bKqq4N9618ZNH6ZQvWLFvX3tJVrdZUauordTPGTjp4j7l7jp82rud5BtlQ7RxyPL4+Ko1FrWkeAABiekibb7qdU6Q8c8zk2lzpiKFiOufGsraxtiEir2hdd8q33tZaV029j+v5Z6qU6dI3fHHvpilXLr7zjb/8+MKu1d1FjoiUY9KVo151wKn/etzrxjeOWtC2+ivX/OTXD1y1pHllW013tYjBk5NTTnXVYo+Gcafu/dQz9jvp5NlH1EVl0NWAuSOXVzxyy6/u+9NvHvzr0s613UXuWcmk/1nWVyvja0a96tDnfOAZrxtfGdH/8W3RfcK33ryhbI9Be8284eDnfeSENxqdBgAQ0wOzeGOy9kZ1SjnlFLGkZVV3T0kPWsOipqy8+sjnjYjaiNSdy0e7Vq8vOgc8cW01teXui+dd97bLz1tUroxK2vg6S8v1Fz989b6T53zvrktvW/7ghuiMFFE/1LH1TMZIua2ozquu/MZ9F3/73kuO3+Pgjzz1jSfOOqwmip7lSrpy9eIH//q5G/73uhX3linntKW3ObfVVhfF2s/d/uPz77r4nCNe8q9PfU1D0XPXVEZ+pGvloHWmIyJWVVt8cAEAngyeZKt5pJ6FPHonSOQUZeSuyCu6W8+96tsdtdWNmb3xh5TjWZMP/8iJ/1BsdZfyHHHZkpte9X8fXdSxckCM10Rx4v7Hvu+PX/rrirs3pM4tTkge/PwpqkW+cvkdp//yA1+88cKyb4r0hff+6eWXfPSvq+6pVsqcBs5X6fth03eCnGJV2fKJG7/3qasv6LKrOADAruPJNDKdI1K6Y83Dz/jx21PfRI9qWa7r2LCidc3a6oaBE4hz1JTpJXud+KVT3zOm0rD15+4u8sf+8NXWSmfvsiD9rhicOHLsz+68vCU6h3xgQ9ROHTF+ZE1jiljevmZV+/ruQSvWtVW6Pn7Nd545+8ijJu/Tmrs+e/0Puyq5N5P7urmurJwx94SDJswpc56/bumtK+6/Y828clNV5zLFF27+6dTRk9522OkuMQQAENOPUYqIaO5uu27FPVv67abjzsXJUw5/81EvftHex9emYjhPvqGrvW/1jt5JJDmlIudxtaPubV29adJz3jTmfeTovc5/0cf2HzczRYrIXZF/O++611987uDy3pA6f/fwdUdNnnvT0vvvWjtv04h/jkhRlOkth5z+hZPfVfSuGJI6ovqSX/zbpYuuT70vnHLEhqLz43/61ov3PXFq41gfTQAAMb2jzBg95SWHnnr4HvsWQy1Lt4WeThFR5JhbP/W4WYeOqKm/6tHbFq1eeszE/Vo2rF/V3lyNskxRprJMkSMm1o7+8Vmf3nvklL4aT7U5XrjnUw+asPd1q+4ZUOo5x8Prl+SIxc3LqwO/A6QiYkRdQ0T0LIGXIhqi8pZDXtRUadx02DlHRCWnNc1rxTQAgJjeEXqjeX7zkn+8/DP1UXPSjCPfeuiLnrXn0U2Vum30dI4U8Z5DX37uCWc3FLUpoitX17dtGNPY1F1W26uda9taWjvb1nS2rG1v3tDVNrauaa+Rk1PknCNSdJTVhc0r7l/9aEfZNcRBRSxrXV1GTGgcU4kBa47k7iK+fPOFj6xbduTkfaaNnDh15ISxDU2HT933WXsfXV/UFn3R3XN2hU8lAICY3m5FHlSqaYjds8sUbdH9m0XXX77ghmdOPPznr/jMqEr91p43xeTc9N6nvmpEUdeTrvWpZtKIMRG5rlIZUakbX9cUvRu7RM96GmXE0o51Nyy869bFD1z68F9vW/1gVyWXaeglnrvK7hTx1JmHTG0Y/2jnqn5j5Ski2lLXTx6+4icPX5FypEgpoq5aTG2csP/4Wa877AUv2Pf4EVGThDQAgJh+PKY1Tjhr7jM3XoGXc97Q3b5iw5obF9+9qHtNHmpSR3eRr1h562UPXvvS/U7caqOnY6cdOLFh9Nang1RTrK5ueHjloivn3fSnBTfftvSBFeX6asplyn3v1tBP0JPYI6P2xJlHfv+h38UWVhfJqXf9v7aa6sNdy+ctW/7739z0lOsP+Nyp/3TMlH1deAgAIKa335ymPc476e01/dbsyzlHinVdrT+754//cd33HmlbPrhTq0X+zh0Xn7HfCdG7T/gQKmWcuf/JlRhil/BqlNctvvuyedffv+bR21c99MiapR2pu3eJ6Igo+obHY2tzs1PfPz92/JvWdbT8dsH1nam65TtuevXOIl+15u7n/+K9Hzr2DW867Pmjaxp8LgEAxPT2SNE7C2LTLSlFxLjakWcf+vzOsvvdV35hqF0Q48bl96zu2hDRu9jzYI259rDp+w7+bXvZ9W9XfO3rd/+qY2P7VjaGbu+di4iaajGrcdJxMw69Y938W1Y9sJVT2HvM1F+8+FPfuu3iT1z5nRXV5u6iHLQreN6sqlNExMru5vf95X9uX3L/N57//tpU8dEEABDTT6Qc0dW9xV1N1ne1rmtvGVHU5S08vD7XTGgaN/g5P33N97981/+VA2ZqR045jatpeubMI5+yx4GzR+9x8KQ99xw7rbaoecWvP7b1mI6ISqS3HvbCVxx4yqL1K+5c8dADaxcub107v3nJI+uWLmhZ3tLVVk1lmWLAQHe1yD968PK3LT3j2KkH+GgCAIjpJ0wZ+Zpl95x37Q/KLVyklyIVKeXY4kaItWVlZO3AGRQbouuCO38zqKQjIh02dq9LX/GFKXWj+m2hkrsj1rQ3D+N4U0QeW9s4dsLsgybM3hju1Shby657V86/Z+X8H95x2RVLb6n2e+kU0VmUd66YJ6YBAMT0dkVzio6odvdM94joWX55Q7X9N/f/9V9+/+XlsX6Ibs2RU4yqGTG6YWRnR+eWRqYrqSgGbZ++sHnFivZ1UaQYNNP6RfucsEfdgKsVU3vunL9uyZYOvqWr/Z7lj3Tk7mqUZZTdUS1zrpbVXJaHTtp7VtPkSk6ji/pjJu97zOT9ztjvxJdf+KHLl928cXmQHDmiGGLpPQAAxPS25Ii4ccW9e339zH5hm7ur1fZqV2d0V3uic/P5xhGRU46IIyfvO65m5LKOzse0IMbydau6ojtyHjx1pKvaHT2/yDml1JWr1y+978s3/eyR1mVbugaxO+UP/P5LV6+5Z8BafinisDF7/+Kln57VNCki98zbHlnUHTvjoD8svblMG08/pchTRozzuQQAENOPVRGRu3J1edf6zQs7bdzfO6fBE6Z79jVMrznwtJp4zCvL7TF2Yl3UdKeuwet0fO22X84cM+U5c4+rScWy1tVfu/7n37vvt11FuWnj8c2VEaNqGt5x3Mv/cum5/Sdv9Dzxzc0PvvKij5737HfvN35mTVFp6Wq/4NZLPnvDD7sruf+JjC0bjpl+oM8lAICYfqyGnKCxKVuHWhMj9QxMz62d8ty5T9uOl5zZNHnaiAkPti8Z3Mdryg3nXPHf4/7wtSIVLd1tbbXVXGw8pCGmhXRXu1OkU+c+ZWr9uIVdqwecQY64ZtU9p/zgnGkjJ9RWata2Nq8sm/tKurfOa8p01v6nTB053ucSAGCXsItuuZc3Bujk2tEfPer1f3jd/0yob9qOJ2qIyjlHnVVbFkOWfLXIKyuty4uW1rpqTjlyNJSVE6Yc2rfvymaWb1hdjXJ0anjfsa8a8glzirba7oc6l93btmhpWj9gTHp00fiJp775P085p5Lt3AIAsGuo2fUOOUeKVMlpTK4/Yo/9PnvKuw6fuHfawrD2NqWIdxzx4tpU869XfbU5OrZ0n4iolMVxEw746DPfMqtpyuHfeW1rbfeAuz24fvEdq+YdPWHuO444c2zD6H+54ssrc3Peyi4vPU+ec0Qanxv/59T3v2y/ZxbbeyIAAPxdxHRjqn31gaeuLdse06PqUu2o2sam+sYJDaMnNo6dMWryXuOnj6kdUUkp9UvekTX1Zx/6/LbKEFsPjisb6mPwBohRk4q3HXH6sdMPvPjBqx9at+ihtYtWta/rLLtSpMZK3aQR4/YcM3X2qD1OmHH48TMPqUs1ZeT/Oumdt615aHBz37XwgcMm7FWbitcd+OwTZx525aO3zlu35P61CxZtWNnc3trS3dpe7SzLsqgUdalmTF3TtFGTZjZNetrUg5+91zGTGsYU/U6kNoo3HfS8tjzEyh7HTz2k51vFMZP3e+uBpw/xR83FqJpGH24AgB0t5bxTR0Jzziml2NZ47eDH9evMbd0xPdbf5cip57LCHFFGLiPniGrOEVEbqSYVAw+l9yyG+dK5jCgjcmz2XheRKvFY3ovNlhxJ2/keAACwy8Z07lub4zH0Xh5crrlvebnNy7Fn5by0jWfOOUf/JxwQxxtfbuO87PQYsnXju7npBfKQ5b3Z6Q3YAj1vqZh7ez+2sjXN8F4UAIBdMKYH92JvgVYjr+3csKxl1UNrFs1fv3Rxy8oV7Ws3dLe3dnV0Vrty5PqidmRtw4iahskjxs1omrTXmKn7TJg1eeS4ppqG1DO+myP1W7Qu55xSb4/2/3lLHT/41jLniChS2lZFb7F9txa4m38HSFs+sI0PzJt/Txj4JWLAAiPb/E4BAMAuG9O9MViNvKqz5frFd33n5ov+vODWltzRXZR9q1nk1HO14eCDjogcddXK+NqmM/c76c1Hn7nv2OkNqWbrSQoAALtDTJeRH1y76NKHrv3t/GuvW3p3c3drNfVtyjK86cMbjz/lqMuVqSMnPGvW0S/c87iT5hw5unaEmgYAYHeJ6X6DxWXkB1uWfuuGX37j9ouai46tH1vPg3s3PhyGIseho+Z8/jnvfdrUg+p31SW0AQAQ00MFdRlx0YN/eftvPrs8ry/TkEcTj2fHkp7pHyPL2hfs9fTPPfud0xttJQgAwG4R0wtaVn7oiq///JGrWqNzY14PTu6anEZWGqY1TZwycsKousZRdSPqK3URqava1dzVur6zdXHz8kUtK1vLjnLLC22kHHs3TX3LwS86fd9n7DN2WmEWNQAAu3JMRzXyD+75/Vt+95nOojpw6YmI2jJNr5vw9BmHvfSgU54x67BRNQ2VSGnzFeByRI7cHXllx7rLHrjue7dfcuuKB9an9nILq3SkiFHVuu++4GNnzD1eTQMAsAvHdER0Rj79wvdftuT6fimdaspicjH6/ce95vWHv6CpUt+zj8kWhq033VZG7ghOaj8AACAASURBVIo8v3npf155wY/uv7yjUuaedfFy/zWYy4hiTv2k/zvrvEPGzi6suwwAwK4b0xFx16pHXvnrj961/pEcMaNh0qv2P+Ws/Z65/6Q5I4raiGHVbv/VmnPkMvKj65dfv+SeH9x92e8W3NCZyv5j3iki5zwmNf778W/5xyPOqE2uSgQAYJeN6RyxuGPNa3/6kTkTZnz+tH8aXWl4ooaLu6P886Lb33zpf8xrXxZR9Gy+3XtFY4raavrAka/5t6e/vrF3OWoAANjlYjrnSKm5s7WuUltfqYnNd/Z+/KU+b/3Sr9zy81/e/+f5bcsHLAxSU6bjphz0jdM+sP+4mf7wAADsejG9aeLzjtypcHW19fQfv+/q1XcPWGwvRX72Hkf/+qzz6qxCDQDA47bTmzIN+mEHGF8Zcd6z3jkuN0RO/VcNyRF/XHzLD+++vDuyvz0AAI9T5dxzz90dzytPb5p4+r4nll3VO1Y+VI1qb7znVBblHx6+fn3bhuNnHlZbFDms8QEAwHba6dM8dq4y8jsu/+9v3PvrnpPcuCRfTZm+d+qHX3nAszZfSg8AAB6DYnc/vXTOUS8d3V3f858bvzd0F/ln9/+xukMnbu84eRv/DQDAzrGbj0xHRBn56sV3verijy3sWNX/9oao+cwJbz9qwj67Yk+niLpKzdwJM8fVjYwcOUXaNb8XAACI6V3Af93443/569f7LeyRIyL1LEe9K/7ZIqUch4ye/atX/teMhgnRbyMbAAB245gesDZe7jeTOe2411vZ3nzmz//16lV3l6ncfYZwc+zZMPn8533oxOmHaWkAgL+HmO6JwNydy5pU6SvAnCNVI1d22MWAOWJ+28qTz3/b/HJlxG41JWLP+kl/fO3XZjVOTJvvtQ4AwI62sy9AzDkv7lj33Tt/946Lz+uOMveWbuqK6lt/8olPX/P9Je1rd8iXhohZjRPeevSZRRm72eTiR9pXvPqnH17QvjpHpJRcjggAsNPU7JyEjkhlzjnyHcvn/fr+v/zXbT+ZM3qPjfMtUkQZcc3ye7677Ir7Vj360aefPWfMlMoTPcJaRLzj6Jfcv/qRnz3wp/ayM6dNTd1/lsmARfQGFHn/327pnwMePvipBr/QkPNdhjySFFFGLot+b2yKv66794TvvfX8537omTMP78lpo9MAADvBTprmUc3lotY1ZeRKRDXi+B+8eVLjuGtf9+36SD0LUbRH9agvv+beWPLvT/2H1x74nEpOo+tHjKptiBxP7LyFauRFrasXtqxo7+7YRf9mv593/Wdv/N9qkQfMV5ldN/GPr/3anBGTlDQAwO4T02XkT1/zg3+/7vxqyj3jrDlFU23j0/Y4+LkznvLOY176nVt/feHDV/514e2t0ZFypIjIaXbjpA8+7Q2vP+Q5lfTEzEXpWUFuY4DumtOLc0Rqq3Z+87ZffeHGn8xvX9F/CDrlmFU/6Z1HvvTtR764sVLnww0AsKPtjDnTXWV1WuOEjz/9rWNqRpYpetana+lqu3zBDbesfjBH3LN2we8X3NAaHRGRU5QpxtWPetdTXtnd1bWhs+0J+96waVJJRMSueaFeiojGSt27jnzpla/7xp4Nk/vPAcmRH+lc+YFrvv6Vm3+eTZ0GANg9YrqmqLzu8Oe++qBT61LNZvGXooxcDpV9TbWNbzn89LOPOr2pfoQ/0gA9Q+szGsb90zGvqPTOnt406bqa8hdv/tlDG5Z7owAAdrQdPs1jYcvKV190brWSu3L19lUPdpbd/X87tm7UzBGTlrStXtm+tt+OKtFQ1B4+cZ8i0uymKd99wYdrc+GSugFFnSN1VLu+dfuvz732O6u7N/R+S8kRKUWOmfUTb3jtt6aMGOedAgDYcXb4ah4rmte0d7b37Dd4SNOcHDlSWtC6YkXXuohY29m8trM5YtMkjFmNkyfWjkqRuts7I2JB6+KWsmNc0Rg5xy4zMWPT+hzDmJm9jbU3cs+8mL7FR3JE6k3maKjUnnPEmZHjn6/6cu/8mb6ZLAs6V96+4qFnzz7aRxwAYMfZ4SPTZeSOKFPkHJEi5cjVyN+49heXPHrNkPd/99EvO22vY/Omuo66KIp+Fw4++TM6R/9l97bUy4/hdPrfdfDD1nW3nf6z9/9lxR3l5q/5i+d98sV7P8NHHABgx9kZ60wXEdE3qpwipUjHzTp0xrihV3A7YPzsNPRg7i4wLJ1zRMp3rJx/xfwbO8vuQyfu9ZQZB4+tGzmggnNE5GirdvzxkZvvW72gO1ePmDz3GTMPr6/UDjjJauRH1i/73cPXrW5ff8ikvU7d6yl988433fHulfMebV5aDjqYEZV6n28AgF07pq999M43/vpTPXMV+vY7jJVl8/rcOkSMppgco0cXjRtvqesufvvWr85oGPekHZnuf1hdKV827/o3XfLJlbklIipl2qt+8oUv+89Dx8+JtGkxvhTRlfL7//TVr9/9q2rKPff86NGv//Dxb+h/hm1l939e+8Mv3vDjdaktp6gpixfMOPazp/3T3JFTUup95XXV9rdf9rn5HSsj9c796HmT66qVAybM8fkGANihKueee+4OfYHOXL1s0Q2NI0bM71i+pHvt6rxhTd7QEV0bB6prcyVS5L55wBuiY3XesCF17DlxxsgRI2aNn/q6g59bkzauWfGk07dbYf7r4rvO/s2nP3/zj9fn9t75zSlWlxsufeDqalnuMWri2IamiNRRdv70nj++/0//c+G8K6updxfInOL6pXevb9swd8LMsfUjy4j71yw85/L//tbdF7UV3T3PVqZ83/qFP7r9t3WVusP32K+SigfXLj7rlx+6cc0D0ZPoPXNMIk2oNH35mf/8jJmHJpdtAgDs0BTcOZu2lBHP/sk/Xbnstn4354j02v2e8/XT3v/Pf/jiN++8qH/4Ta4fe/+bfzKyqOsJ7rSxtZ+UOqO85KFr/uE3/7E6b4iIwddKphyjyvofnfGJU+cc8+E/f/Nzt/24mqoRReq9urD3DUk5TU9jL37NF396+2X/c8uF6yudg14qp5xSjtOmHHXeC9/zgcu+dOnC6/Lm86mLHOcd9/Z/PvplOhoAYEfbGXOm17Q3//zuPy1tXTWg4yOiLmpqo6gravpu6ZlOHG3VjvNvu6Qh15yxz9OnjBofT+Ih1ray69yrzv/qLRe2VLp6J1kMrP6cU1pf6XjH7857zeEv+PKtF1aL3DOTPA9I7hSLYu1Lfv6BR1qWdVfKoUbiUy4i57hs+c03fu8f13S1bPYMKVKOQ0fOft0hz1HSAAC7SUyPrm+6duldD6xfuKkuUzQUtXNG7TF1xPgUMb1xwn5jZz68bnFXVCOiyNHS1faRK7/x5kNOHz2i6Qk8kjLipmX3/eaha9a1t1QjUr81Q3r+vXHyyWbbdPdeD5li4/373fmWFQ/8ftGNZSUGzerOsfmei/PbV3zq2v+XiyEnf/dtch7xUNvSqMRmlyumAVcvRpnyiu71A56mPirnHPqS9z7lFRPqR/tkAwDsBDtjmkdErOls+eFtv+tOOUU8sn7Z/9zx0wPG7/nX1367IVKRU07RGt1Hf+W195dLnzHlsBfvdUKKOGqP/Z42/cBKeiL3aLx3/aITf/CPy6vNsYN3266U0ZjqN6SOHKn/a6VBL5x69lpJaYuHlHKlLOpTbVvuzFsdcH7zvs//2mnvq5gnDQCws9TsnJcZV9f0jmPO7AnGqxfd9dXbLkwRNZGKnFKkFFETRZEjIh02ce67jn5J3/V7T6TOqH72qu8NHtAdhhxbXeg69e2k0vueluk1c0990UEnnn3RJ9ek1v5zmgecUm2ZXjDr+MVtq65fdc+W6j6VxZlzTnjLU896/c8/srh7zRbf4WrD2496iY0iAQB2w5iO3hrNty598Kf3/mHO2Gl1ZU3EZgtK11Yr0xrHRc4PrVm099hpRTwxlxz2hG414us3/+rHD/whV7bv2GMra4lsTOQix/T6Cecef/ZrDz6tJoojzr7govuu/MItP53XtmzzJ8gpp6dNPPBTJ7z1uOkHP9q8/J8u/+JvF13Xs0zexmovcjpy/D6vOuCUNx3ygtF1Iy556ec+fvX5v19wY0vuSBG57+rFIuLUqUefe8KbD524p5QGANiZdtI0j/7KiO6ozl+7dO7YaRtHUsvI89ctmzxq/Mii7oktwp4yvWfNo8decPaGojPvsDVBasvi7P2f99GT3rxH/Zi0KYnj7rULXv6zD97TtnBjK9eWxclTjvz+i8+dVD+qZ/Hpzqi++qKP//zRq3LfAHeR4xV7Pevbz/+3xlST+1q+GuWNKx8868J/W9C1OqL3CsUTJh38m5d/YUSq8WkGANidY3rgZXT9h2o3bcE98FeP+1VzZ+Q3//Y/v/fAb3uvIYyIHClinzEzJjWM7V1CJG88wtyzpEjud6i990iDbs8RkYtUTBox9lX7nfLS/U+uHTTJO+e8rrvtivk3/vjePzzavGzPMdNed+BzTpp9RGNR2/9Ul7au+dotv7xlxf0r29bPGT31GdMPfdVBzx5T25j7tmLZuI70HSsf/satF9279tGuavdhE/Y+56iX7jduxpDvMgAAu09M/02Ukb9++6/f/cfPdxf9zzRNKJpuOft70xvGPqb4zP0uIuz/Q9pshY+hv0CUOfcsFJK2/OQ9GT+cqc9l5IgodtA3EAAAhmE3nxuQIx5Yu+jDV3xt85KOiPysWUdNbxibNvXo43+pNKif+/065yJF3uo08DTg31t9qaI35rMPMQDA30qxG59bGfnh5qVv+e1n1hRtmzo0R0RMKUa/79hXpidmLDfnvFk/pwGB3LuRSxrmEPiApaq3cY9Iuf/IOAAAO9FuOzJdjXzxvGvffvFnFud1mzozpYiYXI684IyPHT1lv7TlXn0s0jauadw04PyYezcN4/ciGgBATD8xNo7+XrPkrjf96t/XprbNJk/kXFMtzn3mW58184i+ucZJjAIA8Pcb0z3rLeeIFKmM/OCaRb984M9fuvXC1Ztmd0RE5ByVnN5z5CvefNgLN24TqKQBAPh7juneNfVSRDXyd26/5L1XfGlDpTP3j+2IiFRfFm856EUff8bZNRIaAIAnwpNgabyNSyhv56NzNecVbesuuv+q/73v8uuW3d2ZqoPvdtCoWZ878Z0nzzmyrncdaD0NAMBuENOROyL/9oFrTt77mMaithKRIvXsC9jX2hE926Okza7hKyO6onr1wjvPu/qCq5fc2VJ05jT49CIi9qydeMkrP7//2Jn+3gAA7FYxnSOuXnr3af/7zhlNk585++izDjr5aTMOqY2iJooU0b+qey4WrEbujnz/mgW/uu+qqx65+aold7QVXQMzOm/aN3D/xun/94rP7ds01Vg0AAC7VUzniPkblp/103+7qfnBSCly1OSiqaZh1ugp00ZObKprbKod0ZDqckR3dLd0t2/obFvetmZB8/JVbWu7Us6pb9PAQdM2ipwOHD3r+Xsd97Yjzpg9akps2q4cAAB2i5jujvKNv/rk/87/U5nKiEg9C3OkFDlv2q17iIOOAUPR/W9JEXXV4t2Hn3XuiW9uTDX+xgAA7CB/s9bMOacUNy2975fzriyLsvfGjRM6Ymu7qQyeG51Tjkj1ZeX46Ye+dO5Jx8845MAJc2pS4Q8MAMBuGNMppcixYM2yUTGis2zu6tkVezueJyLl1NBdc+a+J33whDfuO3pqJRe9v8i2ZAEAYEc27d92mkc18tLOdX+Zd8v5t158zaLb24vu7iLnNJzjjhSptpoOGDP7lQefesrcYw8aN6c+VXp/nXsW8lDSAADsvjHdl765O5erO1qWrF/54JoF85qXLm5ZubJ93Yau9rbujs5qV5mjrlJpqNQ11tRPaBg9deSEmU2T9x47feroidObJtYXtbFp0Q8AAPh7iunNw3qz8eTcO4G658YURpsBAHjSeLJcotfT9HnwFI8cRaQiUoqUIj/Wki63dh0jAAA8Lk+6keknVjVykcMMEAAAdoTdfPE4EQ0AwI6zm+9pksK+hwAAiOntjGkAANhR7BEIAABiGgAAxDQAAIhpAAAQ0wAAgJgGAAAxDQAAYhoAAMQ0AACIaQAAQEwDAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAACIaQAAENMAACCmAQBATAMAgJgGAADENAAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAgJgGAAAxDQAAYhoAAMQ0AACIaQAAQEwDAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAACIaQAAENMAACCmAQBATAMAgJgGAADENAAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAgJgGAAAxDQAAYhoAAMQ0AACIaQAAQEwDAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAADENAAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAIKYBAAAxDQAAYhoAAMQ0AACIaQAAQEwDAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAADENAAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAIKYBAAAxDQAAYhoAAMQ0AACIaQAAQEwDAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAAAxDQAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAIKYBAAAxDQAAYhoAAMQ0AACIaQAAENMAAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAAAxDQAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAIKYBAAAxDQAAYhoAAMQ0AACIaQAAENMAAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAAAxDQAAiGkAABDTAAAgpgEAQEwDAICY9hYAAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAAAxDQAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAIKYBAAAxDQAAYhoAAMQ0AACIaQAAENMAAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAAAxDQAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAIKYBAAAxDQAAYhoAAMQ0AACIaQAAENMAAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAAAxDQAAiGkAABDTAAAgpgEAQEwDAICYBgAAxDQAAIhpAAAQ0wAAIKYBAAAxDQAAYhoAAMQ0AACIaQAAENMAAICYBgAAMQ0AAGIaAADENAAAiGkAAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAAAxDQAAiGkAABDTAAAgpgEAQEwDAICYBgAAxDQAAIhpAAAQ0wAAIKYBAAAxDQAAYhoAAMQ0AACIaQAAENMAAICYBgAAMQ0AAGIaAADENAAAiGkAAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAAAxDQAAiGkAABDTAAAgpgEAQEwDAICYBgAAxDQAAIhpAAAQ0wAAIKYBAEBMAwAAYhoAAMQ0AACIaQAAENMAAICYBgAAMQ0AAGIaAADENAAAiGkAAEBMAwCAmAYAADENAABiGgAAxDQAACCmAQBATAMAgJgGAAAxDQAAiGkAABDTAAAgpgEAQEwDAICYBgAAxDQAAIhpAAAQ0wAAIKYBAEBMAwAAYhoAAMQ0AACIaQAAENMAAICYBgAAMQ0AAGIaAADENAAAiGkAAEBMAwCAmAYAADENAABiGgAAxDQAACCmAQBATAMAgJgGAAAxDQAAiGkAABDTAAAgpgEAQEwDAICYBgAAxDQAAIhpAAAQ0wAAIKYBAEBMAwAAYhoAAMQ0AACIaQAAENMAACCmAQAAMQ0AAGIaAADENAAAiGkAAEBMAwCAmAYAADENAABiGgAAxDQAACCmAQBATAMAgJgGAAAxDQAAYhoAABDTAAAgpgEAQEwDAICYBgAAxDQAAIhpAAAQ0wAAIKYBAEBMAwAAYhoAAMQ0AACIaQAAENMAACCmAQAAMQ0AAGIaAADENAAAiGkAAEBMAwCAmAYAADENAABiGgAAxDQAACCmAQBATAMAgJgGAAAxDQAAYhoAABDTAAAgpgEAQEwDAICYBgAAxDQAAIhpAAAQ0wAAIKYBAEBMAwAAYhoAAMQ0AACIaQAAENMAACCmAQAAMQ0AAGIaAADENAAAiGkAABDT3gIA4P+3a8cmAMNAEAT5/oteV2AwBil4ZhoQOiUbCBDTAAAgpgEAQEwDAICYBgAAxDQAAIhpAAAQ0wAAIKYBAEBMAwAAYhoAAMQ0AACIaQAAENMAACCmAQAAMQ0AAGIaAADENAAAiGkAAEBMAwCAmAYAADENAABiGgAAxDQAACCmAQBATAMAgJgGAAAxDQAAYhoAABDTAAAgpgEAQEwDAICYBgAAxDQAAIhpAAAQ0wAAIKYBAEBMAwAAYhoAAMQ0AACIaQAAENMAACCmAQAAMQ0AAGIaAADENAAAiGkAAEBMAwCAmAYAADENAABiGgAAxDQAACCmAQBATAMAgJgGAAAxDQAAYhoAABDTAAAgpgEAQEwDAICYBgAAxDQAAIhpAAAQ0wAAIKYBAEBMAwAAYhoAAMQ0AACIaQAAENMAACCmAQAAMQ0AAGIaAADENAAAiGkAABDTAACAmAYAADENAABiGgAAxDQAACCmAQBATAMAgJgGAAAxDQAAYhoAABDTAAAgpgEAQEwDAICYBgAAMQ0AAIhpAAAQ0wAAIKYBAEBMAwAAYhoAAMQ0AACIaQAAENMAACCmAQAAMQ0AAGIaAADENAAAiGkAABDTAACAmAYAADENAABiGgAAxDQAACCmAQBATAMAgJgGAAAxDQAAYhoAABDTAAAgpgEAQEwDAICYBgAAMQ0AAIhpAAAQ0wAAIKYBAEBMAwAAYhoAAMQ0AACIaQAAENMAACCmAQAAMQ0AAGIaAADENAAAiGkAABDTAACAmAYAADENAABiGgAAxDQAAIhpAABATAMAgJgGAAAxDQAAYhoAABDTAAAgpgEAQEwDAICYBgAAMQ0AAIhpAAAQ0wAAIKYBAEBMAwCAmAYAAMQ0AACIaQAAENMAACCmAQAAMQ0AAGIaAADENAAAiGkAABDTAACAmAYAADENAABiGgAAxDQAAIhpAABATAMAgJgGAAAxDQAAYhoAABDTAAAgpgEAQEwDAICYBgAAMQ0AAIhpAAAQ0wAAIKYBAEBMAwCAmAYAAMQ0AACIaQAAENMAACCmAQAAMQ0AAGIaAADENAAAiGkAABDTAACAmAYAADENAABiGgAAxDQAAIhpAABATAMAgJgGAAAxDQAAYhoAAMQ0AAAgpgEAQEwDAICYBgAAMQ0AAIhpAAAQ0wAAIKYBAEBMAwCAmAYAAMQ0AACIaQAAENMAACCmAQBATAMAAGIaAADENAAAiGkAABDTAACAmAYAADENAABiGgAAxDQAAIhpAABATAMAgJgGAAAxDQAAYhoAAMQ0AAAgpgEAQEwDAICYBgAAMQ0AAIhpAAAQ0wAAIKYBAEBMAwCAmAYAAMQ0AACIaQAAENMAACCmAQBATAMAAGIaAADENAAAiGkAABDTAACAmAYAADENAABiGgAAxDQAAIhpAABATAMAgJgGAAAxDQAAYhoAAMQ0AAAgpgEAQEwDAICYBgAAMQ0AAGLaBAAAIKYBAEBMAwCAmAYAADENAACIaQAAENMAACCmAQBATAMAgJgGAADENAAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAgJgGAAAxDQAAYhoAAMQ0AACIaQAAQEwDAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAACIaQAAENMAACCmAQBATAMAgJgGAADENAAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAgJgGAAAxDQAAYhoAAMQ0AACIaQAAQEwDAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAACIaQAAENMAACCmAQBATAMAgJgGAADENAAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAIKYBAAAxDQAAYhoAAMQ0AACIaQAAQEwDAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAADENAAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAIKYBAAAxDQAAYhoAAMQ0AACIaQAAQEwDAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAADENAAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAIKYBAAAxDQAAYhoAAMQ0AACIaQAAENMAAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAAAxDQAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAXakv9wAABrhJREFUIKYBAAAxDQAAYhoAAMQ0AACIaQAAENMAAICYBgAAMQ0AAGIaAADENAAAIKYBAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAAAxDQAAiGkAABDTAAAgpgEAQEwDAABiGgAAxDQAAIhpAAAQ0wAAIKYBAAAxDQAAYhoAAMQ0AACIaQAAENMAAICYBgAAMQ0AAGIaAADENAAAiGkAAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAAAxDQAAiGkAABDTAAAgpgEAQEwDAICYBgAAxDQAAIhpAAAQ0wAAIKYBAAAxDQAAYhoAAMQ0AACIaQAAENMAAICYBgAAMQ0AAGIaAADENAAAiGkAAEBMAwCAmAYAADENAABiGgAAENMAACCmAQBATAMAgJgGAAAxDQAAiGkAABDTAAAgpgEAQEwDAICYBgAAxDQAAIhpAAAQ0wAAIKYBAAAxDQAAYhoAAMQ0AACIaQAAENMAAICYBgAAMQ0AAGIaAADENAAAiGkAAEBMAwCAmAYAADENAABiGgAAxLQJAABATAMAgJgGAAAxDQAAYhoAABDTAAAgpgEAQEwDAICYBgAAMQ0AAIhpAAAQ0wAAIKYBAEBMAwCAmAYAAMQ0AACIaQAAENMAACCmAQAAMQ0AAGIaAADENAAAiGkAABDTAACAmAYAADENAABiGgAAxDQAAIhpAABATAMAgJgGAAAxDQAAYhoAABDTAAAgpgEAQEwDAICYBgAAMQ0AAIhpAAAQ0wAAIKYBAEBMAwCAmAYAAMQ0AACIaQAAENMAACCmAQAAMQ0AAGIaAADENAAAiGkAABDTAACAmAYAADENAABiGgAAxDQAAIhpAABATAMAgJgGAAAxDQAAYhoAABDTAAAgpgEAQEwDAICYBgAAMQ0AAIhpAAAQ0wAAIKYBAEBMAwCAmAYAAMQ0AACIaQAAENMAACCmAQBATAMAAGIaAADENAAAiGkAABDTAACAmAYAADENAABiGgAAxDQAAIhpAABATAMAgJgGAAAxDQAAYhoAAMQ0AAAgpgEAQEwDAICYBgAAMQ0AAIhpAAAQ0wAAIKYBAEBMAwCAmAYAAMQ0AACIaQAAENMAACCmAQBATAMAAGIaAADENAAAiGkAABDTAACAmAYAADENAABiGgAAxDQAAIhpAABATAMAgJgGAAAxDQAAYhoAAMQ0AAAgpgEAQEwDAICYBgAAMQ0AAIhpAAAQ0wAAIKYBAEBMAwCAmAYAAMQ0AACIaQAAENMAACCmAQBATAMAAGIaAADENAAAiGkAABDTAAAgpgEAADENAABiGgAAxDQAAIhpAABATAMAgJgGAAAxDQAAYhoAAMQ0AAAgpgEAQEwDAICYBgAAMQ0AAGIaAAAQ0wAAIKYBAEBMAwCAmAYAAMQ0AACIaQAAENMAACCmAQBATAMAAGIaAADENAAAiGkAABDTAAAgpgEAADENAABiGgAAxDQAAIhpAABATAMAgJgGAAAxDQAAYhoAAMQ0AAAgpgEAQEwDAICYBgAAMQ0AAGIaAAAQ0wAAIKYBAEBMAwCAmAYAAMQ0AACIaQAAENMAACCmAQBATAMAAGIaAADENAAAiGkAABDTAAAgpgEAADENAABiGgAAxDQAAIhpAAAQ0wAAgJgGAAAxDQAAYhoAAMQ0AAAgpgEAQEwDAICYBgAAMQ0AAGIaAAAQ0wAAIKYBAEBMAwCAmAYAADENAACIaQAAENMAACCmAQBATAMAAGIaAADENAAAiGkAABDTAAAgpgEAADENAABiGgAAxDQAAIhpAAAQ0wAAgJgGAAAxDQAAYhoAAMQ0AAAgpgEAQEwDAICYBgAAMQ0AAGIaAAAQ0wAAIKYBAEBMAwCAmAYAAAAAgM+msgIAAPzgmwcAAIhpAAAQ0wAAIKYBAEBMAwAAYhoAAMQ0AACIaQAAENMAACCmAQAAMQ0AAGIaAADENAAAiGkAABDTAACAmAYAADENAABiGgAAxDQAACCmAQBATAMAgJgGAAAxDQAAYhoAABDTAABwxJgAAIB9qhsxfecYAADYxzcPAAAQ0wAAIKYBAEBMAwCAmAYAAMQ0AACIaQAAENMAACCmAQBATAMAAGIaAADENAAAiGkAABDTAAAgpgEAADENAABiGgAAxDQAAIhpAABATAMAgJgGAAAxDQAAYhoAAMQ0AAAgpgEAQEwDAICYBgAAMQ0AAGIaAAAQ0wAAIKYBAEBMAwCAmAYAAMQ0AACIaQAAENMAACCmAQBATAMAAO9m5a0qTwsAwGkP364YUGnHI7MAAAAASUVORK5CYII="/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">29</span> </div><div class="t m0 x36 h2a yd6 ffc fs0 fc0 sc0 ls0 ws0">“<span class="ff5">Extended <span class="_ _2"></span>Key <span class="_ _3"></span>Usage</span>”, <span class="_ _3"></span><span class="ff5">não<span class="ff4"> <span class="_ _2"></span></span>crítica<span class="ff4">: <span class="_ _3"></span>deve <span class="_ _2"></span>conter <span class="_ _3"></span>o <span class="_ _2"></span>propósito <span class="_ _3"></span>server <span class="_ _2"></span><span class="ff6">authentication</span> <span class="_ _3"></span>OID <span class="_ _2"></span>=<span class="_ _5"></span> </span></span></div><div class="t m0 x36 h7 yd7 ff4 fs0 fc0 sc0 ls0 ws0">1.3.6.1.5.5.7.3.1. Pode conter o propósito <span class="ff6">client authentication</span> OID = 1.3.6.1.5.5.7.3.2; </div><div class="t m0 x32 h28 y11c ff4 fs0 fc0 sc0 ls5 ws0">c)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4"> para certificados de Assinatura de Carimbo do Tempo: </span></span></div><div class="t m0 x36 h2a y2e9 ffc fs0 fc0 sc0 ls0 ws0">“<span class="ff8">Key <span class="_ _4"></span>Usage<span class="ffc">”, <span class="_ _4"></span><span class="ff5">crítica<span class="ff4">: <span class="_ _4"></span>somente <span class="_ _4"></span>os <span class="_ _4"></span>bits <span class="_ _4"></span><span class="ff6">digitalSignature<span class="ff4"> <span class="_ _4"></span><span class="ls5">e <span class="_ _4"></span><span class="ff6 ls0">nonRepudiation<span class="ff4"> <span class="_ _4"></span>devem <span class="_ _4"></span>estar <span class="_ _8"></span>ativado; </span></span></span></span></span></span></span></span></span></div><div class="t m0 x36 h2a y2ea ff4 fs0 fc0 sc0 ls0 ws0">&quot;<span class="ff5">Extended <span class="_ _2"></span>Key <span class="_ _2"></span>Usage</span>&quot;, <span class="_ _2"></span>crítica: <span class="_ _2"></span>somente <span class="_ _2"></span>o <span class="_ _2"></span>propósito <span class="_ _2"></span><span class="ff6">timeStamping</span> <span class="_ _2"></span>OID <span class="_ _2"></span>= <span class="_ _2"></span>1.3.6.1.<span class="_ _0"></span>5.5.7.3.8 </div><div class="t m0 x36 h7 y2eb ff4 fs0 fc0 sc0 ls0 ws0">deve <span class="_ _15"> </span>estar <span class="_ _27"> </span>presente. <span class="_ _15"> </span>Nos <span class="_ _15"> </span>certificados <span class="_ _27"> </span>de <span class="_ _15"> </span>equipamentos <span class="_ _15"> </span>de <span class="_ _27"> </span>carimbo <span class="_ _15"> </span>do <span class="_ _27"> </span>tempo <span class="_ _15"> </span>de <span class="_ _15"> </span>ACT </div><div class="t m0 x36 h7 y2ec ff4 fs0 fc0 sc0 ls0 ws0">credenciada <span class="_ _6"></span>na <span class="_ _7"></span>ICP-Brasil. <span class="_ _7"></span>Esse <span class="_ _6"></span>OID <span class="_ _6"></span>não <span class="_ _7"></span>deve <span class="_ _7"></span>ser <span class="_ _6"></span>empregado <span class="_ _7"></span>em <span class="_ _6"></span>qualquer <span class="_ _7"></span>outro <span class="_ _6"></span>tipo <span class="_ _7"></span>de </div><div class="t m0 x36 h7 y1fa ff4 fs0 fc0 sc0 ls0 ws0">certificado; </div><div class="t m0 x32 h28 y2ed ff4 fs0 fc0 sc0 ls0 ws0">d)<span class="fff"> <span class="_ _28"> </span></span>para certificados de Assinatura A CF-e-SAT: </div><div class="t m0 x36 h2a y2ee ffc fs0 fc0 sc0 ls0 ws0">“<span class="ff8">Key<span class="ff6"> <span class="_ _17"></span></span>Usage</span>”, <span class="_ _7"> </span><span class="ff5">crítica<span class="ff4">: <span class="_ _17"> </span>deve <span class="_ _7"></span>conter <span class="_ _17"> </span>o <span class="_ _17"></span>bit <span class="_ _7"></span><span class="ff6">digitalSignatur<span class="_ _5"></span>e</span> <span class="_ _17"></span>ativado, <span class="_ _7"></span>podendo <span class="_ _7"></span>conte<span class="_ _5"></span>r <span class="_ _7"></span>os <span class="_ _17"> </span>bits </span></span></div><div class="t m0 x36 h7 y2ef ff6 fs0 fc0 sc0 ls0 ws0">keyAgreement<span class="ff4"> <span class="ls5">e </span></span>nonRepudiation<span class="ff4"> ativados; </span></div><div class="t m0 x36 h2a y2f0 ffc fs0 fc0 sc0 ls0 ws0">“<span class="ff5">Extended<span class="ff4"> <span class="_ _1c"> </span></span>Key<span class="ff4">  </span>Usage</span>”, <span class="_ _1c"> </span><span class="ff5">não<span class="ff4"> <span class="_ _1c"> </span></span>crítica<span class="ff4">:  somente <span class="_ _17"> </span>o  propósito <span class="_ _1c"> </span><span class="ff6">client  authentication</span> <span class="_ _1c"> </span>OID <span class="_ _1c"> </span>= </span></span></div><div class="t m0 x36 h7 y2f1 ff4 fs0 fc0 sc0 ls0 ws0">1.3.6.1.5.5.7.3.2 deve estar presente; </div><div class="t m0 x32 h28 y2f2 ff4 fs0 fc0 sc0 ls5 ws0">e)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">para certificados de Assinatura de Resposta OCSP: </span></span></div><div class="t m0 x36 h2a y2f3 ffc fs0 fc0 sc0 ls0 ws0">“<span class="ff5">Key <span class="_ _1c"> </span>Usage</span>”, <span class="_ _1c"> </span><span class="ff5">crítica<span class="ff4">:  deve <span class="_ _1c"> </span>conter <span class="_ _1c"> </span>o <span class="_ _1c"> </span><span class="ff6">bit</span> <span class="_ _1c"> </span><span class="ff6">digitalSignature</span> <span class="_ _1c"> </span>ativado,  podendo <span class="_ _17"> </span>conter  o <span class="_ _1c"> </span>bit </span></span></div><div class="t m0 x36 h7 y2f4 ff6 fs0 fc0 sc0 ls0 ws0">nonRepudiation<span class="ff4"> ativado; </span></div><div class="t m0 x36 h2a y212 ff4 fs0 fc0 sc0 ls0 ws0">&quot;<span class="ff8">Extended <span class="_ _20"> </span>Key <span class="_ _2c"> </span>Usage</span>&quot;, <span class="_ _20"> </span><span class="ff5">não <span class="_ _2c"> </span>crítica</span>: <span class="_ _20"> </span>somente <span class="_ _20"> </span>o <span class="_ _2c"> </span>propósito <span class="_ _20"> </span><span class="ff6">OCSPSigning <span class="_ _20"> </span>OID</span> <span class="_ _2c"> </span><span class="ls10">= </span></div><div class="t m0 x36 h7 y270 ff4 fs0 fc0 sc0 ls0 ws0">1.3.6.1.5.5.7.3.9 deve estar presente; </div><div class="t m0 x32 h28 y214 ff4 fs0 fc0 sc0 ls2 ws0">f)<span class="fff ls0"> <span class="_ _20"> </span><span class="ff4"> para os demais certificados de Assinatura e/ou Proteção de <span class="ff6">e-Mail</span>: </span></span></div><div class="t m0 x36 h2a y2f5 ffc fs0 fc0 sc0 ls0 ws0">“<span class="ff8">Key <span class="_ _7"></span>Usage<span class="_ _5"></span></span>”, <span class="_ _7"> </span><span class="ff5">crí<span class="_ _5"></span>tica<span class="ff4">: <span class="_ _17"></span>deve <span class="_ _7"></span>conter <span class="_ _17"></span>o <span class="_ _7"></span><span class="ff6">bit<span class="_ _5"></span> <span class="_ _7"></span>digitalSignatur<span class="_ _5"></span>e</span> <span class="_ _17"></span>ativado, <span class="_ _7"></span>podendo <span class="_ _17"></span>conter <span class="_ _7"></span>os <span class="_ _17"></span>bits </span></span></div><div class="t m0 x36 h7 y248 ff6 fs0 fc0 sc0 ls0 ws0">keyEncipherment<span class="ff4">  <span class="ls5">e </span></span>nonRepudiation<span class="ff4"> ativados; </span></div><div class="t m0 x36 h2a y249 ffc fs0 fc0 sc0 ls0 ws0">“<span class="ff8">Extended Key Usage<span class="_ _5"></span></span>”, não crí<span class="_ _5"></span>tica: no mínimo <span class="_ _5"></span>um dos <span class="_ _5"></span>propósitos <span class="_ _5"></span><span class="ff6">client authentication OID<span class="_ _5"></span><span class="ff4"> </span></span></div><div class="t m0 x36 h7 y24a ff4 fs0 fc0 sc0 ls0 ws0">= <span class="_ _5"></span>1.3.6.1.5.5.7.3.2 <span class="_ _5"></span>ou <span class="_ _2"></span><span class="ff6">E-mail protection <span class="_ _5"></span>OID</span> <span class="_ _2"></span>= 1.3.6.1.5.5.7.3.4 <span class="_ _2"></span>deve estar <span class="_ _5"></span>ativado, <span class="_ _2"></span>p<span class="_ _0"></span>odendo </div><div class="t m0 x36 h7 y2f6 ff4 fs0 fc0 sc0 ls0 ws0">implementar <span class="_ _3"></span>outros <span class="_ _2"></span>propósitos <span class="_ _3"></span>instituídos, <span class="_ _3"></span>desde <span class="_ _3"></span>que <span class="_ _2"></span>verificáveis <span class="_ _3"></span>e <span class="_ _3"></span>previstos <span class="_ _2"></span>pelas <span class="_ _3"></span>AC, <span class="_ _3"></span>em </div><div class="t m0 x36 h7 y2f7 ff4 fs0 fc0 sc0 ls5 ws0">su<span class="ls0">as PC, em conformidade com a RFC 5280; e </span></div><div class="t m0 x32 h28 y2f8 ff4 fs0 fc0 sc0 ls0 ws0">g)<span class="fff"> <span class="_ _28"> </span></span>para certificados de Sigilo: </div><div class="t m0 x36 h2a y2f9 ffc fs0 fc0 sc0 ls0 ws0">“<span class="ff5">Key <span class="_ _6"></span>Usage</span>”, <span class="_ _6"></span><span class="ff5">crítica<span class="ff4">: <span class="_ _6"></span>somente <span class="_ _6"></span>os <span class="_ _6"></span><span class="ff6">bits <span class="_ _3"></span>keyEncipherment</span> <span class="_ _6"></span><span class="ls5">e <span class="_ _6"></span></span><span class="ff6">dataEncipherment</span> <span class="_ _6"></span>podem <span class="_ _6"></span>estar </span></span></div><div class="t m0 x36 h7 y2fa ff4 fs0 fc0 sc0 ls0 ws0">ativados. </div><div class="t m0 x0 h27 y91 ff5 fs0 fc0 sc0 ls0 ws0">7.1.3<span class="ffe"> <span class="_ _1"> </span></span>Identificadores de algoritmo </div><div class="t m0 x0 h7 y2fb ff4 fs0 fc0 sc0 ls0 ws0">Neste <span class="_ _2"></span>item <span class="_ _3"></span>da <span class="_ _2"></span>PC <span class="_ _2"></span>deve <span class="_ _3"></span>ser <span class="_ _2"></span>indicado <span class="_ _3"></span>o <span class="_ _2"></span>OID <span class="_ _2"></span>(<span class="_ _5"></span><span class="ff6">Object <span class="_ _3"></span>Identifier</span>) <span class="_ _2"></span>do <span class="_ _2"></span>algoritmo <span class="_ _3"></span>criptográfico <span class="_ _2"></span>utilizado </div><div class="t m0 x0 h7 y2fc ff4 fs0 fc0 sc0 ls0 ws0">para <span class="_ _4"></span>assinatura <span class="_ _4"></span>do <span class="_ _4"></span>cer<span class="_ _5"></span>tificado, <span class="_ _4"></span>observados <span class="_ _4"></span>os <span class="_ _4"></span>algoritmos <span class="_ _0"></span>admitidos <span class="_ _4"></span>no <span class="_ _4"></span>âmbito <span class="_ _4"></span>da <span class="_ _0"></span>ICP-Brasil <span class="_ _4"></span>conforme </div><div class="t m0 x0 h7 y2fd ff4 fs0 fc0 sc0 ls0 ws0">regulamento  editado <span class="_ _1c"> </span>por  instrução  norma<span class="_ _0"></span>tiva  da <span class="_ _1c"> </span>AC  Raiz <span class="_ _1c"> </span>que  defina  os <span class="_ _1c"> </span>padrões  e <span class="_ _1c"> </span>algoritmos </div><div class="t m0 x0 h7 y2fe ff4 fs0 fc0 sc0 ls0 ws0">criptográficos da ICP-Brasil. </div><div class="t m0 x0 h27 y2ff ff5 fs0 fc0 sc0 ls0 ws0">7.1.4<span class="ffe"> <span class="_ _1"> </span></span>Formatos de nome </div><div class="t m0 x0 h7 y300 ff4 fs0 fc0 sc0 ls0 ws0">7.1.4.1 <span class="_ _28"> </span><span class="ffc">O <span class="_ _28"> </span>nome <span class="_ _1b"> </span>do <span class="_ _28"> </span>titular <span class="_ _28"> </span>do <span class="_ _1b"> </span>certificado, <span class="_ _28"> </span>constante <span class="_ _28"> </span>do <span class="_ _28"> </span>campo <span class="_ _28"> </span>“<span class="_ _5"></span><span class="ff6">Subject</span>”, <span class="_ _28"> </span>deverá <span class="_ _1b"> </span>adotar <span class="_ _28"> </span>o </span></div><div class="t m0 x0 h7 y301 ffc fs0 fc0 sc0 ls0 ws0">“<span class="ff6">Distinguished<span class="ff4"> </span>Name</span>” (DN) do padrão ITU X.500/ISO 9594, como exemplo, da seguinte forma:<span class="ff4"> </span></div><div class="t m0 x0 h7 y302 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf20" class="pf w0 h0" data-page-no="20"><div class="pc pc20 w0 h0"><img class="bi x0 y303 w19 h3b" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">30</span> </div><div class="t m0 x0 h2a yd6 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff5">C </span>= BR </div><div class="t m0 x0 h2a y17f ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff5">O </span>= ICP-Brasil </div><div class="t m0 x0 h2a y180 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff5 ls2">OU<span class="ls0"> </span></span>= nome da AC emiten<span class="ls2">te</span> </div><div class="t m0 x0 h2a y181 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff5 ls2">OU<span class="ls0"> </span></span>= CNPJ da AR que realizou a identificação </div><div class="t m0 x0 h2a yfd ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff5 ls2">OU<span class="ls0"> </span></span>= Tipo de identificação utilizada (presencial, videoconferência ou certificado digital) </div><div class="t m0 x36 h2a y182 ff5 fs0 fc0 sc0 ls1 ws0">CN<span class="ff4 ls0"> <span class="_ _3"></span>= <span class="_ _2"></span>nome <span class="_ _3"></span>do <span class="_ _3"></span>titular <span class="_ _3"></span>do <span class="_ _2"></span>certificado <span class="_ _3"></span>em <span class="_ _2"></span>certificado <span class="_ _3"></span>de <span class="_ _3"></span>pessoa <span class="_ _2"></span>física; <span class="_ _3"></span>em <span class="_ _3"></span>um <span class="_ _3"></span>certificado <span class="_ _2"></span>de </span></div><div class="t m0 x36 h7 y268 ff4 fs0 fc0 sc0 ls0 ws0">pessoa jurídica, deverá conter<span class="_ _5"></span> o nome empresarial constante <span class="_ _5"></span>do Cadastro Nacional de Pessoa </div><div class="t m0 x36 h7 y2a2 ff4 fs0 fc0 sc0 ls0 ws0">Jurídica (CNPJ); <span class="_ _5"></span>em <span class="_ _5"></span>um certificado <span class="_ _5"></span>de equipament<span class="_ _5"></span>o ou <span class="_ _5"></span>aplicação, o <span class="_ _5"></span>identificador CN <span class="_ _5"></span>deverá </div><div class="t m0 x36 h7 y225 ff4 fs0 fc0 sc0 ls0 ws0">conter o URL correspondente ou o nome da aplicação </div><div class="t m0 x36 h7 ydf ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h28 ye ff4 fs0 fc0 sc0 ls0 ws0">7.1.4.1<span class="fff"> <span class="_ _2c"> </span></span>O <span class="_ _35"> </span>nome <span class="_ _35"> </span>do <span class="_ _28"> </span>titular <span class="_ _35"> </span>do <span class="_ _28"> </span>certificado, <span class="_ _35"> </span>constante <span class="_ _35"> </span>do <span class="_ _28"> </span>c<span class="ffc">ampo <span class="_ _28"> </span>“</span>Subject<span class="ffc">”, <span class="_ _35"> </span>deverá <span class="_ _28"> </span>adotar <span class="_ _35"> </span>o </span></div><div class="t m0 x3b h7 y304 ffc fs0 fc0 sc0 ls0 ws0">“<span class="ff4">Distinguished <span class="_ _2"></span>Name</span>” <span class="_ _2"></span>(DN) <span class="_ _2"></span>do <span class="_ _2"></span>padrão <span class="_ _2"></span>ITU <span class="_ _2"></span>X.500/ISO <span class="_ _2"></span>9594, <span class="_ _2"></span>como <span class="_ _2"></span>exemplo, <span class="_ _2"></span>da <span class="_ _2"></span>seguinte </div><div class="t m0 x3b h7 y305 ff4 fs0 fc0 sc0 ls0 ws0">forma: <span class="fc1">(Redação dada pela Resolução CG ICP-Brasil n° 197, de 2021)</span> </div><div class="t m0 x36 h2a ye3 ff5 fs0 fc0 sc0 ls0 ws0">C<span class="ff4"> = BR <span class="fc1">(Redação dada pela Resolução CG ICP-Brasil n° 197, de 2021)</span> </span></div><div class="t m0 x36 h2a y2f3 ff5 fs0 fc0 sc0 ls0 ws0">O<span class="ff4"> = ICP-Brasil <span class="fc1">(Redação dada pela Resolução CG ICP-Brasil n° 197, de 2021)</span> </span></div><div class="t m0 x36 h2a ye5 ff5 fs0 fc0 sc0 ls2 ws0">OU<span class="ff4 ls0"> = nome da AC emitente <span class="fc1">(Redação dada pela Resolução CG ICP-Brasil n° 197, de 2021)</span> </span></div><div class="t m0 x36 h2a y227 ff5 fs0 fc0 sc0 ls2 ws0">OU<span class="ff4 ls0"> <span class="_ _4"></span>= <span class="_ _0"></span>CNPJ <span class="_ _0"></span>da <span class="_ _4"></span>AR que <span class="_ _4"></span>realizou <span class="_ _4"></span>a identificação <span class="_ _4"></span><span class="fc1">(Redação <span class="_ _4"></span>dada pela <span class="_ _4"></span>Resolução <span class="_ _4"></span>CG <span class="_ _0"></span>ICP-Brasil </span></span></div><div class="t m0 x36 h7 y213 ff4 fs0 fc1 sc0 ls0 ws0">n° 197, de 2021)<span class="fc0"> </span></div><div class="t m0 x36 h2a ye8 ff5 fs0 fc0 sc0 ls2 ws0">OU<span class="ff4 ls0"> <span class="_ _2"></span>= <span class="_ _3"></span>Tipo <span class="_ _2"></span>de <span class="_ _2"></span>identif<span class="_ _5"></span>icação <span class="_ _2"></span>utilizada <span class="_ _3"></span>(presencial, <span class="_ _2"></span>videoconferência, <span class="_ _3"></span>AR <span class="_ _2"></span>ELETRÔNICA <span class="_ _2"></span>ou </span></div><div class="t m0 x36 h7 y306 ff4 fs0 fc0 sc0 ls0 ws0">certificado digital) <span class="fc1">(Redação dada pela Resolução CG ICP-Brasil n° 197, de 2021)</span> </div><div class="t m0 x36 h2a y202 ff5 fs0 fc0 sc0 ls1 ws0">CN<span class="ff4 ls0"> <span class="_ _3"></span>= <span class="_ _2"></span>nome <span class="_ _3"></span>do <span class="_ _3"></span>titular <span class="_ _3"></span>do <span class="_ _2"></span>certificado <span class="_ _3"></span>em <span class="_ _2"></span>certificado <span class="_ _3"></span>de <span class="_ _3"></span>pessoa <span class="_ _2"></span>física; <span class="_ _3"></span>em <span class="_ _3"></span>um <span class="_ _3"></span>certificado <span class="_ _2"></span>de </span></div><div class="t m0 x36 h7 y307 ff4 fs0 fc0 sc0 ls0 ws0">pessoa jurídica, deverá conter <span class="_ _5"></span>o nome empresarial constante do Cadastro <span class="_ _5"></span>Nacional d<span class="_ _5"></span>e Pessoa </div><div class="t m0 x36 h7 y308 ff4 fs0 fc0 sc0 ls0 ws0">Jurídica (CNPJ); <span class="_ _5"></span>em <span class="_ _5"></span>um certificado <span class="_ _5"></span>de equipament<span class="_ _5"></span>o ou <span class="_ _5"></span>aplicação, o <span class="_ _5"></span>identificador CN <span class="_ _5"></span>deverá </div><div class="t m0 x36 h7 y309 ff4 fs0 fc0 sc0 ls0 ws0">conter <span class="_ _4"></span>o <span class="_ _4"></span>URL <span class="_ _4"></span>corres<span class="_ _5"></span>pondente <span class="_ _4"></span>ou <span class="_ _4"></span>o <span class="_ _4"></span>nome <span class="_ _0"></span>da <span class="_ _4"></span>aplicação <span class="_ _4"></span><span class="fc1">(Redação <span class="_ _4"></span>dada <span class="_ _0"></span>pela <span class="_ _4"></span>Resolução <span class="_ _4"></span>CG <span class="_ _4"></span>ICP-</span></div><div class="t m0 x36 h7 y30a ff4 fs0 fc1 sc0 ls0 ws0">Brasil n° 197, de 2021)<span class="fc0"> </span></div><div class="t m0 x0 h2 y77 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h28 y1f0 ff4 fs0 fc0 sc0 ls0 ws0">7.1.4.2<span class="fff"> <span class="_ _2c"> </span></span>O <span class="_ _6"></span>certificado <span class="_ _6"></span>digital <span class="_ _6"></span>emitido <span class="_ _6"></span>para <span class="_ _6"></span>equipamentos <span class="_ _6"></span>de <span class="_ _6"></span>carimbo <span class="_ _6"></span>do <span class="_ _6"></span>tempo <span class="_ _6"></span>de <span class="_ _6"></span>Autoridade <span class="_ _6"></span>de </div><div class="t m0 x3b h7 y1f1 ff4 fs0 fc0 sc0 ls0 ws0">Carimbo do Tempo cred<span class="_ _0"></span>enciada na ICP-<span class="ffc">Brasil deverá <span class="_ _0"></span>adotar o “<span class="ff6">Distinguished Name</span>” <span class="_ _0"></span>(DN) </span></div><div class="t m0 x3b h7 y1f2 ff4 fs0 fc0 sc0 ls0 ws0">do padrão ITU X.500/ISO 9594, da seguinte forma: </div><div class="t m0 x0 h7 y30b ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> </div><div class="t m0 x36 h2a y30c ff5 fs0 fc0 sc0 ls0 ws0">C <span class="ff4">= BR </span></div><div class="t m0 x0 h2a y30d ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff5">O </span>= ICP-Brasil </div><div class="t m0 x0 h2a y30e ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff5 ls2">OU<span class="ls0"> </span></span>= &lt; nome da Autoridade de Carimbo do Tempo &gt; </div><div class="t m0 x0 h2a y30f ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff5 ls1">CN<span class="ls0"> </span></span>= &lt; nome do Servidor de Carimbo do Tempo (incluindo o serial do SCT) &gt; </div><div class="t m0 x0 h7 y310 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h28 y311 ff4 fs0 fc0 sc0 ls0 ws0">7.1.4.3<span class="fff"> <span class="_ _2c"> </span><span class="ffc">O <span class="_ _17"> </span>certificado <span class="_ _17"> </span>digital <span class="_ _1c"> </span>emitido <span class="_ _17"> </span>para <span class="_ _17"> </span>assinatura <span class="_ _1c"> </span>de <span class="_ _17"> </span>código <span class="_ _17"> </span>deverá <span class="_ _1c"> </span>adotar <span class="_ _17"> </span>o <span class="_ _17"> </span>“<span class="_ _5"></span><span class="ff6">Distinguished</span></span></span> </div><div class="t m0 x3b h7 y312 ff6 fs0 fc0 sc0 ls0 ws0">Name<span class="ffc">” (DN) do padrão ITU X.500/ISO 9594, da seguinte forma:<span class="ff4"> </span></span></div></div><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao197_AR_eletronica.htm"><div class="d m1" style="border-style:none;position:absolute;left:132.640000px;bottom:491.540000px;width:308.550000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao197_AR_eletronica.htm"><div class="d m1" style="border-style:none;position:absolute;left:130.340000px;bottom:471.740000px;width:308.560000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao197_AR_eletronica.htm"><div class="d m1" style="border-style:none;position:absolute;left:166.340000px;bottom:451.940000px;width:308.550000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao197_AR_eletronica.htm"><div class="d m1" style="border-style:none;position:absolute;left:228.640000px;bottom:432.140000px;width:308.550000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao197_AR_eletronica.htm"><div class="d m1" style="border-style:none;position:absolute;left:317.390000px;bottom:418.340000px;width:226.460000px;height:13.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao197_AR_eletronica.htm"><div class="d m1" style="border-style:none;position:absolute;left:54.450000px;bottom:398.550000px;width:120.070000px;height:19.790000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao197_AR_eletronica.htm"><div class="d m1" style="border-style:none;position:absolute;left:181.860000px;bottom:364.950000px;width:308.550000px;height:19.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao197_AR_eletronica.htm"><div class="d m1" style="border-style:none;position:absolute;left:346.720000px;bottom:309.750000px;width:194.130000px;height:13.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao197_AR_eletronica.htm"><div class="d m1" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">31</span> </div><div class="t m0 x0 h7 yd6 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> </div><div class="t m0 x0 h2a y17f ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff5">C</span> = BR </div><div class="t m0 x36 h2a y180 ff5 fs0 fc0 sc0 ls0 ws0">O<span class="ff4"> <span class="_ _8"></span>= <span class="_ _4"></span>nome <span class="_ _4"></span>do <span class="_ _8"></span>titular <span class="_ _4"></span>do <span class="_ _4"></span>certificado <span class="_ _8"></span>em <span class="_ _4"></span>certificado <span class="_ _8"></span>de <span class="_ _4"></span>pessoa <span class="_ _4"></span>física; <span class="_ _4"></span>em <span class="_ _8"></span>um <span class="_ _4"></span>certificado <span class="_ _8"></span>de <span class="_ _4"></span>pessoa </span></div><div class="t m0 x36 h7 y2a1 ff4 fs0 fc0 sc0 ls0 ws0">jurídica, <span class="_ _4"></span>deverá conter <span class="_ _4"></span>o <span class="_ _4"></span>nome <span class="_ _0"></span>empresarial <span class="_ _4"></span>constante do <span class="_ _4"></span>Cadastro <span class="_ _4"></span>Nacional <span class="_ _0"></span>de <span class="_ _4"></span>Pessoa J<span class="_ _0"></span>urídica </div><div class="t m0 x36 h7 yda ff4 fs0 fc0 sc0 ls0 ws0">(CNPJ) </div><div class="t m0 x36 h2a y222 ff5 fs0 fc0 sc0 ls1 ws0">CN<span class="ff4 ls0"> <span class="_ _3"></span>= <span class="_ _2"></span>nome<span class="_ _5"></span> <span class="_ _3"></span>do <span class="_ _2"></span>titular <span class="_ _3"></span>do <span class="_ _3"></span>certificado <span class="_ _2"></span>em <span class="_ _3"></span>certificado <span class="_ _3"></span>de <span class="_ _2"></span>pessoa <span class="_ _3"></span>física; <span class="_ _3"></span>em <span class="_ _2"></span>um <span class="_ _3"></span>certificado <span class="_ _3"></span>de </span></div><div class="t m0 x36 h7 y223 ff4 fs0 fc0 sc0 ls0 ws0">pessoa jurídica, deverá conter <span class="_ _5"></span>o nome empresarial constante do Cadast<span class="_ _5"></span>ro Nacional de Pessoa </div><div class="t m0 x36 h7 y224 ff4 fs0 fc0 sc0 ls0 ws0">Jurídica (CNPJ) </div><div class="t m0 x0 h2a yde ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff5 ls6">ST</span> = unidade da federação do endereço físico do titular do certificado </div><div class="t m0 x0 h2a y2a3 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff5">L</span> = cidade do endereço físico do titular </div><div class="t m0 x0 h2a ye0 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff8">Business Category <span class="ff5">(OID 2.5.4.15)</span></span> = tipo de categoria comercial, devendo conter: </div><div class="t m0 x33 h7 y304 ffc fs0 fc0 sc0 ls0 ws0">“<span class="ff6">Private  Organization</span>”  ou <span class="_ _15"> </span>“<span class="ff6">Government  Entity<span class="_ _5"></span></span>”  ou  “<span class="_ _5"></span><span class="ff6">Business  Entity</span>” <span class="_ _15"> </span>ou  “Non<span class="ff4">-</span></div><div class="t m0 x33 h7 y305 ff6 fs0 fc0 sc0 ls0 ws0">Commercial Entity<span class="ffc">”<span class="ff4"> </span></span></div><div class="t m0 x0 h2a ye3 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff5">SERIALNUMBER (OID 2.5.4.5) </span>= CPF ou CNPJ, conforme o tipo de pessoa </div><div class="t m0 x0 h7 y2f3 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff6">Jurisdiction Country Name</span> (OID: 1.3.6.1.4.1.311.60.2.1.3) = BR </div><div class="t m0 x0 h7 ye5 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> <span class="_ _2e"> </span> </div><div class="t m0 x0 h28 y227 ff4 fs0 fc0 sc0 ls0 ws0">7.1.4.4<span class="fff"> <span class="_ _2c"> </span></span>O <span class="_ _17"> </span>certificado <span class="_ _17"> </span>digital <span class="_ _1c"> </span>emitido <span class="_ _17"> </span>para <span class="_ _17"> </span>autenticação <span class="_ _17"> </span>de <span class="_ _1c"> </span>servidor <span class="_ _17"> </span>(SSL/TLS) <span class="_ _17"> </span>dever<span class="_ _5"></span>á <span class="_ _17"> </span>adotar <span class="_ _1c"> </span>o </div><div class="t m0 x3b h7 y213 ffc fs0 fc0 sc0 ls0 ws0">“<span class="ff6">Distinguished Name</span>” (DN) do padrão<span class="ff4"> ITU X.500/ISO 9594, da seguinte forma: </span></div><div class="t m0 x0 h7 ye8 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> </div><div class="t m0 x0 h2a y201 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff5">C</span> = BR </div><div class="t m0 x36 h2a yea ff5 fs0 fc0 sc0 ls0 ws0">O<span class="ff4"> <span class="_ _8"></span>= <span class="_ _4"></span>nome <span class="_ _4"></span>do <span class="_ _8"></span>titular <span class="_ _4"></span>do <span class="_ _4"></span>certificado <span class="_ _8"></span>em <span class="_ _4"></span>certificado <span class="_ _8"></span>de <span class="_ _4"></span>pessoa <span class="_ _4"></span>física; <span class="_ _4"></span>em <span class="_ _8"></span>um <span class="_ _4"></span>certificado <span class="_ _8"></span>de <span class="_ _4"></span>pessoa </span></div><div class="t m0 x36 h7 y228 ff4 fs0 fc0 sc0 ls0 ws0">jurídica, <span class="_ _4"></span>deverá conter <span class="_ _4"></span>o <span class="_ _4"></span>nome <span class="_ _0"></span>empresarial <span class="_ _4"></span>constante do <span class="_ _4"></span>Cadastro <span class="_ _4"></span>Nacional <span class="_ _0"></span>de <span class="_ _4"></span>Pessoa J<span class="_ _0"></span>urídica </div><div class="t m0 x36 h7 y313 ff4 fs0 fc0 sc0 ls0 ws0">(CNPJ) </div><div class="t m0 x36 h2a y314 ff5 fs0 fc0 sc0 ls1 ws0">CN<span class="ff4 ls0"> <span class="_ _1c"> </span>= <span class="_ _1c"> </span>se <span class="_ _1c"> </span>presente,  este<span class="_ _0"></span> <span class="_ _1c"> </span>campo  dev<span class="_ _0"></span>e <span class="_ _1c"> </span>conter <span class="_ _1c"> </span>um <span class="_ _1c"> </span>único  no<span class="_ _0"></span>me <span class="_ _1c"> </span>de  do<span class="_ _0"></span>mínio <span class="_ _1c"> </span>pertencente <span class="_ _1c"> </span>ou </span></div><div class="t m0 x36 h7 y217 ff4 fs0 fc0 sc0 ls0 ws0">controlado pelo titular </div><div class="t m0 x36 h2a y315 ff5 fs0 fc0 sc0 ls6 ws0">ST<span class="ff4 ls0"> = unidade da federação do endereço físico do titular do certificado </span></div><div class="t m0 x36 h2a y316 ff5 fs0 fc0 sc0 ls0 ws0">L<span class="ff4"> = cidade do endereço físico do titular </span></div><div class="t m0 x36 h2a y317 ff8 fs0 fc0 sc0 ls0 ws0">Business Category<span class="ff5"> (OID 2.5.4.15)<span class="ff4"> = tipo de categoria comercial, devendo conter: </span></span></div><div class="t m0 x36 h7 y318 ffc fs0 fc0 sc0 ls0 ws0">“Private <span class="_ _5"></span>Organization” <span class="_ _2"></span>ou <span class="_ _5"></span>“Government <span class="_ _2"></span>Entity” <span class="_ _5"></span>ou <span class="_ _5"></span>“Business <span class="_ _2"></span>Entity” <span class="_ _5"></span>ou <span class="_ _2"></span>“Non<span class="ff4">-Commercial </span></div><div class="t m0 x36 h7 y319 ffc fs0 fc0 sc0 ls0 ws0">Entity”<span class="ff4"> </span></div><div class="t m0 x36 h2a y158 ff8 fs0 fc0 sc0 ls0 ws0">SERIALNUMBER (OID 2.5.4.5)<span class="ff4"> = CPF ou CNPJ, conforme o tipo de pessoa </span></div><div class="t m0 x36 h2a y31a ff8 fs0 fc0 sc0 ls0 ws0">Jurisdiction Country Name<span class="ff4"> <span class="ff5">(OID: 1.3.6.1.4.1.311.60.2.1.3)</span> = BR </span></div><div class="t m0 x0 h7 y20a ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> </div><div class="t m0 x0 h2a y20b ff5 fs0 fc0 sc0 ls0 ws0">NOTA: <span class="ff4">Será escrito o nome até o limite do tamanho do campo disponível, vedada a abreviatura.</span> </div><div class="t m0 x0 h28 y31b ff4 fs0 fc0 sc0 ls0 ws0">7.1.5<span class="fff"> <span class="_ _1"> </span></span>Restrições de nome </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">32</span> </div><div class="t m0 x0 h28 yd6 ff4 fs0 fc0 sc0 ls0 ws0">7.1.5.1<span class="fff"> <span class="_ _2c"> </span></span>Neste <span class="_ _2"></span>item <span class="_ _5"></span>da <span class="_ _2"></span>PC, <span class="_ _2"></span>devem <span class="_ _2"></span>ser <span class="_ _2"></span>descritas <span class="_ _2"></span>as <span class="_ _5"></span>restrições <span class="_ _2"></span>aplicáveis <span class="_ _2"></span>para <span class="_ _2"></span>os <span class="_ _2"></span>nomes <span class="_ _5"></span>dos <span class="_ _2"></span>titulares </div><div class="t m0 x3b h7 yd7 ff4 fs0 fc0 sc0 ls0 ws0">de certificados. </div><div class="t m0 x0 h28 y11c ff4 fs0 fc0 sc0 ls0 ws0">7.1.5.2<span class="fff"> <span class="_ _2c"> </span></span>A  ICP-Brasil  estabelece  as  segui<span class="_ _5"></span>ntes  restrições  para  os <span class="_ _15"> </span>nomes,  aplicáveis  a  todos <span class="_ _15"> </span>os </div><div class="t m0 x3b h7 y11d ff4 fs0 fc0 sc0 ls0 ws0">certificados: </div><div class="t m0 x32 h28 yda ff4 fs0 fc0 sc0 ls5 ws0">a)<span class="fff ls0"> <span class="_ _2d"> </span><span class="ff4">não deverão ser utilizados sinais de acentuação, tremas ou cedilhas; e </span></span></div><div class="t m0 x32 h28 y2eb ff4 fs0 fc0 sc0 ls0 ws0">b)<span class="fff"> <span class="_ _28"> </span></span>além <span class="_ _6"></span>dos <span class="_ _6"></span>caracteres <span class="_ _3"></span>alfanuméricos, <span class="_ _6"></span>poderão <span class="_ _6"></span>ser <span class="_ _3"></span>utilizados <span class="_ _6"></span>somente <span class="_ _6"></span>os <span class="_ _3"></span>seguintes <span class="_ _6"></span>caracteres </div><div class="t m0 x36 h7 y2ec ff4 fs0 fc0 sc0 ls0 ws0">especiais: </div><div class="t m0 x0 h7 y31d ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span> </div><div class="t m0 x0 h2a y31e ff5 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span>                          Tabela 7 - Caracteres especiais admitidos em nomes </div></div><div class="c x46 y31f w1b h2b"><div class="t m0 x47 h2a yec ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff10">Caractere<span class="ff8"> </span></span></div></div><div class="c x48 y31f w1c h2b"><div class="t m0 x49 h2a yec ff8 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff10">Código NBR961<span class="_ _4"></span>1 (hexadecimal)<span class="ff6"> </span></span></div></div><div class="c x46 y320 w1b h3d"><div class="t m0 x28 h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2f"> </span><span class="ff9 fs6">branco<span class="ff5"> </span></span></div></div><div class="c x48 y320 w1c h3d"><div class="t m0 x4a h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">20</span><span class="ff4"> </span></div></div><div class="c x46 y322 w1b h3d"><div class="t m0 x0 h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">!<span class="ff5"> </span></span></div></div><div class="c x48 y322 w1c h3d"><div class="t m0 x4a h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">21</span><span class="ff4"> </span></div></div><div class="c x46 y323 w1b h3d"><div class="t m0 x0 h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">&quot;<span class="ff5"> </span></span></div></div><div class="c x48 y323 w1c h3d"><div class="t m0 x4a h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">22</span><span class="ff4"> </span></div></div><div class="c x46 y324 w1b h3d"><div class="t m0 x0 h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">#<span class="ff5"> </span></span></div></div><div class="c x48 y324 w1c h3d"><div class="t m0 x4a h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">23</span><span class="ff4"> </span></div></div><div class="c x46 y325 w1b h3d"><div class="t m0 x0 h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">$<span class="ff5"> </span></span></div></div><div class="c x48 y325 w1c h3d"><div class="t m0 x4a h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">24</span><span class="ff4"> </span></div></div><div class="c x46 y326 w1b h3d"><div class="t m0 x28 h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">%<span class="ff5"> </span></span></div></div><div class="c x48 y326 w1c h3d"><div class="t m0 x4a h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">25</span><span class="ff4"> </span></div></div><div class="c x46 y327 w1b h3f"><div class="t m0 x1a h3e y328 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">&amp;<span class="ff5"> </span></span></div></div><div class="c x48 y327 w1c h3f"><div class="t m0 x4a h3e y328 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">26</span><span class="ff4"> </span></div></div><div class="c x46 y329 w1b h3f"><div class="t m0 x0 h3e y328 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">&apos;<span class="ff5"> </span></span></div></div><div class="c x48 y329 w1c h3f"><div class="t m0 x4a h3e y328 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">27</span><span class="ff4"> </span></div></div><div class="c x46 y32a w1b h40"><div class="t m0 x0 h3e y328 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">(<span class="ff5"> </span></span></div></div><div class="c x48 y32a w1c h40"><div class="t m0 x4a h3e y328 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">28</span><span class="ff4"> </span></div></div><div class="c x46 y32b w1b h3f"><div class="t m0 x0 h3e y328 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">)<span class="ff5"> </span></span></div></div><div class="c x48 y32b w1c h3f"><div class="t m0 x4a h3e y328 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">29</span><span class="ff4"> </span></div></div><div class="c x46 y32c w1b h3f"><div class="t m0 x0 h3e y328 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">*<span class="ff5"> </span></span></div></div><div class="c x48 y32c w1c h3f"><div class="t m0 x4b h3e y328 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">2A</span><span class="ff4"> </span></div></div><div class="c x46 y32d w1b h3f"><div class="t m0 x4c h3e y328 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">+<span class="ff5"> </span></span></div></div><div class="c x48 y32d w1c h3f"><div class="t m0 x4b h3e y328 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">2B</span><span class="ff4"> </span></div></div><div class="c x46 y32e w1b h3d"><div class="t m0 x0 h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">,<span class="ff5"> </span></span></div></div><div class="c x48 y32e w1c h3d"><div class="t m0 x4b h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">2C</span><span class="ff4"> </span></div></div><div class="c x46 y32f w1b h3d"><div class="t m0 x0 h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">-<span class="ff5"> </span></span></div></div><div class="c x48 y32f w1c h3d"><div class="t m0 x4b h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">2D</span><span class="ff4"> </span></div></div><div class="c x46 y330 w1b h3d"><div class="t m0 x0 h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">.<span class="ff5"> </span></span></div></div><div class="c x48 y330 w1c h3d"><div class="t m0 x4b h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">2E</span><span class="ff4"> </span></div></div><div class="c x46 y309 w1b h3d"><div class="t m0 x0 h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">/<span class="ff5"> </span></span></div></div><div class="c x48 y309 w1c h3d"><div class="t m0 x4b h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">2F</span><span class="ff4"> </span></div></div><div class="c x46 y331 w1b h3d"><div class="t m0 x0 h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">:<span class="ff5"> </span></span></div></div><div class="c x48 y331 w1c h3d"><div class="t m0 x4b h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">3A</span><span class="ff4"> </span></div></div><div class="c x46 y332 w1b h3d"><div class="t m0 x0 h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">;<span class="ff5"> </span></span></div></div><div class="c x48 y332 w1c h3d"><div class="t m0 x4b h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">3B</span><span class="ff4"> </span></div></div><div class="c x46 y333 w1b h3d"><div class="t m0 x4c h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">=<span class="ff5"> </span></span></div></div><div class="c x48 y333 w1c h3d"><div class="t m0 x4b h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">3D</span><span class="ff4"> </span></div></div><div class="c x46 y334 w1b h3d"><div class="t m0 x4c h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">?<span class="ff5"> </span></span></div></div><div class="c x48 y334 w1c h3d"><div class="t m0 x4b h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">3F</span><span class="ff4"> </span></div></div><div class="c x46 y335 w1b h3d"><div class="t m0 x1a h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">@<span class="ff5"> </span></span></div></div><div class="c x48 y335 w1c h3d"><div class="t m0 x4a h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">40</span><span class="ff4"> </span></div></div><div class="c x46 y336 w1b h3d"><div class="t m0 x0 h3e y321 ffb fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ff9 fs6">\<span class="ff5"> </span></span></div></div><div class="c x48 y336 w1c h3d"><div class="t m0 x4b h3e y321 ff5 fs6 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc ls11">5C</span><span class="ff4"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y337 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h27 y338 ff5 fs0 fc0 sc0 ls0 ws0">7.1.6<span class="ffe"> <span class="_ _1"> </span></span>OID (<span class="ff8">Object Identifier</span>) da PC </div><div class="t m0 x0 h7 y43 ff4 fs0 fc0 sc0 ls0 ws0">Neste item, <span class="_ _4"></span>deve ser informado<span class="_ _0"></span> o <span class="_ _0"></span>OID atribuído <span class="_ _4"></span>à PC. Todo <span class="_ _4"></span>certificado emitido <span class="_ _0"></span>segundo <span class="_ _0"></span>a PC <span class="_ _0"></span>deverá </div><div class="t m0 x0 h7 y339 ffc fs0 fc0 sc0 ls0 ws0">conter, na extensão “<span class="ff6">Certificate Policies</span>”, o OID correspondente.<span class="ff4"> </span></div><div class="t m0 x0 h27 y33a ff5 fs0 fc0 sc0 ls0 ws0">7.1.7<span class="ffe"> <span class="_ _1"> </span><span class="ff9">Uso da extensão “Policy Constraints”</span></span> </div><div class="t m0 x0 h7 y33b ff4 fs0 fc0 sc0 ls0 ws0">Item não aplicável. </div><div class="t m0 x0 h27 y33c ff5 fs0 fc0 sc0 ls0 ws0">7.1.8<span class="ffe"> <span class="_ _1"> </span></span>Sintaxe e semântica dos qualificadores de política </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">33</span> </div><div class="t m0 x0 h7 yd6 ff4 fs0 fc0 sc0 ls0 ws0">Nos <span class="_ _0"></span>certificados <span class="_ _0"></span>emitidos <span class="_ _0"></span>segundo a <span class="_ _4"></span>PC, <span class="_ _0"></span>o <span class="_ _0"></span>campo <span class="ff6">policyQualifiers</span> <span class="_ _4"></span><span class="ffc">da extensão <span class="_ _4"></span>“<span class="ff6">Certificate Policies</span><span class="ls5">” </span></span></div><div class="t m0 x0 h7 yd7 ff4 fs0 fc0 sc0 ls0 ws0">deverá conter o endereço <span class="ff6">Web</span> (URL) da DPC da AC responsável. </div><div class="t m0 x0 h27 y180 ff5 fs0 fc0 sc0 ls0 ws0">7.1.9<span class="ffe"> <span class="_ _1"> </span></span>Semântica de processamento para as extensões críticas de PC </div><div class="t m0 x0 h7 y181 ff4 fs0 fc0 sc0 ls0 ws0">Extensões críticas devem ser interpretadas conforme a RFC 5280. </div><div class="t m0 x0 h27 y20e ff5 fs0 fc0 sc0 ls0 ws0">7.2<span class="ffe"> <span class="_ _16"> </span></span>Perfil de LCR </div><div class="t m0 x0 h27 y13c ff5 fs0 fc0 sc0 ls0 ws0">7.2.1<span class="ffe"> <span class="_ _1"> </span></span>Número de versão </div><div class="t m0 x0 h7 y33d ff4 fs0 fc0 sc0 ls0 ws0">As <span class="_ _7"></span>LCR <span class="_ _7"></span>geradas <span class="_ _7"></span>pela<span class="_ _5"></span> <span class="_ _7"></span>AC <span class="_ _7"></span>responsável, <span class="_ _7"></span>segundo <span class="_ _7"></span>a <span class="_ _7"></span>PC, <span class="_ _17"></span>deverão <span class="_ _17"></span>implementar <span class="_ _6"></span>a <span class="_ _17"></span>versão <span class="_ _6"></span>2 <span class="_ _17"></span>de <span class="_ _7"></span>LCR </div><div class="t m0 x0 h7 y33e ff4 fs0 fc0 sc0 ls0 ws0">definida no padrão ITU X.509, de acordo com o perfil estabelecido na RFC 5280. </div><div class="t m0 x0 h28 y33f ff4 fs0 fc0 sc0 ls0 ws0">7.2.2<span class="fff"> <span class="_ _1"> </span></span>Extensões de LCR e de suas entradas </div><div class="t m0 x0 h28 y340 ff4 fs0 fc0 sc0 ls0 ws0">7.2.2.1<span class="fff"> <span class="_ _2c"> </span></span>Neste item, a PC deve descrever todas as extensões de LCR utilizadas e <span class="_ _0"></span>sua criticalidade. </div><div class="t m0 x0 h28 y341 ff4 fs0 fc0 sc0 ls0 ws0">7.2.2.2<span class="fff"> <span class="_ _2c"> </span></span>A ICP-Brasil define como obrigatórias as seguintes extensões de LCR: </div><div class="t m0 x0 h2a y342 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc">“<span class="ff8">Authority <span class="_ _5"></span>Key <span class="_ _2"></span>Identifier</span>”, <span class="_ _5"></span><span class="ff5">não <span class="_ _5"></span>crítica</span></span>: <span class="_ _2"></span>deve <span class="_ _5"></span>conter <span class="_ _5"></span>o <span class="_ _2"></span><span class="ff6">hash</span> SHA-1 <span class="_ _2"></span>da <span class="_ _5"></span>chave <span class="_ _5"></span>pública <span class="_ _2"></span>da AC </div><div class="t m0 x0 h7 y343 ff4 fs0 fc0 sc0 ls0 ws0">que assina a LCR; e </div><div class="t m0 x0 h2a y344 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="_ _2e"> </span><span class="ffc">“<span class="ff8">CRL Number</span>”, <span class="ff5">não crítica</span></span>: deve conter um número sequencial para cada LCR emitida. </div><div class="t m0 x0 h27 y345 ff5 fs0 fc0 sc0 ls0 ws0">7.3<span class="ffe"> <span class="_ _16"> </span></span>Perfil de OCSP </div><div class="t m0 x0 h27 y1eb ff5 fs0 fc0 sc0 ls0 ws0">7.3.1<span class="ffe"> <span class="_ _1"> </span></span>Número(s) de versão </div><div class="t m0 x0 h7 y346 ff4 fs0 fc0 sc0 ls0 ws0">Serviços de <span class="_ _0"></span>respostas OCSP deverão <span class="_ _0"></span>implementar a ve<span class="_ _0"></span>rsão 1 do <span class="_ _0"></span>padrão ITU <span class="_ _0"></span>X.509, de acordo <span class="_ _0"></span>com o </div><div class="t m0 x0 h7 y347 ff4 fs0 fc0 sc0 ls0 ws0">perfil estabelecido na RFC 6960. </div><div class="t m0 x0 h27 y348 ff5 fs0 fc0 sc0 ls0 ws0">7.3.2<span class="ffe"> <span class="_ _1"> </span></span>Extensões de OCSP </div><div class="t m0 x0 h7 y349 ff4 fs0 fc0 sc0 ls0 ws0">Se implementado, deve estar em conformidade com a RFC 6960. </div><div class="t m0 x0 h26 y34a ff5 fs1 fc0 sc0 ls0 ws0">8<span class="ffe"> <span class="_ _2c"> </span></span>AUDITORIA DE CONFORMIDADE E O<span class="_ _5"></span>UTRAS AVALIAÇÕES<span class="_ _5"></span> </div><div class="t m0 x0 h7 y34b ff4 fs0 fc0 sc0 ls0 ws0">Nos itens <span class="_ _4"></span>correspondentes à lista <span class="_ _4"></span>abaixo devem s<span class="_ _0"></span>er referidos <span class="_ _4"></span>os itens correspondentes <span class="_ _4"></span>da DPC da <span class="_ _4"></span>AC<span class="_ _5"></span> </div><div class="t m0 x0 h7 y34c ff4 fs0 fc0 sc0 ls0 ws0">responsável, ou detalhados aspectos específicos para a PC, se houver. </div><div class="t m0 x0 h28 y34d ff4 fs0 fc0 sc0 ls0 ws0"> <span class="fff"> <span class="_ _36"> </span><span class="ffc">•</span></span> <span class="_ _37"> </span><span class="ff5">8.1 Frequência e circunstâncias das avaliações </span></div><div class="t m0 x0 h28 y34e ff4 fs0 fc0 sc0 ls0 ws0"> <span class="fff"> <span class="_ _36"> </span><span class="ff9">•<span class="ff5"> <span class="_ _37"> </span>8.2 Identificação/Qualificação do avaliador </span></span></span></div><div class="t m0 x0 h28 y34f ff4 fs0 fc0 sc0 ls0 ws0"> <span class="fff"> <span class="_ _36"> </span><span class="ff9">•<span class="ff5"> <span class="_ _37"> </span>8.3 Relação do avaliador com a entidade avaliada </span></span></span></div><div class="t m0 x0 h28 y350 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="fff"> <span class="_ _36"> </span><span class="ff9">•<span class="ff5"> <span class="_ _37"> </span>8.4 Tópicos cobertos pela avaliação </span></span></span></div><div class="t m0 x0 h28 y351 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="fff"> <span class="_ _36"> </span><span class="ff9">•<span class="ff5"> <span class="_ _37"> </span>8.5 Ações tomadas como resultado de uma deficiência </span></span></span></div><div class="t m0 x0 h28 y352 ff4 fs0 fc0 sc0 ls0 ws0"> <span class="fff"> <span class="_ _36"> </span><span class="ff9">•<span class="ff5"> <span class="_ _37"> </span>8.6 Comunicação dos resultados </span></span></span></div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">34</span> </div><div class="t m0 x0 h26 y31 ff5 fs1 fc0 sc0 ls0 ws0">9<span class="ffe"> <span class="_ _2c"> </span></span>OUTROS NEGÓCIOS E ASSUNTOS J<span class="_ _5"></span>URÍDICOS<span class="_ _5"></span> </div><div class="t m0 x0 h7 y1ba ff4 fs0 fc0 sc0 ls0 ws0">Nos itens <span class="_ _4"></span>correspo<span class="_ _5"></span>ndentes à <span class="_ _4"></span>lista abaixo deve<span class="_ _0"></span>m ser <span class="_ _0"></span>referidos <span class="_ _0"></span>os itens <span class="_ _0"></span>correspondentes da <span class="_ _4"></span>DPC da AC </div><div class="t m0 x0 h7 y1bb ff4 fs0 fc0 sc0 ls0 ws0">responsável, <span class="_ _1c"> </span>ou <span class="_ _1c"> </span>detalhados <span class="_ _1c"> </span>aspectos <span class="_ _1c"> </span>específicos  para <span class="_ _1c"> </span>a <span class="_ _1c"> </span>PC, <span class="_ _1c"> </span>se <span class="_ _1c"> </span>houver. <span class="_ _1c"> </span>Os <span class="_ _1c"> </span>itens <span class="_ _1c"> </span>seguintes  com </div><div class="t m0 x0 h7 y1bc ff4 fs0 fc0 sc0 ls0 ws0">requisitos especificados devem ser atendidos. </div><div class="t m0 x36 h2a y353 ffc fs0 fc0 sc0 ls0 ws0">•<span class="ff4"> <span class="_ _30"> </span><span class="ff5">9.1 Tarifas </span></span></div><div class="t m0 x36 h2a y1be ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.1.1 Tarifas de emissão e renovação de certificados </span></div><div class="t m0 x36 h2a y354 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.1.2 Tarifas de acesso ao certificado </span></div><div class="t m0 x36 h2a y355 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.1.3 Tarifas de revogação ou de acesso à informação de status </span></div><div class="t m0 x36 h2a y1c0 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.1.4 Tarifas para outros serviços </span></div><div class="t m0 x36 h2a y2bf ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.1.5 Política de reembolso </span></div><div class="t m0 x36 h2a y240 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.2 Responsabilidade Financeira </span></div><div class="t m0 x36 h2a y2d8 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.2.1 Cobertura do seguro </span></div><div class="t m0 x36 h2a y356 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.2.2 Outros ativos </span></div><div class="t m0 x36 h2a y243 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.2.3 Cobertura de seguros ou garantia para entidades finais </span></div><div class="t m0 x36 h2a y357 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.3 Confidencialidade da informação do negócio </span></div><div class="t m0 x36 h2a y245 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.3.1 Escopo de informações confidenciais </span></div><div class="t m0 x36 h2a y246 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.3.2 Informações fora do escopo de informações confidenciais </span></div><div class="t m0 x36 h2a y272 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.3.3 Responsabilidade em proteger a informação confidencial </span></div><div class="t m0 x36 h2a y358 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.4 Privacidade da informação pessoal </span></div><div class="t m0 x36 h2a y359 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.4.1 Plano de privacidade </span></div><div class="t m0 x36 h2a y35a ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.4.2 Tratamento de informação como privadas </span></div><div class="t m0 x36 h2a y35b ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.4.3 Informações não consideradas privadas </span></div><div class="t m0 x36 h2a y77 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.4.4 Responsabilidade para proteger a informação privadas </span></div><div class="t m0 x36 h2a y35c ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.4.5 Aviso e consentimento para usar informações privadas </span></div><div class="t m0 x36 h2a y35d ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.4.6 Divulgação em processo judicial ou administrativo </span></div><div class="t m0 x36 h2a y35e ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.4.7 Outras circunstâncias de divulgação de informação </span></div><div class="t m0 x36 h2a y35f ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.5 Direitos de Propriedade Intelectual </span></div><div class="t m0 x36 h2a y360 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.6 Declarações e Garantias </span></div><div class="t m0 x36 h2a y361 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.6.1 Declarações e Garantias da AC </span></div><div class="t m0 x36 h2a y362 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.6.2 Declarações e Garantias da AR </span></div><div class="t m0 x36 h2a y363 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.6.3 Declarações e garantias do titular </span></div><div class="t m0 x36 h2a y364 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.6.4 Declarações e garantias das terceiras partes </span></div><div class="t m0 x36 h2a y365 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.6.5 Representações e garantias de outros participantes </span></div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">35</span> </div><div class="t m0 x36 h2a yd6 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.7 Isenção de garantias </span></div><div class="t m0 x36 h2a y17f ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.8 Limitações de responsabilidades </span></div><div class="t m0 x36 h2a y180 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.9 Indenizações </span></div><div class="t m0 x36 h2a y181 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.10 Prazo e Rescisão </span></div><div class="t m0 x36 h2a yfd ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.10.1 Prazo </span></div><div class="t m0 x36 h2a y182 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.10.2 Término </span></div><div class="t m0 x36 h2a y19d ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.10.3 Efeito da rescisão e sobrevivência </span></div><div class="t m0 x36 h2a y100 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.11 Avisos individuais e comunicações com os participantes </span></div><div class="t m0 x36 h2a y19e ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.12 Alterações </span></div><div class="t m0 x36 h2a y19f ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.12.3 Circunstâncias na qual o OID deve ser alterado </span></div><div class="t m0 x36 h2a y1a0 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.13 Solução de conflitos </span></div><div class="t m0 x36 h2a y1a1 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.14 Lei aplicável </span></div><div class="t m0 x36 h2a y1a2 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.15 Conformidade com a Lei aplicável </span></div><div class="t m0 x36 h2a y1a3 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.16 Disposições Diversas </span></div><div class="t m0 x36 h2a y1a4 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.16.2 Cessão </span></div><div class="t m0 x36 h2a y1a5 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.16.3 Independência de disposições </span></div><div class="t m0 x36 h2a y1a6 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _30"> </span>9.16.4 Execução (honorários dos advogados e renúncia de direitos) </span></div><div class="t m0 x0 h2a y1a7 ff5 fs0 fc0 sc0 ls0 ws0">9.12.1 Procedimento para emendas </div><div class="t m0 x0 h7 y1a8 ff4 fs0 fc0 sc0 ls0 ws0">Neste <span class="_ _2"></span>item <span class="_ _3"></span>devem <span class="_ _2"></span>ser <span class="_ _2"></span>descritos <span class="_ _2"></span>a <span class="_ _3"></span>política <span class="_ _2"></span>e <span class="_ _2"></span>os <span class="_ _2"></span>proc<span class="_ _5"></span>edimentos <span class="_ _2"></span>utilizados <span class="_ _2"></span>para <span class="_ _3"></span>realizar <span class="_ _2"></span>alterações <span class="_ _2"></span>na </div><div class="t m0 x0 h7 y366 ff4 fs0 fc0 sc0 ls0 ws0">PC. Qualquer alteração na PC deverá ser submetida à aprovação da AC Raiz. </div><div class="t m0 x0 h7 y367 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2a y368 ff5 fs0 fc0 sc0 ls0 ws0">9.12.2 Mecanismo de notificação e períodos </div><div class="t m0 x0 h7 y369 ff4 fs0 fc0 sc0 ls0 ws0">Neste item <span class="_ _5"></span>devem ser <span class="_ _5"></span>descritos os mecani<span class="_ _5"></span>smos empregados para <span class="_ _5"></span>a distribuição <span class="_ _5"></span>da PC <span class="_ _5"></span>à comunidade </div><div class="t m0 x0 h7 y36a ff4 fs0 fc0 sc0 ls0 ws0">envolvida. </div><div class="t m0 x0 h7 y36b ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2a y36c ff5 fs0 fc0 sc0 ls0 ws0">9.16.1 Acordo completo </div><div class="t m0 x0 h7 y36d ff4 fs0 fc0 sc0 ls0 ws0">Esta <span class="_ _4"></span>PC representa <span class="_ _4"></span>as <span class="_ _0"></span>obrigações <span class="_ _4"></span>e de<span class="_ _0"></span>veres <span class="_ _0"></span>aplicáveis <span class="_ _4"></span>à AC<span class="_ _0"></span> <span class="_ _4"></span>e<span class="_ _5"></span> <span class="_ _0"></span>AR <span class="_ _4"></span>e<span class="_ _5"></span> <span class="_ _4"></span>outras entidades <span class="_ _4"></span>citadas. <span class="_ _0"></span>Havendo </div><div class="t m0 x0 h7 y36e ff4 fs0 fc0 sc0 ls0 ws0">conflito entre esta PC e outras resoluções do CG ICP-Brasil, prevalecerá sempre a última editada. </div><div class="t m0 x0 h7 yf5 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2a y36f ff5 fs0 fc0 sc0 ls0 ws0">9.17 Outras provisões </div><div class="t m0 x0 h7 y370 ff4 fs0 fc0 sc0 ls0 ws0">Toda <span class="_ _38"> </span>PC <span class="_ _38"> </span>deverá <span class="_ _38"> </span>ser <span class="_ _38"> </span>submetida <span class="_ _38"> </span>à <span class="_ _27"> </span>apr<span class="_ _5"></span>ovação, <span class="_ _38"> </span>durante <span class="_ _38"> </span>o <span class="_ _27"> </span>proc<span class="_ _5"></span>esso <span class="_ _38"> </span>de <span class="_ _38"> </span>credenciamento <span class="_ _38"> </span>da <span class="_ _27"> </span>AC </div><div class="t m0 x0 h7 y371 ff4 fs0 fc0 sc0 ls0 ws0">responsável, <span class="_ _7"></span>conforme <span class="_ _7"></span>o <span class="_ _7"></span>estabelecido <span class="_ _7"></span>no <span class="_ _7"></span>documento <span class="_ _7"></span>CRITÉRIOS <span class="_ _7"></span>E <span class="_ _7"></span>PROCEDIMENTOS <span class="_ _7"></span>PARA </div><div class="t m0 x0 h7 y372 ff4 fs0 fc0 sc0 ls0 ws0">CREDENCIAMENTO <span class="_ _17"> </span>DAS <span class="_ _1c"> </span>ENTIDADES <span class="_ _1c"> </span>INTEGRANTES <span class="_ _17"> </span>DA <span class="_ _1c"> </span>ICP-BRASIL <span class="_ _1c"> </span>[3]. <span class="_ _17"> </span>Como <span class="_ _1c"> </span>parte </div><div class="t m0 x0 h7 y234 ff4 fs0 fc0 sc0 ls0 ws0">desse processo, além <span class="_ _5"></span>da conformidade com <span class="_ _5"></span>este documento, <span class="_ _5"></span>deverá ser <span class="_ _5"></span>verificada a compatibilidade </div><div class="t m0 x0 h7 y13a ff4 fs0 fc0 sc0 ls0 ws0">entre a PC e a DPC da AC responsável. <span class="_ _13"> </span> </div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2b ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y2c w5 h8"><div class="t m0 x7 h7 y2d ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y2c w6 h8"><div class="t m0 x9 h9 y2e ff5 fs2 fc0 sc0 ls0 ws0">Infraestrutura de Chaves Públicas Brasileira </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y2f ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 hd y30 ff6 fs3 fc0 sc0 ls0 ws0">Requisitos Mínimos para as Política<span class="_ _5"></span>s de Certificado na ICP-<span class="_ _5"></span>Brasil DOC-ICP-<span class="ls8">04</span> versão 8.1 <span class="_ _9"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span> <span class="_ _a"> </span><span class="ff8 ls8">36</span> </div><div class="t m0 x0 h26 y31 ff5 fs1 fc0 sc0 ls8 ws0">10<span class="ffe ls0"> <span class="ff5">DOCUMENTOS REFERENCIADOS<span class="_ _5"></span> </span></span></div><div class="t m0 x0 h7 y1ba ff4 fs0 fc0 sc0 ls0 ws0">Os docume<span class="_ _5"></span>ntos <span class="_ _5"></span>abaixo <span class="_ _5"></span>são aprovados <span class="_ _5"></span>por <span class="_ _5"></span>Resoluções <span class="_ _5"></span>do <span class="_ _5"></span>Comitê <span class="_ _5"></span>Gestor <span class="_ _5"></span>da <span class="_ _5"></span>ICP-<span class="_ _5"></span>Brasil, podendo <span class="_ _5"></span>ser<span class="_ _5"></span> </div><div class="t m0 x0 h7 y1bb ff4 fs0 fc0 sc0 ls0 ws0">alterados, <span class="_ _6"></span>quando <span class="_ _7"></span>necessário, <span class="_ _7"></span>pelo <span class="_ _6"></span>mes<span class="_ _5"></span>mo <span class="_ _6"></span>tipo <span class="_ _7"></span>de <span class="_ _7"></span>dispositivo <span class="_ _6"></span>legal. <span class="_ _7"></span>O <span class="_ _7"></span>sítio <span class="_ _6"></span>http://www.iti.gov.br </div><div class="t m0 x0 h7 y1bc ff4 fs0 fc0 sc0 ls0 ws0">publica a versão mais atualizada desses documentos e as Resoluções que os aprovaram. </div></div><div class="c x0 y374 w1e h2b"><div class="t m0 x17 h2a yec ff5 fs0 fc0 sc0 ls0 ws0">REF.<span class="ff4"> </span></div></div><div class="c x37 y374 w1f h2b"><div class="t m0 x4d h2a yec ff5 fs0 fc0 sc0 ls0 ws0">NOME DO DOCUMENTO <span class="ff4"> </span></div></div><div class="c x4e y374 w20 h2b"><div class="t m0 x30 h2a yec ff5 fs0 fc0 sc0 ls0 ws0">CÓDIGO<span class="ff4"> </span></div></div><div class="c x0 y375 w1e h42"><div class="t m0 x2e h2a y97 ff5 fs0 fc0 sc0 ls0 ws0">[1]<span class="ff4"> </span></div></div><div class="c x37 y375 w1f h42"><div class="t m0 x1 h2a y9e ff5 fs0 fc0 sc0 ls0 ws0">REQUISITOS <span class="_ _20"> </span>MÍNIMOS <span class="_ _20"> </span>PARA <span class="_ _2c"> </span>AS<span class="_ _0"></span> <span class="_ _20"> </span>DECLARAÇÕES <span class="_ _20"> </span>DE<span class="_ _5"></span> </div><div class="t m0 x1 h2a y9a ff5 fs0 fc0 sc0 ls0 ws0">PRÁTICAS <span class="_ _1f"> </span>DOS <span class="_ _1f"> </span>PR<span class="_ _0"></span>ESTADORES <span class="_ _1f"> </span>DE <span class="_ _1f"> </span>SERVIÇO <span class="_ _1f"> </span>DE </div><div class="t m0 x1 h2a y97 ff5 fs0 fc0 sc0 ls0 ws0">CONFIANÇA DA ICP-BRASIL<span class="ff9"> </span> </div><div class="t m0 x1 h7 y6b ffc fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução n° 132, de 10 de novembro de 2017</span><span class="ff4"> </span></div><div class="t m0 x1 h7 yec ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y375 w20 h42"><div class="t m0 x17 h7 y97 ff9 fs0 fc0 sc0 ls0 ws0">DOC-ICP-17<span class="ff4"> </span></div></div><div class="c x0 y376 w1e h42"><div class="t m0 x2e h2a y97 ff5 fs0 fc0 sc0 ls0 ws0">[2] </div></div><div class="c x37 y376 w1f h42"><div class="t m0 x1 h12 y9e ff9 fs0 fc0 sc0 ls0 ws0">REQUISITOS <span class="_ _2c"> </span>MÍNIMOS <span class="_ _2c"> </span>P<span class="_ _8"></span>ARA<span class="_ _4"></span> <span class="_ _34"> </span>AS <span class="_ _19"> </span>DECLARAÇÕES <span class="_ _2c"> </span>DE </div><div class="t m0 x1 h12 y9a ff9 fs0 fc0 sc0 ls0 ws0">PRÁTICAS <span class="_ _3"></span>DAS <span class="_ _2"></span>AUT<span class="_ _0"></span>ORIDADES <span class="_ _3"></span>DE <span class="_ _6"></span>CARIMBO <span class="_ _6"></span>DO <span class="_ _2"></span>TEMPO </div><div class="t m0 x1 h2a y97 ff9 fs0 fc0 sc0 ls0 ws0">DA<span class="_ _8"></span> ICP-BRASIL<span class="_ _5"></span><span class="ff5"> </span></div><div class="t m0 x1 h7 y6b ffc fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução n° 59, de 28 de novembro de 2008</span><span class="ff4"> </span></div><div class="t m0 x1 h7 yec ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y376 w20 h42"><div class="t m0 x17 h2a y97 ff9 fs0 fc0 sc0 ls0 ws0">DOC-ICP-12<span class="ff5"> </span></div></div><div class="c x0 y377 w1e h42"><div class="t m0 x2e h2a y97 ff5 fs0 fc0 sc0 ls0 ws0">[3] </div></div><div class="c x37 y377 w1f h42"><div class="t m0 x1 h12 y9e ff9 fs0 fc0 sc0 ls0 ws0">CRITÉRIOS <span class="_ _39"> </span>E <span class="_ _39"> </span>PROCEDIMENT<span class="_ _0"></span>OS <span class="_ _39"> </span>P<span class="_ _8"></span>ARA<span class="_ _4"></span> </div><div class="t m0 x1 h12 y9a ff9 fs0 fc0 sc0 ls0 ws0">CREDENCIAMENT<span class="_ _0"></span>O <span class="_ _17"> </span>DAS <span class="_ _17"> </span>ENTIDADES <span class="_ _17"> </span>INTEGRANTES <span class="_ _17"> </span>DA<span class="_ _4"></span> </div><div class="t m0 x1 h2a y97 ff9 fs0 fc0 sc0 ls0 ws0">ICP-BRASIL<span class="ff5"> </span></div><div class="t m0 x1 h7 y6b ffc fs0 fc0 sc0 ls0 ws0">Aprovado pela <span class="fc1">Resolução n° 06, de 22 de novembro de 2001</span><span class="ff4"> </span></div><div class="t m0 x1 h7 yec ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y377 w20 h42"><div class="t m0 x17 h2a y97 ff9 fs0 fc0 sc0 ls0 ws0">DOC-ICP-03<span class="ff5"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h7 y378 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h26 y379 ff5 fs1 fc0 sc0 ls8 ws0">11<span class="ffe ls0"> <span class="ff5">REFERÊNCIAS BIBLIOGRÁFICAS<span class="_ _5"></span> </span></span></div><div class="t m0 x0 h7 y37a ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h7 y37b ff4 fs0 fc0 sc0 ls0 ws0">RFC <span class="_ _3"></span>3647,<span class="_ _5"></span> <span class="_ _6"></span>IETF <span class="_ _6"></span>-<span class="ff6"> <span class="_ _3"></span>Int<span class="_ _5"></span>ernet <span class="_ _6"></span>X.509 <span class="_ _3"></span>Public <span class="_ _6"></span> <span class="_ _6"></span>Key <span class="_ _6"></span>Infrastructure <span class="_ _6"></span>Certificate <span class="_ _6"></span>Policy <span class="_ _3"></span>and <span class="_ _6"></span>Certification </span></div><div class="t m0 x0 h7 y37c ff6 fs0 fc0 sc0 ls0 ws0">Practices Framework, november<span class="ff4"> 2003. </span></div><div class="t m0 x0 h7 y37d ff4 fs0 fc0 sc0 ls0 ws0">RFC <span class="_ _2"></span>5280, <span class="_ _2"></span>IETF <span class="_ _2"></span>-<span class="ff6"> <span class="_ _2"></span>Internet <span class="_ _2"></span>X.509 <span class="_ _2"></span>Public <span class="_ _2"></span>Key <span class="_ _2"></span>Infrastructure <span class="_ _2"></span>Certificate <span class="_ _2"></span>and <span class="_ _2"></span>Certificate <span class="_ _2"></span>Revocation </span></div><div class="t m0 x0 h7 y37e ff6 fs0 fc0 sc0 ls0 ws0">List (CRL) Profile, may <span class="ff4">2008. </span></div><div class="t m0 x0 h7 y37f ff4 fs0 fc0 sc0 ls0 ws0">RFC 2818, IETF -<span class="ff6"> HTTP Over TLS, may</span> 2000. </div><div class="t m0 x0 h7 y380 ff4 fs0 fc0 sc0 ls0 ws0">RFC <span class="_ _3"></span>6960,<span class="_ _5"></span> <span class="_ _6"></span>IETF <span class="_ _6"></span>- <span class="_ _3"></span><span class="ff6">X.509 <span class="_ _6"></span>Internet <span class="_ _6"></span>Public <span class="_ _6"></span>Key <span class="_ _6"></span>Infrastructure <span class="_ _3"></span>Online <span class="_ _6"></span>Certificate <span class="_ _6"></span>Status <span class="_ _6"></span>Protocol <span class="_ _6"></span><span class="ff11">–</span> </span></div><div class="t m0 x0 h7 y381 ff6 fs0 fc0 sc0 ls0 ws0">OCSP, june <span class="ff4">2003. </span></div><div class="t m0 x0 h7 y382 ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao132_revogada.htm"><div class="d m1" style="border-style:none;position:absolute;left:179.370000px;bottom:576.160000px;width:228.920000px;height:13.800000px;background-color:rgba(255,255,255,0.000001);"></div></a><a class="l" href="https://repositorio.iti.gov.br/resolucoes/Resolucao59_revogada.htm"><div class="d m1" 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